diff --git a/.gitattributes b/.gitattributes new file mode 100644 index 0000000..8ad74f7 --- /dev/null +++ b/.gitattributes @@ -0,0 +1,2 @@ +# Normalize EOL for all files that Git considers text files. +* text=auto eol=lf diff --git a/.gitignore b/.gitignore new file mode 100644 index 0000000..0af181c --- /dev/null +++ b/.gitignore @@ -0,0 +1,3 @@ +# Godot 4+ specific ignores +.godot/ +/android/ diff --git a/Globals/HudSignalBus.gd b/Globals/HudSignalBus.gd new file mode 100644 index 0000000..b0f3956 --- /dev/null +++ b/Globals/HudSignalBus.gd @@ -0,0 +1,13 @@ +extends Node + +signal minigun(current_ammo : int, max_ammo : int) +signal missile(current_ammo : int, max_ammo : int) +signal armor(current_ammo : int, max_ammo : int) +signal roll_dialog(strings: Array[String]) +signal new_weapon_target(value: Node3D) + +signal current_camera_changed +var current_camera : Camera3D : + set(value): + current_camera = value + current_camera_changed.emit() diff --git a/README.md b/README.md deleted file mode 100644 index 11a0bba..0000000 --- a/README.md +++ /dev/null @@ -1,2 +0,0 @@ -# RAIDER_GameJam - diff --git a/components/healthcomponent.gd b/components/healthcomponent.gd new file mode 100644 index 0000000..62143a2 --- /dev/null +++ b/components/healthcomponent.gd @@ -0,0 +1,25 @@ +extends Area3D +class_name HealthComponent + +@export var max_health : float = 100 +@onready var current_health : float = max_health +@export var signal_name : String + +signal start_dying + +func damage(value: float): + if current_health > 0: + current_health -= value + if signal_name: + HudSignalBus.emit_signal(signal_name, current_health, max_health) + if current_health <= 0: + start_dying.emit() + + + +func _on_area_entered(area: Area3D) -> void: + if area is HealthPickup: + current_health = current_health + area.value + current_health = clamp(current_health, 0, max_health) + HudSignalBus.emit_signal(signal_name, current_health, max_health) + area.queue_free() diff --git a/components/healthcomponent.tscn b/components/healthcomponent.tscn new file mode 100644 index 0000000..c664d6b --- /dev/null +++ b/components/healthcomponent.tscn @@ -0,0 +1,8 @@ +[gd_scene load_steps=2 format=3 uid="uid://d2p86lb72dp61"] + +[ext_resource type="Script" path="res://components/healthcomponent.gd" id="1_y6nlw"] + +[node name="Healthcomponent" type="Area3D"] +collision_layer = 0 +collision_mask = 0 +script = ExtResource("1_y6nlw") diff --git a/components/hit_box.gd b/components/hit_box.gd new file mode 100644 index 0000000..bca93c1 --- /dev/null +++ b/components/hit_box.gd @@ -0,0 +1,15 @@ +extends Area3D + +@export var health_component : HealthComponent + +func _on_body_entered(body: Node3D) -> void: + if body is Projectile: + if is_instance_valid(health_component): + health_component.damage(body.damage) + body.projectile_collision() + + +func _on_area_entered(area: Area3D) -> void: + if area is ExplosionHurtbox: + if is_instance_valid(health_component): + health_component.damage(area.damage) diff --git a/components/projectile.gd b/components/projectile.gd new file mode 100644 index 0000000..03493a1 --- /dev/null +++ b/components/projectile.gd @@ -0,0 +1,25 @@ +extends CharacterBody3D +class_name Projectile + +@export var damage : float = 10 +@export var lifetime : float = 1 +@export var collsion_scene : PackedScene + +signal collided + +var timeout_timer : Timer + +func _ready() -> void: + timeout_timer = Timer.new() + add_child(timeout_timer) + timeout_timer.timeout.connect(projectile_collision) + timeout_timer.start(lifetime) + +func projectile_collision(): + timeout_timer.stop() + if collsion_scene: + var new_collision_scene = collsion_scene.instantiate() + get_tree().root.add_child(new_collision_scene) + new_collision_scene.global_transform = global_transform + get_tree().create_timer(lifetime).timeout.connect(queue_free) + collided.emit() diff --git a/components/projectile_mover_linear.gd b/components/projectile_mover_linear.gd new file mode 100644 index 0000000..f886a6a --- /dev/null +++ b/components/projectile_mover_linear.gd @@ -0,0 +1,12 @@ +extends Node3D + +@export var speed : float = 100 + +func _physics_process(delta: float) -> void: + var velocity = speed * -get_parent().transform.basis.z + get_parent().velocity = velocity + + if get_parent().move_and_slide(): + get_parent().projectile_collision() + queue_free() + diff --git a/crt.gd b/crt.gd new file mode 100644 index 0000000..fe67ac0 --- /dev/null +++ b/crt.gd @@ -0,0 +1,12 @@ +extends CanvasLayer + + +# Called when the node enters the scene tree for the first time. +func _ready() -> void: + pass # Replace with function body. + + +# Called every frame. 'delta' is the elapsed time since the previous frame. +func _process(delta: float) -> void: + if Input.is_action_just_pressed("shoot3"): + visible = !visible diff --git a/crt.tscn b/crt.tscn new file mode 100644 index 0000000..ad0b9a9 --- /dev/null +++ b/crt.tscn @@ -0,0 +1,41 @@ +[gd_scene load_steps=4 format=3 uid="uid://bktxlnkg0r2kg"] + +[ext_resource type="Script" path="res://crt.gd" id="1_mcp6h"] +[ext_resource type="Shader" path="res://crtshader.gdshader" id="1_o1syp"] + +[sub_resource type="ShaderMaterial" id="ShaderMaterial_0rfvd"] +shader = ExtResource("1_o1syp") +shader_parameter/overlay = true +shader_parameter/scanlines_opacity = 0.057 +shader_parameter/scanlines_width = 0.0 +shader_parameter/grille_opacity = 0.129 +shader_parameter/resolution = Vector2(640, 480) +shader_parameter/pixelate = false +shader_parameter/roll = false +shader_parameter/roll_speed = 8.0 +shader_parameter/roll_size = 0.0 +shader_parameter/roll_variation = 0.1 +shader_parameter/distort_intensity = 0.0 +shader_parameter/noise_opacity = 0.4 +shader_parameter/noise_speed = 5.0 +shader_parameter/static_noise_intensity = 0.02 +shader_parameter/aberration = -0.00499995 +shader_parameter/brightness = 1.4 +shader_parameter/discolor = true +shader_parameter/warp_amount = 0.01 +shader_parameter/clip_warp = false +shader_parameter/vignette_intensity = 0.435 +shader_parameter/vignette_opacity = 0.16 + +[node name="Crt" type="CanvasLayer"] +layer = 128 +visible = false +script = ExtResource("1_mcp6h") + +[node name="ColorRect" type="ColorRect" parent="."] +material = SubResource("ShaderMaterial_0rfvd") +anchors_preset = 15 +anchor_right = 1.0 +anchor_bottom = 1.0 +grow_horizontal = 2 +grow_vertical = 2 diff --git a/crtshader.gdshader b/crtshader.gdshader new file mode 100644 index 0000000..ac3e1b7 --- /dev/null +++ b/crtshader.gdshader @@ -0,0 +1,229 @@ +/* +Shader from Godot Shaders - the free shader library. +godotshaders.com/shader/VHS-and-CRT-monitor-effect + +This shader is under CC0 license. Feel free to use, improve and +change this shader according to your needs and consider sharing +the modified result to godotshaders.com. +*/ + +shader_type canvas_item; + +//*** IMPORTANT! ***/ +// - If you are using this shader to affect the node it is applied to set 'overlay' to false (unchecked in the instepctor). +// - If you are using this shader as an overlay, and want the shader to affect the nodes below in the Scene hierarchy, +// set 'overlay' to true (checked in the inspector). +// On Mac there is potentially a bug causing this to not work properly. If that is the case and you want to use the shader as an overlay +// change all "overlay ? SCREEN_TEXTURE : TEXTURE" to only "SCREEN_TEXTURE" on lines 129-140, and "vec2 uv = overlay ? warp(SCREEN_UV) : warp(UV);" +// to "vec2 uv = warp(SCREEN_UV);" on line 98. +uniform bool overlay = true; +uniform sampler2D SCREEN_TEXTURE : hint_screen_texture, filter_linear_mipmap; +uniform float scanlines_opacity : hint_range(0.0, 1.0) = 0.4; +uniform float scanlines_width : hint_range(0.0, 0.5) = 0.25; +uniform float grille_opacity : hint_range(0.0, 1.0) = 0.3; +uniform vec2 resolution = vec2(640.0, 480.0); // Set the number of rows and columns the texture will be divided in. Scanlines and grille will make a square based on these values + +uniform bool pixelate = true; // Fill each square ("pixel") with a sampled color, creating a pixel look and a more accurate representation of how a CRT monitor would work. + +uniform bool roll = true; +uniform float roll_speed = 8.0; // Positive values are down, negative are up +uniform float roll_size : hint_range(0.0, 100.0) = 15.0; +uniform float roll_variation : hint_range(0.1, 5.0) = 1.8; // This valie is not an exact science. You have to play around with the value to find a look you like. How this works is explained in the code below. +uniform float distort_intensity : hint_range(0.0, 0.2) = 0.05; // The distortion created by the rolling effect. + +uniform float noise_opacity : hint_range(0.0, 1.0) = 0.4; +uniform float noise_speed = 5.0; // There is a movement in the noise pattern that can be hard to see first. This sets the speed of that movement. + +uniform float static_noise_intensity : hint_range(0.0, 1.0) = 0.06; + +uniform float aberration : hint_range(-1.0, 1.0) = 0.03; // Chromatic aberration, a distortion on each color channel. +uniform float brightness = 1.4; // When adding scanline gaps and grille the image can get very dark. Brightness tries to compensate for that. +uniform bool discolor = true; // Add a discolor effect simulating a VHS + +uniform float warp_amount :hint_range(0.0, 5.0) = 1.0; // Warp the texture edges simulating the curved glass of a CRT monitor or old TV. +uniform bool clip_warp = false; + +uniform float vignette_intensity = 0.4; // Size of the vignette, how far towards the middle it should go. +uniform float vignette_opacity : hint_range(0.0, 1.0) = 0.5; + +// Used by the noise functin to generate a pseudo random value between 0.0 and 1.0 +vec2 random(vec2 uv){ + uv = vec2( dot(uv, vec2(127.1,311.7) ), + dot(uv, vec2(269.5,183.3) ) ); + return -1.0 + 2.0 * fract(sin(uv) * 43758.5453123); +} + +// Generate a Perlin noise used by the distortion effects +float noise(vec2 uv) { + vec2 uv_index = floor(uv); + vec2 uv_fract = fract(uv); + + vec2 blur = smoothstep(0.0, 1.0, uv_fract); + + return mix( mix( dot( random(uv_index + vec2(0.0,0.0) ), uv_fract - vec2(0.0,0.0) ), + dot( random(uv_index + vec2(1.0,0.0) ), uv_fract - vec2(1.0,0.0) ), blur.x), + mix( dot( random(uv_index + vec2(0.0,1.0) ), uv_fract - vec2(0.0,1.0) ), + dot( random(uv_index + vec2(1.0,1.0) ), uv_fract - vec2(1.0,1.0) ), blur.x), blur.y) * 0.5 + 0.5; +} + +// Takes in the UV and warps the edges, creating the spherized effect +vec2 warp(vec2 uv){ + vec2 delta = uv - 0.5; + float delta2 = dot(delta.xy, delta.xy); + float delta4 = delta2 * delta2; + float delta_offset = delta4 * warp_amount; + + return uv + delta * delta_offset; +} + +// Adds a black border to hide stretched pixel created by the warp effect +float border (vec2 uv){ + float radius = min(warp_amount, 0.08); + radius = max(min(min(abs(radius * 2.0), abs(1.0)), abs(1.0)), 1e-5); + vec2 abs_uv = abs(uv * 2.0 - 1.0) - vec2(1.0, 1.0) + radius; + float dist = length(max(vec2(0.0), abs_uv)) / radius; + float square = smoothstep(0.96, 1.0, dist); + return clamp(1.0 - square, 0.0, 1.0); +} + +// Adds a vignette shadow to the edges of the image +float vignette(vec2 uv){ + uv *= 1.0 - uv.xy; + float vignette = uv.x * uv.y * 15.0; + return pow(vignette, vignette_intensity * vignette_opacity); +} + +void fragment() +{ + vec2 uv = overlay ? warp(SCREEN_UV) : warp(UV); // Warp the uv. uv will be used in most cases instead of UV to keep the warping + vec2 text_uv = uv; + vec2 roll_uv = vec2(0.0); + float time = roll ? TIME : 0.0; + + + // Pixelate the texture based on the given resolution. + if (pixelate) + { + text_uv = ceil(uv * resolution) / resolution; + } + + // Create the rolling effect. We need roll_line a bit later to make the noise effect. + // That is why this runs if roll is true OR noise_opacity is over 0. + float roll_line = 0.0; + if (roll || noise_opacity > 0.0) + { + // Create the areas/lines where the texture will be distorted. + roll_line = smoothstep(0.3, 0.9, sin(uv.y * roll_size - (time * roll_speed) ) ); + // Create more lines of a different size and apply to the first set of lines. This creates a bit of variation. + roll_line *= roll_line * smoothstep(0.3, 0.9, sin(uv.y * roll_size * roll_variation - (time * roll_speed * roll_variation) ) ); + // Distort the UV where where the lines are + roll_uv = vec2(( roll_line * distort_intensity * (1.-UV.x)), 0.0); + } + + vec4 text; + if (roll) + { + // If roll is true distort the texture with roll_uv. The texture is split up into RGB to + // make some chromatic aberration. We apply the aberration to the red and green channels accorging to the aberration parameter + // and intensify it a bit in the roll distortion. + text.r = texture(SCREEN_TEXTURE, text_uv + roll_uv * 0.8 + vec2(aberration, 0.0) * .1).r; + text.g = texture(SCREEN_TEXTURE, text_uv + roll_uv * 1.2 - vec2(aberration, 0.0) * .1 ).g; + text.b = texture(SCREEN_TEXTURE, text_uv + roll_uv).b; + text.a = 1.0; + } + else + { + // If roll is false only apply the aberration without any distorion. The aberration values are very small so the .1 is only + // to make the slider in the Inspector less sensitive. + text.r = texture(SCREEN_TEXTURE, text_uv + vec2(aberration, 0.0) * .1).r; + text.g = texture(SCREEN_TEXTURE, text_uv - vec2(aberration, 0.0) * .1).g; + text.b = texture(SCREEN_TEXTURE, text_uv).b; + text.a = 1.0; + } + + float r = text.r; + float g = text.g; + float b = text.b; + + uv = warp(UV); + + // CRT monitors don't have pixels but groups of red, green and blue dots or lines, called grille. We isolate the texture's color channels + // and divide it up in 3 offsetted lines to show the red, green and blue colors next to each other, with a small black gap between. + if (grille_opacity > 0.0){ + + float g_r = smoothstep(0.85, 0.95, abs(sin(uv.x * (resolution.x * 3.14159265)))); + r = mix(r, r * g_r, grille_opacity); + + float g_g = smoothstep(0.85, 0.95, abs(sin(1.05 + uv.x * (resolution.x * 3.14159265)))); + g = mix(g, g * g_g, grille_opacity); + + float b_b = smoothstep(0.85, 0.95, abs(sin(2.1 + uv.x * (resolution.x * 3.14159265)))); + b = mix(b, b * b_b, grille_opacity); + + } + + // Apply the grille to the texture's color channels and apply Brightness. Since the grille and the scanlines (below) make the image very dark you + // can compensate by increasing the brightness. + text.r = clamp(r * brightness, 0.0, 1.0); + text.g = clamp(g * brightness, 0.0, 1.0); + text.b = clamp(b * brightness, 0.0, 1.0); + + // Scanlines are the horizontal lines that make up the image on a CRT monitor. + // Here we are actual setting the black gap between each line, which I guess is not the right definition of the word, but you get the idea + float scanlines = 0.5; + if (scanlines_opacity > 0.0) + { + // Same technique as above, create lines with sine and applying it to the texture. Smoothstep to allow setting the line size. + scanlines = smoothstep(scanlines_width, scanlines_width + 0.5, abs(sin(uv.y * (resolution.y * 3.14159265)))); + text.rgb = mix(text.rgb, text.rgb * vec3(scanlines), scanlines_opacity); + } + + // Apply the banded noise. + if (noise_opacity > 0.0) + { + // Generate a noise pattern that is very stretched horizontally, and animate it with noise_speed + float noise = smoothstep(0.4, 0.5, noise(uv * vec2(2.0, 200.0) + vec2(10.0, (TIME * (noise_speed))) ) ); + + // We use roll_line (set above) to define how big the noise should be vertically (multiplying cuts off all black parts). + // We also add in some basic noise with random() to break up the noise pattern above. The noise is sized according to + // the resolution value set in the inspector. If you don't like this look you can + // change "ceil(uv * resolution) / resolution" to only "uv" to make it less pixelated. Or multiply resolution with som value + // greater than 1.0 to make them smaller. + roll_line *= noise * scanlines * clamp(random((ceil(uv * resolution) / resolution) + vec2(TIME * 0.8, 0.0)).x + 0.8, 0.0, 1.0); + // Add it to the texture based on noise_opacity + text.rgb = clamp(mix(text.rgb, text.rgb + roll_line, noise_opacity), vec3(0.0), vec3(1.0)); + } + + // Apply static noise by generating it over the whole screen in the same way as above + if (static_noise_intensity > 0.0) + { + text.rgb += clamp(random((ceil(uv * resolution) / resolution) + fract(TIME)).x, 0.0, 1.0) * static_noise_intensity; + } + + // Apply a black border to hide imperfections caused by the warping. + // Also apply the vignette + text.rgb *= border(uv); + text.rgb *= vignette(uv); + // Hides the black border and make that area transparent. Good if you want to add the the texture on top an image of a TV or monitor. + if (clip_warp) + { + text.a = border(uv); + } + + // Apply discoloration to get a VHS look (lower saturation and higher contrast) + // You can play with the values below or expose them in the Inspector. + float saturation = 0.5; + float contrast = 1.2; + if (discolor) + { + // Saturation + vec3 greyscale = vec3(text.r + text.g + text.b) / 3.; + text.rgb = mix(text.rgb, greyscale, saturation); + + // Contrast + float midpoint = pow(0.5, 2.2); + text.rgb = (text.rgb - vec3(midpoint)) * contrast + midpoint; + } + + COLOR = text; +} \ No newline at end of file diff --git a/default_bus_layout.tres b/default_bus_layout.tres new file mode 100644 index 0000000..2e03139 --- /dev/null +++ b/default_bus_layout.tres @@ -0,0 +1,15 @@ +[gd_resource type="AudioBusLayout" format=3 uid="uid://6hw5p6lx4ny"] + +[resource] +bus/1/name = &"SFX" +bus/1/solo = false +bus/1/mute = false +bus/1/bypass_fx = false +bus/1/volume_db = -20.3764 +bus/1/send = &"Master" +bus/2/name = &"MUSIC" +bus/2/solo = false +bus/2/mute = false +bus/2/bypass_fx = false +bus/2/volume_db = -20.3684 +bus/2/send = &"Master" diff --git a/effects/explosion.gd b/effects/explosion.gd new file mode 100644 index 0000000..d24e759 --- /dev/null +++ b/effects/explosion.gd @@ -0,0 +1,8 @@ +extends Node3D + + +func play(): + $Fire.restart() + $Smoke.restart() + $Debris.restart() + get_tree().create_timer(2).timeout.connect(free) diff --git a/effects/explosion.tscn b/effects/explosion.tscn new file mode 100644 index 0000000..20a9b84 --- /dev/null +++ b/effects/explosion.tscn @@ -0,0 +1,117 @@ +[gd_scene load_steps=18 format=3 uid="uid://5q0aw58r81vp"] + +[ext_resource type="Script" path="res://effects/explosion.gd" id="1_jtrlf"] +[ext_resource type="Texture2D" uid="uid://dg28fd1gyn80b" path="res://effects/flare_01.png" id="1_pbfcp"] + +[sub_resource type="Curve" id="Curve_jmhc0"] +max_value = 2.0 +_data = [Vector2(0.00397878, 0), 0.0, 0.0, 0, 0, Vector2(0.212202, 1.77182), 0.0, 0.0, 0, 0, Vector2(0.411141, 1.73482), 0.0, 0.0, 0, 0, Vector2(1, 0), 0.0, 0.0, 0, 0] +point_count = 4 + +[sub_resource type="CurveTexture" id="CurveTexture_4iamg"] +curve = SubResource("Curve_jmhc0") + +[sub_resource type="ParticleProcessMaterial" id="ParticleProcessMaterial_rwstt"] +direction = Vector3(0, 1, 0) +initial_velocity_min = 3.0 +initial_velocity_max = 3.0 +gravity = Vector3(0, 0, 0) +damping_min = 2.189 +damping_max = 2.189 +scale_curve = SubResource("CurveTexture_4iamg") + +[sub_resource type="StandardMaterial3D" id="StandardMaterial3D_284k0"] +shading_mode = 2 +vertex_color_use_as_albedo = true +albedo_color = Color(1, 0.627451, 0.152941, 0.737255) +emission = Color(1, 1, 1, 1) +emission_energy_multiplier = 14.52 + +[sub_resource type="SphereMesh" id="SphereMesh_py84f"] +material = SubResource("StandardMaterial3D_284k0") +radial_segments = 8 +rings = 4 + +[sub_resource type="Curve" id="Curve_vev3p"] +_data = [Vector2(0, 1), 0.0, 0.0, 0, 0, Vector2(1, 0), 0.0, 0.0, 0, 0] +point_count = 2 + +[sub_resource type="CurveTexture" id="CurveTexture_kom26"] +curve = SubResource("Curve_vev3p") + +[sub_resource type="Curve" id="Curve_dnohh"] +max_value = 2.0 +_data = [Vector2(0, 0), 0.0, 0.0, 0, 0, Vector2(0.129973, 1.67932), 0.0, 0.0, 0, 0, Vector2(1, 2), 0.0, 0.0, 0, 0] +point_count = 3 + +[sub_resource type="CurveTexture" id="CurveTexture_e8dot"] +curve = SubResource("Curve_dnohh") + +[sub_resource type="ParticleProcessMaterial" id="ParticleProcessMaterial_cdl35"] +direction = Vector3(0, 1, 0) +spread = 80.0 +initial_velocity_min = 2.0 +initial_velocity_max = 2.0 +gravity = Vector3(0, 3, 0) +scale_curve = SubResource("CurveTexture_e8dot") +alpha_curve = SubResource("CurveTexture_kom26") + +[sub_resource type="StandardMaterial3D" id="StandardMaterial3D_eobj7"] +transparency = 1 +vertex_color_use_as_albedo = true +albedo_color = Color(0.286275, 0.286275, 0.286275, 0.639216) + +[sub_resource type="SphereMesh" id="SphereMesh_3m6v6"] +material = SubResource("StandardMaterial3D_eobj7") +radial_segments = 8 +rings = 4 + +[sub_resource type="ParticleProcessMaterial" id="ParticleProcessMaterial_xnx2l"] +particle_flag_align_y = true +angle_min = -360.0 +angle_max = 360.0 +direction = Vector3(0, 1, 0) +initial_velocity_min = 5.0 +initial_velocity_max = 5.0 +gravity = Vector3(0, -5, 0) + +[sub_resource type="StandardMaterial3D" id="StandardMaterial3D_m640o"] +transparency = 1 +blend_mode = 1 +shading_mode = 0 +vertex_color_use_as_albedo = true +albedo_color = Color(1, 0.784318, 0.564951, 1) +albedo_texture = ExtResource("1_pbfcp") +billboard_mode = 1 + +[sub_resource type="QuadMesh" id="QuadMesh_ixem5"] +material = SubResource("StandardMaterial3D_m640o") + +[node name="Explosion" type="Node3D"] +script = ExtResource("1_jtrlf") + +[node name="Fire" type="GPUParticles3D" parent="."] +emitting = false +lifetime = 0.5 +one_shot = true +explosiveness = 0.9 +fixed_fps = 60 +process_material = SubResource("ParticleProcessMaterial_rwstt") +draw_pass_1 = SubResource("SphereMesh_py84f") + +[node name="Smoke" type="GPUParticles3D" parent="."] +emitting = false +amount = 4 +one_shot = true +explosiveness = 0.9 +fixed_fps = 60 +process_material = SubResource("ParticleProcessMaterial_cdl35") +draw_pass_1 = SubResource("SphereMesh_3m6v6") + +[node name="Debris" type="GPUParticles3D" parent="."] +emitting = false +lifetime = 0.5 +one_shot = true +explosiveness = 0.9 +process_material = SubResource("ParticleProcessMaterial_xnx2l") +draw_pass_1 = SubResource("QuadMesh_ixem5") diff --git a/effects/explosion.tscn.bak b/effects/explosion.tscn.bak new file mode 100644 index 0000000..e1cb19f --- /dev/null +++ b/effects/explosion.tscn.bak @@ -0,0 +1,120 @@ +[gd_scene load_steps=17 format=3 uid="uid://5q0aw58r81vp"] + +[ext_resource type="Texture2D" uid="uid://dg28fd1gyn80b" path="res://effects/flare_01.png" id="1_pbfcp"] + +[sub_resource type="Curve" id="Curve_jmhc0"] +max_value = 2.0 +_data = [Vector2(0.00397878, 0), 0.0, 0.0, 0, 0, Vector2(0.212202, 1.77182), 0.0, 0.0, 0, 0, Vector2(0.411141, 1.73482), 0.0, 0.0, 0, 0, Vector2(1, 0), 0.0, 0.0, 0, 0] +point_count = 4 + +[sub_resource type="CurveTexture" id="CurveTexture_4iamg"] +curve = SubResource("Curve_jmhc0") + +[sub_resource type="ParticleProcessMaterial" id="ParticleProcessMaterial_rwstt"] +direction = Vector3(0, 1, 0) +initial_velocity_min = 3.0 +initial_velocity_max = 3.0 +gravity = Vector3(0, 0, 0) +damping_min = 2.189 +damping_max = 2.189 +scale_curve = SubResource("CurveTexture_4iamg") + +[sub_resource type="StandardMaterial3D" id="StandardMaterial3D_284k0"] +shading_mode = 2 +vertex_color_use_as_albedo = true +albedo_color = Color(1, 0.627451, 0.152941, 0.737255) +emission = Color(1, 1, 1, 1) +emission_energy_multiplier = 14.52 + +[sub_resource type="SphereMesh" id="SphereMesh_py84f"] +material = SubResource("StandardMaterial3D_284k0") +radial_segments = 8 +rings = 4 + +[sub_resource type="Curve" id="Curve_vev3p"] +_data = [Vector2(0, 1), 0.0, 0.0, 0, 0, Vector2(1, 0), 0.0, 0.0, 0, 0] +point_count = 2 + +[sub_resource type="CurveTexture" id="CurveTexture_kom26"] +curve = SubResource("Curve_vev3p") + +[sub_resource type="Curve" id="Curve_dnohh"] +max_value = 2.0 +_data = [Vector2(0, 0), 0.0, 0.0, 0, 0, Vector2(0.129973, 1.67932), 0.0, 0.0, 0, 0, Vector2(1, 2), 0.0, 0.0, 0, 0] +point_count = 3 + +[sub_resource type="CurveTexture" id="CurveTexture_e8dot"] +curve = SubResource("Curve_dnohh") + +[sub_resource type="ParticleProcessMaterial" id="ParticleProcessMaterial_cdl35"] +direction = Vector3(0, 1, 0) +spread = 80.0 +initial_velocity_min = 2.0 +initial_velocity_max = 2.0 +gravity = Vector3(0, 3, 0) +scale_curve = SubResource("CurveTexture_e8dot") +alpha_curve = SubResource("CurveTexture_kom26") + +[sub_resource type="StandardMaterial3D" id="StandardMaterial3D_eobj7"] +transparency = 1 +vertex_color_use_as_albedo = true +albedo_color = Color(0.286275, 0.286275, 0.286275, 0.639216) + +[sub_resource type="SphereMesh" id="SphereMesh_3m6v6"] +material = SubResource("StandardMaterial3D_eobj7") +radial_segments = 8 +rings = 4 + +[sub_resource type="ParticleProcessMaterial" id="ParticleProcessMaterial_xnx2l"] +particle_flag_align_y = true +angle_min = -360.0 +angle_max = 360.0 +direction = Vector3(0, 1, 0) +initial_velocity_min = 5.0 +initial_velocity_max = 5.0 +gravity = Vector3(0, -5, 0) + +[sub_resource type="StandardMaterial3D" id="StandardMaterial3D_m640o"] +transparency = 1 +blend_mode = 1 +shading_mode = 0 +vertex_color_use_as_albedo = true +albedo_color = Color(1, 0.784318, 0.564951, 1) +albedo_texture = ExtResource("1_pbfcp") +billboard_mode = 1 + +[sub_resource type="QuadMesh" id="QuadMesh_ixem5"] +material = SubResource("StandardMaterial3D_m640o") + +[node name="Explosion" type="Node3D"] + +[node name="Fire" type="GPUParticles3D" parent="."] +emitting = false +lifetime = 0.5 +one_shot = true +explosiveness = 0.9 +fixed_fps = 60 +process_material = SubResource("ParticleProcessMaterial_rwstt") +draw_pass_1 = SubResource("SphereMesh_py84f") + +[node name="Smoke" type="GPUParticles3D" parent="."] +emitting = false +amount = 4 +one_shot = true +explosiveness = 0.9 +fixed_fps = 60 +process_material = SubResource("ParticleProcessMaterial_cdl35") +draw_pass_1 = SubResource("SphereMesh_3m6v6") + +[node name="Debris" type="GPUParticles3D" parent="."] +emitting = false +lifetime = 0.5 +one_shot = true +explosiveness = 0.9 +process_material = SubResource("ParticleProcessMaterial_xnx2l") +draw_pass_1 = SubResource("QuadMesh_ixem5") + +[connection signal="ready" from="." to="Fire" method="restart"] +[connection signal="ready" from="." to="Smoke" method="restart"] +[connection signal="ready" from="." to="Debris" method="restart"] +[connection signal="finished" from="Smoke" to="." method="free"] diff --git a/effects/flare_01.png b/effects/flare_01.png new file mode 100644 index 0000000..fb452a1 Binary files /dev/null and b/effects/flare_01.png differ diff --git a/effects/flare_01.png.import b/effects/flare_01.png.import new file mode 100644 index 0000000..bfe577a --- /dev/null +++ b/effects/flare_01.png.import @@ -0,0 +1,35 @@ +[remap] + +importer="texture" +type="CompressedTexture2D" +uid="uid://dg28fd1gyn80b" +path.s3tc="res://.godot/imported/flare_01.png-969275195223e658fca4e4834cb8d7d1.s3tc.ctex" +metadata={ +"imported_formats": ["s3tc_bptc"], +"vram_texture": true +} + +[deps] + +source_file="res://effects/flare_01.png" +dest_files=["res://.godot/imported/flare_01.png-969275195223e658fca4e4834cb8d7d1.s3tc.ctex"] + +[params] + +compress/mode=2 +compress/high_quality=false +compress/lossy_quality=0.7 +compress/hdr_compression=1 +compress/normal_map=0 +compress/channel_pack=0 +mipmaps/generate=true +mipmaps/limit=-1 +roughness/mode=0 +roughness/src_normal="" +process/fix_alpha_border=true +process/premult_alpha=false +process/normal_map_invert_y=false +process/hdr_as_srgb=false +process/hdr_clamp_exposure=false +process/size_limit=0 +detect_3d/compress_to=0 diff --git a/effects/light_01.png b/effects/light_01.png new file mode 100644 index 0000000..71f8f0f Binary files /dev/null and b/effects/light_01.png differ diff --git a/effects/light_01.png.import b/effects/light_01.png.import new file mode 100644 index 0000000..067905b --- /dev/null +++ b/effects/light_01.png.import @@ -0,0 +1,35 @@ +[remap] + +importer="texture" +type="CompressedTexture2D" +uid="uid://byda217s5cq8v" +path.s3tc="res://.godot/imported/light_01.png-043e946f6df880e55d2a4615e19b1007.s3tc.ctex" +metadata={ +"imported_formats": ["s3tc_bptc"], +"vram_texture": true +} + +[deps] + +source_file="res://effects/light_01.png" +dest_files=["res://.godot/imported/light_01.png-043e946f6df880e55d2a4615e19b1007.s3tc.ctex"] + +[params] + +compress/mode=2 +compress/high_quality=false +compress/lossy_quality=0.7 +compress/hdr_compression=1 +compress/normal_map=0 +compress/channel_pack=0 +mipmaps/generate=true +mipmaps/limit=-1 +roughness/mode=0 +roughness/src_normal="" +process/fix_alpha_border=true +process/premult_alpha=false +process/normal_map_invert_y=false +process/hdr_as_srgb=false +process/hdr_clamp_exposure=false +process/size_limit=0 +detect_3d/compress_to=0 diff --git a/effects/smoke_02.png b/effects/smoke_02.png new file mode 100644 index 0000000..d866368 Binary files /dev/null and b/effects/smoke_02.png differ diff --git a/effects/smoke_02.png.import b/effects/smoke_02.png.import new file mode 100644 index 0000000..799cdde --- /dev/null +++ b/effects/smoke_02.png.import @@ -0,0 +1,35 @@ +[remap] + +importer="texture" +type="CompressedTexture2D" +uid="uid://drr1nogesyvkd" +path.s3tc="res://.godot/imported/smoke_02.png-183e92dff4c0a61c80d3c0b389ef903b.s3tc.ctex" +metadata={ +"imported_formats": ["s3tc_bptc"], +"vram_texture": true +} + +[deps] + +source_file="res://effects/smoke_02.png" +dest_files=["res://.godot/imported/smoke_02.png-183e92dff4c0a61c80d3c0b389ef903b.s3tc.ctex"] + +[params] + +compress/mode=2 +compress/high_quality=false +compress/lossy_quality=0.7 +compress/hdr_compression=1 +compress/normal_map=0 +compress/channel_pack=0 +mipmaps/generate=true +mipmaps/limit=-1 +roughness/mode=0 +roughness/src_normal="" +process/fix_alpha_border=true +process/premult_alpha=false +process/normal_map_invert_y=false +process/hdr_as_srgb=false +process/hdr_clamp_exposure=false +process/size_limit=0 +detect_3d/compress_to=0 diff --git a/effects/star_06.png b/effects/star_06.png new file mode 100644 index 0000000..8ff3b13 Binary files /dev/null and b/effects/star_06.png differ diff --git a/effects/star_06.png.import b/effects/star_06.png.import new file mode 100644 index 0000000..2df2653 --- /dev/null +++ b/effects/star_06.png.import @@ -0,0 +1,35 @@ +[remap] + +importer="texture" +type="CompressedTexture2D" +uid="uid://t3u0gir8ycew" +path.s3tc="res://.godot/imported/star_06.png-85536df29330704f6b3b20e0189245b8.s3tc.ctex" +metadata={ +"imported_formats": ["s3tc_bptc"], +"vram_texture": true +} + +[deps] + +source_file="res://effects/star_06.png" +dest_files=["res://.godot/imported/star_06.png-85536df29330704f6b3b20e0189245b8.s3tc.ctex"] + +[params] + +compress/mode=2 +compress/high_quality=false +compress/lossy_quality=0.7 +compress/hdr_compression=1 +compress/normal_map=0 +compress/channel_pack=0 +mipmaps/generate=true +mipmaps/limit=-1 +roughness/mode=0 +roughness/src_normal="" +process/fix_alpha_border=true +process/premult_alpha=false +process/normal_map_invert_y=false +process/hdr_as_srgb=false +process/hdr_clamp_exposure=false +process/size_limit=0 +detect_3d/compress_to=0 diff --git a/effects/trace_02.png b/effects/trace_02.png new file mode 100644 index 0000000..26f20df Binary files /dev/null and b/effects/trace_02.png differ diff --git a/effects/trace_02.png.import b/effects/trace_02.png.import new file mode 100644 index 0000000..1c3fe9d --- /dev/null +++ b/effects/trace_02.png.import @@ -0,0 +1,35 @@ +[remap] + +importer="texture" +type="CompressedTexture2D" +uid="uid://b8koxuqbiulnc" +path.s3tc="res://.godot/imported/trace_02.png-01c92752c6308fa8bcb91dddf30a26f4.s3tc.ctex" +metadata={ +"imported_formats": ["s3tc_bptc"], +"vram_texture": true +} + +[deps] + +source_file="res://effects/trace_02.png" +dest_files=["res://.godot/imported/trace_02.png-01c92752c6308fa8bcb91dddf30a26f4.s3tc.ctex"] + +[params] + +compress/mode=2 +compress/high_quality=false +compress/lossy_quality=0.7 +compress/hdr_compression=1 +compress/normal_map=0 +compress/channel_pack=0 +mipmaps/generate=true +mipmaps/limit=-1 +roughness/mode=0 +roughness/src_normal="" +process/fix_alpha_border=true +process/premult_alpha=false +process/normal_map_invert_y=false +process/hdr_as_srgb=false +process/hdr_clamp_exposure=false +process/size_limit=0 +detect_3d/compress_to=0 diff --git a/enemies/EnemyWeaponSlot.tscn b/enemies/EnemyWeaponSlot.tscn new file mode 100644 index 0000000..3cbb618 --- /dev/null +++ b/enemies/EnemyWeaponSlot.tscn @@ -0,0 +1,9 @@ +[gd_scene load_steps=2 format=3 uid="uid://b7mq56myq16y6"] + +[ext_resource type="Script" path="res://enemies/enemy_weapon_slot.gd" id="1_aqycl"] + +[node name="EnemyWeaponSlot" type="Node3D"] +script = ExtResource("1_aqycl") + +[node name="AudioStreamPlayer3D" type="AudioStreamPlayer3D" parent="."] +bus = &"SFX" diff --git a/enemies/barricade.tscn b/enemies/barricade.tscn new file mode 100644 index 0000000..ed169ee --- /dev/null +++ b/enemies/barricade.tscn @@ -0,0 +1,43 @@ +[gd_scene load_steps=8 format=3 uid="uid://c4548r0io7hiy"] + +[ext_resource type="Material" uid="uid://dajephuqpori" path="res://level/protomaterial.tres" id="1_xq305"] +[ext_resource type="PackedScene" uid="uid://cilj11mx2ahb1" path="res://enemies/enemy_hit_box.tscn" id="2_5uygx"] +[ext_resource type="PackedScene" uid="uid://d2p86lb72dp61" path="res://components/healthcomponent.tscn" id="3_a8b3n"] + +[sub_resource type="BoxMesh" id="BoxMesh_cq42u"] +material = ExtResource("1_xq305") +size = Vector3(2, 2, 3) + +[sub_resource type="BoxShape3D" id="BoxShape3D_xnh82"] +size = Vector3(2, 2, 3) + +[sub_resource type="SphereShape3D" id="SphereShape3D_mxspy"] + +[sub_resource type="BoxShape3D" id="BoxShape3D_qy558"] +size = Vector3(2, 2, 3) + +[node name="Barricade" type="CharacterBody3D"] +collision_layer = 4 +collision_mask = 7 +collision_priority = 10.0 + +[node name="MeshInstance3D" type="MeshInstance3D" parent="."] +mesh = SubResource("BoxMesh_cq42u") + +[node name="EnemyHitBox" parent="." node_paths=PackedStringArray("health_component") instance=ExtResource("2_5uygx")] +health_component = NodePath("../Healthcomponent") + +[node name="CollisionShape3D" type="CollisionShape3D" parent="EnemyHitBox"] +shape = SubResource("BoxShape3D_xnh82") + +[node name="Healthcomponent" parent="." instance=ExtResource("3_a8b3n")] +max_health = 30.0 + +[node name="CollisionShape3D" type="CollisionShape3D" parent="Healthcomponent"] +shape = SubResource("SphereShape3D_mxspy") +disabled = true + +[node name="CollisionShape3D" type="CollisionShape3D" parent="."] +shape = SubResource("BoxShape3D_qy558") + +[connection signal="start_dying" from="Healthcomponent" to="." method="queue_free"] diff --git a/enemies/enemy_animation_handler.gd b/enemies/enemy_animation_handler.gd new file mode 100644 index 0000000..44da018 --- /dev/null +++ b/enemies/enemy_animation_handler.gd @@ -0,0 +1,17 @@ +extends Node3D + +@export var animation_tree: AnimationTree +@onready var parent: CharacterBody3D = $".." +@onready var animation_player: AnimationPlayer = $"../AnimationPlayer" + +func _physics_process(delta: float) -> void: + if parent.velocity.length() <= .1: + #animation_tree.set("parameters/attack/request", AnimationNodeOneShot.ONE_SHOT_REQUEST_FIRE) + animation_tree.set("parameters/idle_walk_blend/blend_amount", 1) + else: + animation_tree.set("parameters/idle_walk_blend/blend_amount", -1) + +func dying(): + animation_tree.active = false + animation_player.speed_scale = randf_range(.8,1.2) + animation_player.play("custom/death") diff --git a/enemies/enemy_animation_handler.tscn b/enemies/enemy_animation_handler.tscn new file mode 100644 index 0000000..9a32eae --- /dev/null +++ b/enemies/enemy_animation_handler.tscn @@ -0,0 +1,3 @@ +[gd_scene format=3 uid="uid://dnqcrvpokx0i0"] + +[node name="EnemyAnimationHandler" type="Node3D"] diff --git a/enemies/enemy_hit_box.tscn b/enemies/enemy_hit_box.tscn new file mode 100644 index 0000000..27ca909 --- /dev/null +++ b/enemies/enemy_hit_box.tscn @@ -0,0 +1,11 @@ +[gd_scene load_steps=2 format=3 uid="uid://cilj11mx2ahb1"] + +[ext_resource type="Script" path="res://components/hit_box.gd" id="1_r4epu"] + +[node name="EnemyHitBox" type="Area3D"] +collision_layer = 32 +collision_mask = 16 +script = ExtResource("1_r4epu") + +[connection signal="area_entered" from="." to="." method="_on_area_entered"] +[connection signal="body_entered" from="." to="." method="_on_body_entered"] diff --git a/enemies/enemy_mover_follow.gd b/enemies/enemy_mover_follow.gd new file mode 100644 index 0000000..1256cd3 --- /dev/null +++ b/enemies/enemy_mover_follow.gd @@ -0,0 +1,44 @@ +extends NavigationAgent3D +class_name EnemyMoverFollow + +@export var follow_distance : float = 1 +@export var target : Node3D +@export var MAX_SPEED := 2.0 + +var parent : CharacterBody3D +var disabled := false + +func disable(): + disabled = true + +func _ready(): + parent = get_parent() + +func set_target(new_target: Node3D): + target = new_target + +func _physics_process(delta: float) -> void: + + if is_instance_valid(target) && target && !disabled: + set_target_position(target.global_position) + var next_path_position = get_next_path_position() + #next_path_position.y = global_position.y + var dir = parent.global_position.direction_to(next_path_position) + var new_velocity = dir*MAX_SPEED + parent.look_at(next_path_position) + parent.velocity = new_velocity + parent.move_and_slide() + + #set_velocity(new_velocity) + + #if global_position.distance_to(target.global_position) < 2: + #queue_free() + + else: + parent.velocity = lerp(parent.velocity, Vector3.ZERO, 1) + parent.move_and_slide() + + +func _on_navigation_agent_3d_velocity_computed(safe_velocity: Vector3) -> void: + parent.velocity = parent.velocity.move_toward(safe_velocity, .25) + parent.move_and_slide() diff --git a/enemies/enemy_mover_follow.tscn b/enemies/enemy_mover_follow.tscn new file mode 100644 index 0000000..b826c10 --- /dev/null +++ b/enemies/enemy_mover_follow.tscn @@ -0,0 +1,8 @@ +[gd_scene format=3 uid="uid://dg4xjlf2wc5qw"] + +[node name="EnemyMoverFollow" type="NavigationAgent3D"] +path_desired_distance = 0.3 +path_height_offset = 0.2 +avoidance_enabled = true +radius = 0.3 +debug_path_custom_color = Color(1, 0, 0, 1) diff --git a/enemies/enemy_mover_patrol.gd b/enemies/enemy_mover_patrol.gd new file mode 100644 index 0000000..59b383d --- /dev/null +++ b/enemies/enemy_mover_patrol.gd @@ -0,0 +1,30 @@ +extends NavigationAgent3D + +@export var MAX_SPEED : float = 3.0 + +var points : Array[Marker3D] +var parent : CharacterBody3D + +var current_point : int + +func _ready() -> void: + parent = get_parent() + for child in get_children(): + if child is Marker3D: + points.append(child) + if points.size() > 0: + current_point = 0 + set_target_position(points[current_point].global_position) + +func _physics_process(delta: float) -> void: + var next_path_position = get_next_path_position() + var dir = parent.global_position.direction_to(next_path_position) + var new_velocity = dir*MAX_SPEED + #parent.look_at(next_path_position) + #parent.rotate(Vector3.UP, parent.basis.z.angle_to(next_path_position)/2) + parent.global_transform.basis = parent.global_transform.basis.slerp(parent.global_transform.looking_at(next_path_position, Vector3.UP).basis, delta * 10.0) + parent.velocity = new_velocity + parent.move_and_slide() + if parent.global_position.distance_to(points[current_point].global_position) < 1: + current_point = (current_point + 1)%points.size() + set_target_position(points[current_point].global_position) diff --git a/enemies/enemy_mover_patrol.tscn b/enemies/enemy_mover_patrol.tscn new file mode 100644 index 0000000..735ff4f --- /dev/null +++ b/enemies/enemy_mover_patrol.tscn @@ -0,0 +1,6 @@ +[gd_scene load_steps=2 format=3 uid="uid://cpevahnu0bbf1"] + +[ext_resource type="Script" path="res://enemies/enemy_mover_patrol.gd" id="1_2okeu"] + +[node name="EnemyMoverPatrol" type="NavigationAgent3D"] +script = ExtResource("1_2okeu") diff --git a/enemies/enemy_weapon_slot.gd b/enemies/enemy_weapon_slot.gd new file mode 100644 index 0000000..ddef86c --- /dev/null +++ b/enemies/enemy_weapon_slot.gd @@ -0,0 +1,43 @@ +extends Node3D +class_name EnemyWeaponSlot + +@export var lead_speed := 10 +@export var weapon : Weapon +@onready var audio_stream_player_3d: AudioStreamPlayer3D = $AudioStreamPlayer3D + +var target : Node3D +var can_shoot := true + + +func _ready() -> void: + if weapon.shooting_sound: + audio_stream_player_3d.stream = weapon.shooting_sound + + +func _physics_process(delta: float) -> void: + if is_instance_valid(target) && target: + var dist = (target.global_position - global_position).length() + var time_to_target = dist/lead_speed + var lead = (target.velocity*time_to_target) + look_at(target.global_position+Vector3(0,.5,0) + lead) + shoot() + else: + rotation = Vector3.ZERO + + +func shoot(): + if can_shoot: + get_tree().create_timer(weapon.cooldown).timeout.connect(reload) + audio_stream_player_3d.play() + can_shoot = false + var new_projectile = weapon.projectile_scene.instantiate() + new_projectile.global_transform = global_transform + get_tree().root.add_child(new_projectile) + + +func reload(): + can_shoot = true + + +func set_target(value: Node3D): + target = value diff --git a/enemies/player_detector.gd b/enemies/player_detector.gd new file mode 100644 index 0000000..3fd040d --- /dev/null +++ b/enemies/player_detector.gd @@ -0,0 +1,31 @@ +extends Area3D + +var current_players : Array[Node3D] +var current_target : Node3D +signal new_target + + +func _on_body_entered(body: Node3D) -> void: + current_players.append(body) + +func _on_body_exited(body: Node3D) -> void: + current_players.erase(body) + +func _physics_process(delta: float) -> void: + var candidate : Node3D + for body in current_players: + if !candidate: + candidate = body + else: + if global_position.distance_to(candidate.global_position) > global_position.distance_to(body.global_position): + candidate = body + if is_instance_valid(candidate): + if candidate == current_target: + return + else: + current_target = candidate + new_target.emit(current_target) + else: + if is_instance_valid(current_target): + current_target = null + new_target.emit(current_target) diff --git a/enemies/player_detector.tscn b/enemies/player_detector.tscn new file mode 100644 index 0000000..42708e4 --- /dev/null +++ b/enemies/player_detector.tscn @@ -0,0 +1,11 @@ +[gd_scene load_steps=2 format=3 uid="uid://mlq22lwd7tip"] + +[ext_resource type="Script" path="res://enemies/player_detector.gd" id="1_ad1ks"] + +[node name="PlayerDetector" type="Area3D"] +collision_layer = 0 +collision_mask = 2 +script = ExtResource("1_ad1ks") + +[connection signal="body_entered" from="." to="." method="_on_body_entered"] +[connection signal="body_exited" from="." to="." method="_on_body_exited"] diff --git a/enemies/roomba/461697__leonelmail__body-falls-into-debris.mp3 b/enemies/roomba/461697__leonelmail__body-falls-into-debris.mp3 new file mode 100644 index 0000000..98112d3 Binary files /dev/null and b/enemies/roomba/461697__leonelmail__body-falls-into-debris.mp3 differ diff --git a/enemies/roomba/461697__leonelmail__body-falls-into-debris.mp3.import b/enemies/roomba/461697__leonelmail__body-falls-into-debris.mp3.import new file mode 100644 index 0000000..0f0f5ee --- /dev/null +++ b/enemies/roomba/461697__leonelmail__body-falls-into-debris.mp3.import @@ -0,0 +1,19 @@ +[remap] + +importer="mp3" +type="AudioStreamMP3" +uid="uid://de4uedmk5edgf" +path="res://.godot/imported/461697__leonelmail__body-falls-into-debris.mp3-bb2688610ce51d8f9f8578f4998733e7.mp3str" + +[deps] + +source_file="res://enemies/roomba/461697__leonelmail__body-falls-into-debris.mp3" +dest_files=["res://.godot/imported/461697__leonelmail__body-falls-into-debris.mp3-bb2688610ce51d8f9f8578f4998733e7.mp3str"] + +[params] + +loop=false +loop_offset=0 +bpm=0 +beat_count=0 +bar_beats=4 diff --git a/enemies/roomba/circle_05.png b/enemies/roomba/circle_05.png new file mode 100644 index 0000000..8de3f69 Binary files /dev/null and b/enemies/roomba/circle_05.png differ diff --git a/enemies/roomba/circle_05.png.import b/enemies/roomba/circle_05.png.import new file mode 100644 index 0000000..eb42250 --- /dev/null +++ b/enemies/roomba/circle_05.png.import @@ -0,0 +1,35 @@ +[remap] + +importer="texture" +type="CompressedTexture2D" +uid="uid://dyrknr7owcj2l" +path.s3tc="res://.godot/imported/circle_05.png-642a93c66b1ec1ba5a1a752e418d94e7.s3tc.ctex" +metadata={ +"imported_formats": ["s3tc_bptc"], +"vram_texture": true +} + +[deps] + +source_file="res://enemies/roomba/circle_05.png" +dest_files=["res://.godot/imported/circle_05.png-642a93c66b1ec1ba5a1a752e418d94e7.s3tc.ctex"] + +[params] + +compress/mode=2 +compress/high_quality=false +compress/lossy_quality=0.7 +compress/hdr_compression=1 +compress/normal_map=0 +compress/channel_pack=0 +mipmaps/generate=true +mipmaps/limit=-1 +roughness/mode=0 +roughness/src_normal="" +process/fix_alpha_border=true +process/premult_alpha=false +process/normal_map_invert_y=false +process/hdr_as_srgb=false +process/hdr_clamp_exposure=false +process/size_limit=0 +detect_3d/compress_to=0 diff --git a/enemies/roomba/pistol-shot2.ogg b/enemies/roomba/pistol-shot2.ogg new file mode 100644 index 0000000..18455bf Binary files /dev/null and b/enemies/roomba/pistol-shot2.ogg differ diff --git a/enemies/roomba/pistol-shot2.ogg.import b/enemies/roomba/pistol-shot2.ogg.import new file mode 100644 index 0000000..b790061 --- /dev/null +++ b/enemies/roomba/pistol-shot2.ogg.import @@ -0,0 +1,19 @@ +[remap] + +importer="oggvorbisstr" +type="AudioStreamOggVorbis" +uid="uid://b2wv3104111mm" +path="res://.godot/imported/pistol-shot2.ogg-51b148b9fac9b33ad9f9483600ae7c59.oggvorbisstr" + +[deps] + +source_file="res://enemies/roomba/pistol-shot2.ogg" +dest_files=["res://.godot/imported/pistol-shot2.ogg-51b148b9fac9b33ad9f9483600ae7c59.oggvorbisstr"] + +[params] + +loop=false +loop_offset=0 +bpm=0 +beat_count=0 +bar_beats=4 diff --git a/enemies/roomba/roomba.gd b/enemies/roomba/roomba.gd new file mode 100644 index 0000000..c4b2a63 --- /dev/null +++ b/enemies/roomba/roomba.gd @@ -0,0 +1,11 @@ +extends CharacterBody3D + + +func _on_healthcomponent_start_dying() -> void: + $blockbench_export.visible = false + $CollisionShape3D.queue_free() + $EnemyHitBox.queue_free() + $Healthcomponent.queue_free() + get_tree().create_timer(3).timeout.connect(queue_free) + $AudioStreamPlayer3D.play() + $EnemyWeaponSlot.queue_free() diff --git a/enemies/roomba/roomba.gltf b/enemies/roomba/roomba.gltf new file mode 100644 index 0000000..3d0daf5 --- /dev/null +++ b/enemies/roomba/roomba.gltf @@ -0,0 +1 @@ +{"asset":{"version":"2.0","generator":"Blockbench 4.12.2 glTF 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\ No newline at end of file diff --git a/enemies/roomba/roomba.gltf.import b/enemies/roomba/roomba.gltf.import new file mode 100644 index 0000000..5bcce19 --- /dev/null +++ b/enemies/roomba/roomba.gltf.import @@ -0,0 +1,36 @@ +[remap] + +importer="scene" +importer_version=1 +type="PackedScene" +uid="uid://5t571rk10fot" +path="res://.godot/imported/roomba.gltf-c85637230b4fd27eac22407f3e7820ae.scn" + +[deps] + +source_file="res://enemies/roomba/roomba.gltf" +dest_files=["res://.godot/imported/roomba.gltf-c85637230b4fd27eac22407f3e7820ae.scn"] + +[params] + +nodes/root_type="" +nodes/root_name="" +nodes/apply_root_scale=true +nodes/root_scale=1.0 +nodes/import_as_skeleton_bones=false +meshes/ensure_tangents=true +meshes/generate_lods=true +meshes/create_shadow_meshes=true +meshes/light_baking=1 +meshes/lightmap_texel_size=0.2 +meshes/force_disable_compression=false +skins/use_named_skins=true +animation/import=true +animation/fps=30 +animation/trimming=false +animation/remove_immutable_tracks=true +animation/import_rest_as_RESET=false +import_script/path="" +_subresources={} +gltf/naming_version=1 +gltf/embedded_image_handling=1 diff --git a/enemies/roomba/roomba.tscn b/enemies/roomba/roomba.tscn new file mode 100644 index 0000000..c19933a --- /dev/null +++ b/enemies/roomba/roomba.tscn @@ -0,0 +1,72 @@ +[gd_scene load_steps=14 format=3 uid="uid://cah3scx7my3bo"] + +[ext_resource type="PackedScene" uid="uid://5t571rk10fot" path="res://enemies/roomba/roomba.gltf" id="1_0byba"] +[ext_resource type="Script" path="res://enemies/roomba/roomba.gd" id="1_ywmos"] +[ext_resource type="PackedScene" uid="uid://cilj11mx2ahb1" path="res://enemies/enemy_hit_box.tscn" id="2_kryr4"] +[ext_resource type="PackedScene" uid="uid://d2p86lb72dp61" path="res://components/healthcomponent.tscn" id="3_lmjf6"] +[ext_resource type="PackedScene" uid="uid://5q0aw58r81vp" path="res://effects/explosion.tscn" id="5_qdl43"] +[ext_resource type="AudioStream" 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ExtResource("1_ywmos") + +[node name="blockbench_export" parent="." instance=ExtResource("1_0byba")] + +[node name="CollisionShape3D" type="CollisionShape3D" parent="."] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 0, 0.2, 0) +shape = SubResource("CylinderShape3D_ryfyn") + +[node name="EnemyHitBox" parent="." node_paths=PackedStringArray("health_component") instance=ExtResource("2_kryr4")] +health_component = NodePath("../Healthcomponent") + +[node name="CollisionShape3D" type="CollisionShape3D" parent="EnemyHitBox"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 0, 0.2, 0) +shape = SubResource("CylinderShape3D_crthm") + +[node name="Healthcomponent" parent="." instance=ExtResource("3_lmjf6")] +max_health = 50.0 + +[node name="CollisionShape3D" type="CollisionShape3D" parent="Healthcomponent"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 0, 0.2, 0) +shape = SubResource("CylinderShape3D_ryfyn") +disabled = true + +[node name="Explosion" parent="." 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index 0000000..fa471b5 --- /dev/null +++ b/enemies/thug/thug.gd @@ -0,0 +1,52 @@ +extends CharacterBody3D + + +@onready var enemy_hit_box: Area3D = $EnemyHitBox +@onready var player_detector: Area3D = $PlayerDetector +@onready var healthcomponent: HealthComponent = $Healthcomponent +@onready var enemy_mover_follow: NavigationAgent3D = $EnemyMoverFollow +@onready var collision_shape_3d: CollisionShape3D = $CollisionShape3D + + + + + + + + + +#@onready var navigation_agent_3d: NavigationAgent3D = $NavigationAgent3D +#@export var target : Node3D +#@export var MAX_SPEED := 2.0 +# +#func set_target(new_target: Node3D): + #target = new_target +# +#func _physics_process(delta: float) -> void: + # + #if is_instance_valid(target): + #navigation_agent_3d.set_target_position(target.global_position) + #var next_path_position = navigation_agent_3d.get_next_path_position() + ##next_path_position.y = global_position.y + #var dir = global_position.direction_to(next_path_position) + #var new_velocity = 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[Vector3(0, 0, 0), Vector3(0, 0, 0)] +} +tracks/12/type = "value" +tracks/12/imported = false +tracks/12/enabled = true +tracks/12/path = NodePath("Node/base/left_leg/left_foot:position") +tracks/12/interp = 1 +tracks/12/loop_wrap = true +tracks/12/keys = { +"times": PackedFloat32Array(0, 0.5), +"transitions": PackedFloat32Array(1, 1), +"update": 0, +"values": [Vector3(0, -0.5, 0), Vector3(0, -0.5, 0)] +} +tracks/13/type = "value" +tracks/13/imported = false +tracks/13/enabled = true +tracks/13/path = NodePath("Node/base/left_leg/left_foot:rotation") +tracks/13/interp = 1 +tracks/13/loop_wrap = true +tracks/13/keys = { +"times": PackedFloat32Array(0, 0.5), +"transitions": PackedFloat32Array(1, 1), +"update": 0, +"values": [Vector3(0, 0, 0), Vector3(0, 0, 0)] +} + +[sub_resource type="AnimationLibrary" id="AnimationLibrary_ncqu2"] +_data = { +"death": SubResource("Animation_01rqh") +} + +[sub_resource type="CapsuleShape3D" id="CapsuleShape3D_nuhqq"] +radius = 0.2 + +[sub_resource type="AnimationNodeAnimation" id="AnimationNodeAnimation_gsh0o"] +animation = &"idle" + +[sub_resource type="AnimationNodeAnimation" id="AnimationNodeAnimation_g4uqm"] +animation = &"attack" + +[sub_resource type="AnimationNodeAnimation" id="AnimationNodeAnimation_bdo2q"] +animation = &"walk" + +[sub_resource type="AnimationNodeTimeScale" id="AnimationNodeTimeScale_no4fp"] + +[sub_resource type="AnimationNodeOneShot" id="AnimationNodeOneShot_6b2mn"] + +[sub_resource type="AnimationNodeBlend2" id="AnimationNodeBlend2_sf7fy"] + +[sub_resource type="AnimationNodeBlendTree" id="AnimationNodeBlendTree_qugov"] +graph_offset = Vector2(-86.9528, -40.6286) +nodes/Animation/node = SubResource("AnimationNodeAnimation_bdo2q") +nodes/Animation/position = Vector2(100, 60) +"nodes/Animation 2/node" = SubResource("AnimationNodeAnimation_gsh0o") +"nodes/Animation 2/position" = Vector2(100, 280) +"nodes/Animation 3/node" = SubResource("AnimationNodeAnimation_g4uqm") +"nodes/Animation 3/position" = Vector2(100, 520) +nodes/TimeScale/node = SubResource("AnimationNodeTimeScale_no4fp") +nodes/TimeScale/position = Vector2(560, 0) +nodes/attack/node = SubResource("AnimationNodeOneShot_6b2mn") +nodes/attack/position = Vector2(800, -20) +nodes/idle_walk_blend/node = SubResource("AnimationNodeBlend2_sf7fy") +nodes/idle_walk_blend/position = Vector2(320, 40) +nodes/output/position = Vector2(1020, -20) +node_connections = [&"TimeScale", 0, &"idle_walk_blend", &"attack", 0, &"TimeScale", &"attack", 1, &"Animation 3", &"idle_walk_blend", 0, &"Animation", &"idle_walk_blend", 1, &"Animation 2", &"output", 0, &"attack"] + +[sub_resource type="CapsuleShape3D" id="CapsuleShape3D_8i6dy"] +radius = 0.2 + +[sub_resource type="SphereShape3D" id="SphereShape3D_2xuhp"] + +[sub_resource type="SphereShape3D" id="SphereShape3D_wjrfk"] +radius = 17.0 + +[sub_resource type="Curve" id="Curve_idfk0"] +_data = [Vector2(0, 1), 0.0, 0.0, 0, 0, Vector2(1, 0), 0.0, 0.0, 0, 0] +point_count = 2 + +[sub_resource type="CurveTexture" id="CurveTexture_0ctqo"] +curve = SubResource("Curve_idfk0") + +[sub_resource type="ParticleProcessMaterial" id="ParticleProcessMaterial_dwd3a"] +angle_min = 1.07288e-05 +angle_max = 361.5 +direction = Vector3(0, 1, 0) +spread = 15.0 +initial_velocity_min = 1.45 +initial_velocity_max = 2.75 +gravity = Vector3(0, 0, 0) +alpha_curve = SubResource("CurveTexture_0ctqo") + +[sub_resource type="StandardMaterial3D" id="StandardMaterial3D_kfvph"] +transparency = 1 +shading_mode = 0 +vertex_color_use_as_albedo = true +albedo_color = Color(1, 0, 0, 1) +albedo_texture = ExtResource("9_ufy0m") +billboard_mode = 3 +particles_anim_h_frames = 1 +particles_anim_v_frames = 1 +particles_anim_loop = false + +[sub_resource type="QuadMesh" id="QuadMesh_kig6q"] +material = SubResource("StandardMaterial3D_kfvph") + +[sub_resource type="AudioStreamRandomizer" id="AudioStreamRandomizer_280ad"] +streams_count = 3 +stream_0/stream = ExtResource("10_70jyq") +stream_1/stream = ExtResource("11_p4jio") +stream_2/stream = ExtResource("12_j67ei") + +[node name="thug" instance=ExtResource("1_4lv67")] +collision_layer = 4 +collision_mask = 7 +axis_lock_angular_x = true +axis_lock_angular_z = true +script = ExtResource("2_q7xpr") + +[node name="Node" parent="." index="0"] +transform = Transform3D(0.3, 0, 0, 0, 0.3, 0, 0, 0, 0.3, 0, 0, 0) + +[node name="left_leg" parent="Node/base" index="1"] +transform = Transform3D(1, 0, 0, 0, 0.999999, 0, 0, 0, 0.999999, -0.203125, -0.109375, 0) + +[node name="left_foot" parent="Node/base/left_leg" index="1"] +transform = Transform3D(1, 0, 0, 0, 0.999999, 0, 0, 0, 0.999999, 0, -0.5, 0) + +[node name="left_arm" parent="Node/base" index="2"] +transform = Transform3D(0.557044, -0.830473, -0.00381199, 0.773273, 0.51699, 0.367109, -0.302905, -0.207444, 0.930167, -0.265625, 0.71875, 0) + +[node name="left_hand" parent="Node/base/left_arm" index="2"] +transform = Transform3D(0.793353, -0.608761, 0, 0.608761, 0.793353, 0, 0, 0, 1, -0.453125, -0.015625, 0) + +[node name="right_arm" parent="Node/base" index="4"] +transform = Transform3D(0.557043, 0.830472, -0.00381183, -0.773272, 0.516989, -0.36711, -0.302904, 0.207443, 0.930171, 0.265625, 0.71875, 0) + +[node name="right_hand" parent="Node/base/right_arm" index="1"] +transform = Transform3D(0.793353, 0.608761, 0, -0.608761, 0.793353, 0, 0, 0, 1, 0.453125, -0.015625, 0) + +[node name="right_leg" parent="Node/base" index="5"] +transform = Transform3D(1, 0, 0, 0, 0.999999, 0, 0, 0, 0.999999, 0.203125, -0.109375, 0) + +[node name="right_foot" parent="Node/base/right_leg" index="1"] +transform = Transform3D(1, 0, 0, 0, 0.999999, 0, 0, 0, 0.999999, 0, -0.5, 0) + +[node name="AnimationPlayer" parent="." index="1"] +libraries = { +"": SubResource("AnimationLibrary_sodno"), +"custom": SubResource("AnimationLibrary_ncqu2") +} + +[node name="CollisionShape3D" type="CollisionShape3D" parent="." index="2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 0, 1, 0) +shape = SubResource("CapsuleShape3D_nuhqq") + +[node name="AnimationTree" type="AnimationTree" parent="." index="3"] +tree_root = SubResource("AnimationNodeBlendTree_qugov") +anim_player = NodePath("../AnimationPlayer") +parameters/TimeScale/scale = 1.5 +parameters/attack/active = false +parameters/attack/internal_active = false +parameters/attack/request = 0 +parameters/idle_walk_blend/blend_amount = -1.0 + +[node name="EnemyMoverFollow" parent="." index="4" instance=ExtResource("3_1p8x8")] +avoidance_enabled = false +script = ExtResource("4_7s2u1") + +[node name="EnemyHitBox" parent="." index="5" node_paths=PackedStringArray("health_component") instance=ExtResource("3_b7sbh")] +health_component = NodePath("../Healthcomponent") + +[node name="CollisionShape3D" type="CollisionShape3D" parent="EnemyHitBox" index="0"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 0, 1, 0) +shape = SubResource("CapsuleShape3D_8i6dy") + +[node name="Healthcomponent" parent="." index="6" instance=ExtResource("4_0yek0")] +max_health = 10.0 + +[node name="CollisionShape3D" type="CollisionShape3D" parent="Healthcomponent" index="0"] +shape = SubResource("SphereShape3D_2xuhp") +disabled = true + +[node name="PlayerDetector" type="Area3D" parent="." index="7"] +collision_layer = 0 +collision_mask = 2 + +[node name="CollisionShape3D" type="CollisionShape3D" parent="PlayerDetector" index="0"] +shape = SubResource("SphereShape3D_wjrfk") + +[node name="EnemyAnimationHandler" parent="." index="8" node_paths=PackedStringArray("animation_tree") instance=ExtResource("7_00xk1")] +script = ExtResource("8_vuid0") +animation_tree = NodePath("../AnimationTree") + +[node name="GPUParticles3D" type="GPUParticles3D" parent="." index="9"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 0, 0.4, 0) +emitting = false +amount = 3 +one_shot = true +explosiveness = 0.8 +randomness = 0.77 +process_material = SubResource("ParticleProcessMaterial_dwd3a") +draw_pass_1 = SubResource("QuadMesh_kig6q") + +[node name="AudioStreamPlayer3D" type="AudioStreamPlayer3D" parent="." index="10"] +stream = SubResource("AudioStreamRandomizer_280ad") +bus = &"SFX" + +[connection signal="velocity_computed" from="EnemyMoverFollow" to="EnemyMoverFollow" method="_on_navigation_agent_3d_velocity_computed"] +[connection signal="start_dying" from="Healthcomponent" to="." method="_on_healthcomponent_start_dying"] +[connection signal="start_dying" from="Healthcomponent" to="CollisionShape3D" method="free"] +[connection signal="start_dying" from="Healthcomponent" to="EnemyMoverFollow" method="disable"] +[connection signal="start_dying" from="Healthcomponent" to="EnemyHitBox/CollisionShape3D" method="free"] +[connection signal="start_dying" from="Healthcomponent" to="EnemyAnimationHandler" method="dying"] +[connection signal="start_dying" from="Healthcomponent" to="AudioStreamPlayer3D" method="play"] +[connection signal="start_dying" from="Healthcomponent" to="GPUParticles3D" method="set_emitting" binds= [true]] +[connection signal="body_entered" from="PlayerDetector" to="EnemyMoverFollow" method="set_target"] diff --git a/enemies/thug/thug_0.png b/enemies/thug/thug_0.png new file mode 100644 index 0000000..df4863a Binary files /dev/null and b/enemies/thug/thug_0.png differ diff --git a/enemies/thug/thug_0.png.import b/enemies/thug/thug_0.png.import new file mode 100644 index 0000000..86992a2 --- /dev/null +++ b/enemies/thug/thug_0.png.import @@ -0,0 +1,37 @@ +[remap] + +importer="texture" +type="CompressedTexture2D" +uid="uid://dsauxiqvxm0vp" +path="res://.godot/imported/thug_0.png-52f4cbdca1415c493083fcd86193d1e1.ctex" +metadata={ +"vram_texture": false +} +generator_parameters={ +"md5": "3c49c0714937235842ef49f7a008a94f" +} + +[deps] + +source_file="res://enemies/thug/thug_0.png" +dest_files=["res://.godot/imported/thug_0.png-52f4cbdca1415c493083fcd86193d1e1.ctex"] + +[params] + +compress/mode=3 +compress/high_quality=false +compress/lossy_quality=0.7 +compress/hdr_compression=1 +compress/normal_map=0 +compress/channel_pack=0 +mipmaps/generate=true +mipmaps/limit=-1 +roughness/mode=0 +roughness/src_normal="" +process/fix_alpha_border=true +process/premult_alpha=false +process/normal_map_invert_y=false +process/hdr_as_srgb=false +process/hdr_clamp_exposure=false +process/size_limit=0 +detect_3d/compress_to=0 diff --git a/enemies/turret/450768__tycoh__plasmapistol_shot.wav b/enemies/turret/450768__tycoh__plasmapistol_shot.wav new file mode 100644 index 0000000..55ff4dc Binary files /dev/null and b/enemies/turret/450768__tycoh__plasmapistol_shot.wav differ diff --git a/enemies/turret/450768__tycoh__plasmapistol_shot.wav.import b/enemies/turret/450768__tycoh__plasmapistol_shot.wav.import new file mode 100644 index 0000000..c014a7d --- /dev/null +++ b/enemies/turret/450768__tycoh__plasmapistol_shot.wav.import @@ -0,0 +1,24 @@ +[remap] + +importer="wav" +type="AudioStreamWAV" +uid="uid://66n4ntndws0b" +path="res://.godot/imported/450768__tycoh__plasmapistol_shot.wav-5860a471a3d60e44953d0c59bc09f915.sample" + +[deps] + +source_file="res://enemies/turret/450768__tycoh__plasmapistol_shot.wav" +dest_files=["res://.godot/imported/450768__tycoh__plasmapistol_shot.wav-5860a471a3d60e44953d0c59bc09f915.sample"] + +[params] + +force/8_bit=false +force/mono=false +force/max_rate=false +force/max_rate_hz=44100 +edit/trim=false +edit/normalize=false +edit/loop_mode=0 +edit/loop_begin=0 +edit/loop_end=-1 +compress/mode=0 diff --git a/enemies/turret/Plasma_explosion.tscn b/enemies/turret/Plasma_explosion.tscn new file mode 100644 index 0000000..16c15e6 --- /dev/null +++ b/enemies/turret/Plasma_explosion.tscn @@ -0,0 +1,53 @@ +[gd_scene load_steps=11 format=3 uid="uid://bn8pvmo4pf52t"] + +[ext_resource type="Texture2D" uid="uid://dg28fd1gyn80b" path="res://effects/flare_01.png" id="1_w0wl5"] +[ext_resource type="Script" path="res://effects/explosion.gd" id="2_ot2uu"] +[ext_resource type="AudioStream" uid="uid://cj6j27c05nnia" path="res://enemies/turret/energy_projectile_hit.ogg" id="3_hiu5e"] + +[sub_resource type="Curve" id="Curve_0c3bx"] +_data = [Vector2(0, 1), 0.0, 0.0, 0, 0, Vector2(0.739691, 1), 0.0, 0.0, 0, 0, Vector2(1, 0), 0.0, 0.0, 0, 0] +point_count = 3 + +[sub_resource type="CurveTexture" id="CurveTexture_1nivw"] +curve = SubResource("Curve_0c3bx") + +[sub_resource type="Gradient" id="Gradient_qsa11"] +colors = PackedColorArray(1, 1, 1, 1, 0, 1, 1, 1) + +[sub_resource type="GradientTexture1D" id="GradientTexture1D_qb1bo"] +gradient = SubResource("Gradient_qsa11") + +[sub_resource type="ParticleProcessMaterial" id="ParticleProcessMaterial_c46h2"] +direction = Vector3(0, 1, 0) +initial_velocity_max = 3.0 +gravity = Vector3(0, 0, 0) +color_ramp = SubResource("GradientTexture1D_qb1bo") +alpha_curve = SubResource("CurveTexture_1nivw") + +[sub_resource type="StandardMaterial3D" id="StandardMaterial3D_hqavp"] +transparency = 1 +blend_mode = 1 +shading_mode = 0 +vertex_color_use_as_albedo = true +albedo_texture = ExtResource("1_w0wl5") +billboard_mode = 1 + +[sub_resource type="QuadMesh" id="QuadMesh_25sbj"] +material = SubResource("StandardMaterial3D_hqavp") + +[node name="Node3D" type="GPUParticles3D"] +emitting = false +amount = 16 +lifetime = 0.5 +one_shot = true +explosiveness = 0.9 +process_material = SubResource("ParticleProcessMaterial_c46h2") +draw_pass_1 = SubResource("QuadMesh_25sbj") +script = ExtResource("2_ot2uu") + +[node name="AudioStreamPlayer3D" type="AudioStreamPlayer3D" parent="."] +stream = ExtResource("3_hiu5e") +autoplay = true +bus = &"SFX" + +[connection signal="ready" from="." to="." method="restart"] diff --git a/enemies/turret/building_explosion.ogg b/enemies/turret/building_explosion.ogg new file mode 100644 index 0000000..d37d01b Binary files /dev/null and b/enemies/turret/building_explosion.ogg differ diff --git a/enemies/turret/building_explosion.ogg.import b/enemies/turret/building_explosion.ogg.import new file mode 100644 index 0000000..acedd28 --- /dev/null +++ b/enemies/turret/building_explosion.ogg.import @@ -0,0 +1,19 @@ +[remap] + +importer="oggvorbisstr" +type="AudioStreamOggVorbis" +uid="uid://daij4ugs4fca4" +path="res://.godot/imported/building_explosion.ogg-b91d84e896c0aad51493da22860aa670.oggvorbisstr" + +[deps] + +source_file="res://enemies/turret/building_explosion.ogg" +dest_files=["res://.godot/imported/building_explosion.ogg-b91d84e896c0aad51493da22860aa670.oggvorbisstr"] + +[params] + +loop=false +loop_offset=0 +bpm=0 +beat_count=0 +bar_beats=4 diff --git a/enemies/turret/energy_projectile_hit.ogg b/enemies/turret/energy_projectile_hit.ogg new file mode 100644 index 0000000..2eb5df8 Binary files /dev/null and b/enemies/turret/energy_projectile_hit.ogg differ diff --git a/enemies/turret/energy_projectile_hit.ogg.import b/enemies/turret/energy_projectile_hit.ogg.import new file mode 100644 index 0000000..3bc2e5f --- /dev/null +++ b/enemies/turret/energy_projectile_hit.ogg.import @@ -0,0 +1,19 @@ +[remap] + +importer="oggvorbisstr" +type="AudioStreamOggVorbis" +uid="uid://cj6j27c05nnia" +path="res://.godot/imported/energy_projectile_hit.ogg-e9d13549971fb79d34cc222218dd80f2.oggvorbisstr" + +[deps] + +source_file="res://enemies/turret/energy_projectile_hit.ogg" +dest_files=["res://.godot/imported/energy_projectile_hit.ogg-e9d13549971fb79d34cc222218dd80f2.oggvorbisstr"] + +[params] + +loop=false +loop_offset=0 +bpm=0 +beat_count=0 +bar_beats=4 diff --git a/enemies/turret/plasma_launcher.tres b/enemies/turret/plasma_launcher.tres new file mode 100644 index 0000000..6816ac7 --- /dev/null +++ b/enemies/turret/plasma_launcher.tres @@ -0,0 +1,11 @@ +[gd_resource type="Resource" script_class="Weapon" load_steps=4 format=3 uid="uid://bmdx14r8log88"] + +[ext_resource type="PackedScene" uid="uid://begy52yll3dbl" path="res://enemies/turret/plasma_projectile.tscn" id="1_tfytu"] +[ext_resource type="Script" path="res://player/weapons/weapon.gd" id="1_yyw1r"] +[ext_resource type="AudioStream" uid="uid://66n4ntndws0b" path="res://enemies/turret/450768__tycoh__plasmapistol_shot.wav" id="3_5xj18"] + +[resource] +script = ExtResource("1_yyw1r") +cooldown = 3.0 +projectile_scene = ExtResource("1_tfytu") +shooting_sound = ExtResource("3_5xj18") diff --git a/enemies/turret/plasma_projectile.tscn b/enemies/turret/plasma_projectile.tscn new file mode 100644 index 0000000..0ff97c1 --- /dev/null +++ b/enemies/turret/plasma_projectile.tscn @@ -0,0 +1,157 @@ +[gd_scene load_steps=20 format=3 uid="uid://begy52yll3dbl"] + +[ext_resource type="Script" path="res://components/projectile.gd" id="1_oxlg3"] +[ext_resource type="Script" path="res://components/projectile_mover_linear.gd" id="1_wakmi"] +[ext_resource type="PackedScene" uid="uid://bn8pvmo4pf52t" path="res://enemies/turret/Plasma_explosion.tscn" id="2_m6ryp"] +[ext_resource type="Texture2D" uid="uid://dg28fd1gyn80b" path="res://effects/flare_01.png" id="3_myjsa"] + +[sub_resource type="SphereShape3D" id="SphereShape3D_l4npu"] +radius = 0.1 + +[sub_resource type="CompressedTexture2D" id="CompressedTexture2D_30vvv"] +load_path = "res://.godot/imported/light_01.png-043e946f6df880e55d2a4615e19b1007.s3tc.ctex" + +[sub_resource type="StandardMaterial3D" id="StandardMaterial3D_rnbhs"] +transparency = 1 +shading_mode = 0 +albedo_texture = SubResource("CompressedTexture2D_30vvv") +billboard_mode = 1 + +[sub_resource type="QuadMesh" id="QuadMesh_6dujq"] +material = SubResource("StandardMaterial3D_rnbhs") + +[sub_resource type="CompressedTexture2D" id="CompressedTexture2D_8hau8"] +load_path = "res://.godot/imported/light_01.png-043e946f6df880e55d2a4615e19b1007.s3tc.ctex" + +[sub_resource type="StandardMaterial3D" id="StandardMaterial3D_8m8ga"] +transparency = 1 +shading_mode = 0 +albedo_color = Color(0, 1, 1, 1) +albedo_texture = SubResource("CompressedTexture2D_8hau8") +billboard_mode = 1 + +[sub_resource type="QuadMesh" id="QuadMesh_rfbef"] +material = SubResource("StandardMaterial3D_8m8ga") + +[sub_resource type="Animation" id="Animation_1ejtb"] +length = 0.001 +tracks/0/type = "value" +tracks/0/imported = false +tracks/0/enabled = true +tracks/0/path = NodePath("MeshInstance3D:mesh:size") +tracks/0/interp = 1 +tracks/0/loop_wrap = true +tracks/0/keys = { +"times": PackedFloat32Array(0), +"transitions": PackedFloat32Array(1), +"update": 0, +"values": [Vector2(1, 1)] +} +tracks/1/type = "value" +tracks/1/imported = false +tracks/1/enabled = true +tracks/1/path = NodePath("MeshInstance3D/MeshInstance3D2:mesh:size") +tracks/1/interp = 1 +tracks/1/loop_wrap = true +tracks/1/keys = { +"times": PackedFloat32Array(0), +"transitions": PackedFloat32Array(1), +"update": 0, +"values": [Vector2(1, 1)] +} + +[sub_resource type="Animation" id="Animation_eeyvp"] +resource_name = "glow" +loop_mode = 1 +tracks/0/type = "value" +tracks/0/imported = false +tracks/0/enabled = true +tracks/0/path = NodePath("MeshInstance3D:mesh:size") +tracks/0/interp = 1 +tracks/0/loop_wrap = true +tracks/0/keys = { +"times": PackedFloat32Array(0, 0.5), +"transitions": PackedFloat32Array(1, 1), +"update": 0, +"values": [Vector2(1, 1), Vector2(0.5, 0.5)] +} +tracks/1/type = "value" +tracks/1/imported = false +tracks/1/enabled = true +tracks/1/path = NodePath("MeshInstance3D/MeshInstance3D2:mesh:size") +tracks/1/interp = 1 +tracks/1/loop_wrap = true +tracks/1/keys = { +"times": PackedFloat32Array(0, 0.5), +"transitions": PackedFloat32Array(1, 1), +"update": 0, +"values": [Vector2(1, 1), Vector2(0.5, 0.5)] +} + +[sub_resource type="AnimationLibrary" id="AnimationLibrary_lu8c1"] +_data = { +"RESET": SubResource("Animation_1ejtb"), +"glow": SubResource("Animation_eeyvp") +} + +[sub_resource type="Gradient" id="Gradient_od0rb"] +colors = PackedColorArray(0.505882, 1, 1, 1, 1, 1, 1, 1) + +[sub_resource type="GradientTexture1D" id="GradientTexture1D_h0x7y"] +gradient = SubResource("Gradient_od0rb") + +[sub_resource type="ParticleProcessMaterial" id="ParticleProcessMaterial_rnpni"] +emission_shape = 1 +emission_sphere_radius = 0.3 +gravity = Vector3(0, 1, 0) +color_ramp = SubResource("GradientTexture1D_h0x7y") + +[sub_resource type="StandardMaterial3D" id="StandardMaterial3D_h0omr"] +transparency = 1 +blend_mode = 1 +shading_mode = 0 +vertex_color_use_as_albedo = true +albedo_texture = ExtResource("3_myjsa") +billboard_mode = 1 + +[sub_resource type="QuadMesh" id="QuadMesh_2084w"] +material = SubResource("StandardMaterial3D_h0omr") + +[node name="PlasmaProjectile" type="CharacterBody3D"] +collision_layer = 64 +collision_mask = 9 +script = ExtResource("1_oxlg3") +damage = 100.0 +collsion_scene = ExtResource("2_m6ryp") + +[node name="CollisionShape3D" type="CollisionShape3D" parent="."] +shape = SubResource("SphereShape3D_l4npu") + +[node name="MeshInstance3D" type="MeshInstance3D" parent="."] +mesh = SubResource("QuadMesh_6dujq") + +[node name="MeshInstance3D2" type="MeshInstance3D" parent="MeshInstance3D"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 0, -0.1, 0) +mesh = SubResource("QuadMesh_rfbef") +skeleton = NodePath("../..") + +[node name="AnimationPlayer" type="AnimationPlayer" parent="."] +libraries = { +"": SubResource("AnimationLibrary_lu8c1") +} +autoplay = "glow" +speed_scale = 3.0 + +[node name="ProjectileMoverLinear" type="Node3D" parent="."] +script = ExtResource("1_wakmi") +speed = 15.0 + +[node name="GPUParticles3D" type="GPUParticles3D" parent="."] +amount = 16 +process_material = SubResource("ParticleProcessMaterial_rnpni") +draw_pass_1 = SubResource("QuadMesh_2084w") + +[connection signal="collided" from="." to="ProjectileMoverLinear" method="queue_free"] +[connection signal="collided" from="." to="CollisionShape3D" method="set_disabled" binds= [true]] +[connection signal="collided" from="." to="MeshInstance3D" method="set_visible" binds= [false]] +[connection signal="collided" from="." to="GPUParticles3D" method="set_emitting" binds= [false]] diff --git a/enemies/turret/plasma_turret.gd b/enemies/turret/plasma_turret.gd new file mode 100644 index 0000000..ebe91a7 --- /dev/null +++ b/enemies/turret/plasma_turret.gd @@ -0,0 +1,6 @@ +extends StaticBody3D + + +func _on_healthcomponent_start_dying() -> void: + get_tree().create_timer(3).timeout.connect(queue_free) + $CollisionShape3D.queue_free() diff --git a/enemies/turret/plasma_turret.tscn b/enemies/turret/plasma_turret.tscn new file mode 100644 index 0000000..0771e02 --- /dev/null +++ b/enemies/turret/plasma_turret.tscn @@ -0,0 +1,209 @@ +[gd_scene load_steps=16 format=3 uid="uid://myjcm7eg043b"] + +[ext_resource type="Script" path="res://enemies/turret/plasma_turret.gd" id="1_5cmh7"] +[ext_resource type="PackedScene" uid="uid://ccsrmndqy43ph" path="res://enemies/turret/turret.tscn" id="1_5hqga"] +[ext_resource type="PackedScene" uid="uid://b7mq56myq16y6" path="res://enemies/EnemyWeaponSlot.tscn" id="2_eiq1i"] +[ext_resource type="PackedScene" uid="uid://mlq22lwd7tip" path="res://enemies/player_detector.tscn" id="2_we0x8"] +[ext_resource type="Resource" uid="uid://bmdx14r8log88" path="res://enemies/turret/plasma_launcher.tres" id="3_6qvlc"] +[ext_resource type="PackedScene" uid="uid://cilj11mx2ahb1" path="res://enemies/enemy_hit_box.tscn" id="3_gaf3p"] +[ext_resource type="PackedScene" uid="uid://d2p86lb72dp61" path="res://components/healthcomponent.tscn" id="4_l8nu8"] +[ext_resource type="PackedScene" uid="uid://5q0aw58r81vp" path="res://effects/explosion.tscn" id="7_uavmy"] +[ext_resource type="AudioStream" uid="uid://daij4ugs4fca4" path="res://enemies/turret/building_explosion.ogg" id="8_iow2f"] + +[sub_resource type="SphereShape3D" id="SphereShape3D_2ydgc"] +radius = 20.0 + +[sub_resource type="BoxShape3D" id="BoxShape3D_a2pej"] +size = Vector3(1, 1.3, 1) + +[sub_resource type="SphereShape3D" id="SphereShape3D_ae38j"] + +[sub_resource type="Animation" id="Animation_xts0o"] +length = 0.001 +tracks/0/type = "value" +tracks/0/imported = false +tracks/0/enabled = true +tracks/0/path = NodePath("Turret/blockbench_export/Node/base/bearing:position") +tracks/0/interp = 1 +tracks/0/loop_wrap = true +tracks/0/keys = { +"times": PackedFloat32Array(0), +"transitions": PackedFloat32Array(1), +"update": 0, +"values": [Vector3(0, 0.8125, 0)] +} +tracks/1/type = "value" +tracks/1/imported = false +tracks/1/enabled = true +tracks/1/path = NodePath("Turret/blockbench_export/Node/base/bearing:rotation") +tracks/1/interp = 1 +tracks/1/loop_wrap = true +tracks/1/keys = { +"times": PackedFloat32Array(0), +"transitions": PackedFloat32Array(1), +"update": 0, +"values": [Vector3(0, 0, 0)] +} +tracks/2/type = "value" +tracks/2/imported = false +tracks/2/enabled = true +tracks/2/path = NodePath("Turret/blockbench_export/Node/base/bearing/tilt:position") +tracks/2/interp = 1 +tracks/2/loop_wrap = true +tracks/2/keys = { +"times": PackedFloat32Array(0), +"transitions": PackedFloat32Array(1), +"update": 0, +"values": [Vector3(0, 0.359375, 0)] +} +tracks/3/type = "value" +tracks/3/imported = false +tracks/3/enabled = true +tracks/3/path = NodePath("Turret/blockbench_export/Node/base/bearing/tilt:rotation") +tracks/3/interp = 1 +tracks/3/loop_wrap = true +tracks/3/keys = { +"times": PackedFloat32Array(0), +"transitions": PackedFloat32Array(1), +"update": 0, +"values": [Vector3(0, 0, 0)] +} +tracks/4/type = "value" +tracks/4/imported = false +tracks/4/enabled = true +tracks/4/path = NodePath("Turret:position") +tracks/4/interp = 1 +tracks/4/loop_wrap = true +tracks/4/keys = { +"times": PackedFloat32Array(0), +"transitions": PackedFloat32Array(1), +"update": 0, +"values": [Vector3(0, 0, 0)] +} + +[sub_resource type="Animation" id="Animation_j1uus"] +resource_name = "dying" +length = 3.0 +tracks/0/type = "value" +tracks/0/imported = false +tracks/0/enabled = true +tracks/0/path = NodePath("Turret/blockbench_export/Node/base/bearing:position") +tracks/0/interp = 2 +tracks/0/loop_wrap = true +tracks/0/keys = { +"times": PackedFloat32Array(0, 1), +"transitions": PackedFloat32Array(1, 1), +"update": 0, +"values": [Vector3(0, 0.8125, 0), Vector3(1, 0.1125, 1)] +} +tracks/1/type = "value" +tracks/1/imported = false +tracks/1/enabled = true +tracks/1/path = NodePath("Turret/blockbench_export/Node/base/bearing:rotation") +tracks/1/interp = 2 +tracks/1/loop_wrap = true +tracks/1/keys = { +"times": PackedFloat32Array(0, 1), +"transitions": PackedFloat32Array(1, 1), +"update": 0, +"values": [Vector3(0, 0, 0), Vector3(8.74228e-08, 2.35619, 3.14159)] +} +tracks/2/type = "value" +tracks/2/imported = false +tracks/2/enabled = true +tracks/2/path = NodePath("Turret/blockbench_export/Node/base/bearing/tilt:position") +tracks/2/interp = 2 +tracks/2/loop_wrap = true +tracks/2/keys = { +"times": PackedFloat32Array(0, 1), +"transitions": PackedFloat32Array(1, 1), +"update": 0, +"values": [Vector3(0, 0.359375, 0), Vector3(-1.7, 0.059375, -1.3)] +} +tracks/3/type = "value" +tracks/3/imported = false +tracks/3/enabled = true +tracks/3/path = NodePath("Turret/blockbench_export/Node/base/bearing/tilt:rotation") +tracks/3/interp = 2 +tracks/3/loop_wrap = true +tracks/3/keys = { +"times": PackedFloat32Array(0, 1), +"transitions": PackedFloat32Array(1, 1), +"update": 0, +"values": [Vector3(0, 0, 0), Vector3(3.14159, 0, 0)] +} +tracks/4/type = "value" +tracks/4/imported = false +tracks/4/enabled = true +tracks/4/path = NodePath("Turret:position") +tracks/4/interp = 1 +tracks/4/loop_wrap = true +tracks/4/keys = { +"times": PackedFloat32Array(0, 1, 3), +"transitions": PackedFloat32Array(1, 1, 1), +"update": 0, +"values": [Vector3(0, 0, 0), Vector3(0, 0, 0), Vector3(0, -3, 0)] +} + +[sub_resource type="AnimationLibrary" id="AnimationLibrary_j87wu"] +_data = { +"RESET": SubResource("Animation_xts0o"), +"dying": SubResource("Animation_j1uus") +} + +[node name="PlasmaTurret" type="StaticBody3D"] +collision_layer = 4 +collision_mask = 7 +script = ExtResource("1_5cmh7") + +[node name="Turret" parent="." instance=ExtResource("1_5hqga")] + +[node name="EnemyWeaponSlot" parent="Turret/blockbench_export/Node/base/bearing/tilt/beveled_cuboid" index="0" instance=ExtResource("2_eiq1i")] +transform = Transform3D(-1, 0, 8.74228e-08, 0, 1, 0, -8.74228e-08, 0, -1, -7.34788e-17, 0.3, 0.6) +lead_speed = 15 +weapon = ExtResource("3_6qvlc") + +[node name="PlayerDetector" parent="." instance=ExtResource("2_we0x8")] + +[node name="CollisionShape3D" type="CollisionShape3D" parent="PlayerDetector"] +shape = SubResource("SphereShape3D_2ydgc") + +[node name="EnemyHitBox" parent="." node_paths=PackedStringArray("health_component") instance=ExtResource("3_gaf3p")] +health_component = NodePath("../Healthcomponent") + +[node name="CollisionShape3D" type="CollisionShape3D" parent="EnemyHitBox"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 0, 0.65, 0) +shape = SubResource("BoxShape3D_a2pej") + +[node name="Healthcomponent" parent="." instance=ExtResource("4_l8nu8")] +max_health = 500.0 + +[node name="CollisionShape3D" type="CollisionShape3D" parent="Healthcomponent"] +shape = SubResource("SphereShape3D_ae38j") +disabled = true + +[node name="CollisionShape3D" type="CollisionShape3D" parent="."] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 0, 0.65, 0) +shape = SubResource("BoxShape3D_a2pej") + +[node name="AnimationPlayer" type="AnimationPlayer" parent="."] +libraries = { +"": SubResource("AnimationLibrary_j87wu") +} + +[node name="Explosion" parent="." instance=ExtResource("7_uavmy")] + +[node name="AudioStreamPlayer3D" type="AudioStreamPlayer3D" parent="."] +stream = ExtResource("8_iow2f") +bus = &"SFX" + +[connection signal="new_target" from="PlayerDetector" to="Turret" method="set_target"] +[connection signal="new_target" from="PlayerDetector" to="Turret/blockbench_export/Node/base/bearing/tilt/beveled_cuboid/EnemyWeaponSlot" method="set_target"] +[connection signal="start_dying" from="Healthcomponent" to="." method="_on_healthcomponent_start_dying"] 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R.A.I.D.E.R. - Rapid AI Drone Emergency Response

+

Game Design Document

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Elevator Pitch

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R.A.I.D.E.R. is a throwback 3D action shooter, inspired by classic games of the 5th gen of game consoles, first and formost Future Cop: LAPD. The twist is that the player will controll multiple robots ('drones') to accomplish each mission, which means that resources of multiple entities have to be managed.

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Theme

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R.A.I.D.E.R. is about feeling powerful. Piloting a powerful mech, or even a group of mechs, is an awesome feeling, and the game should try to evoke that feeling in a player. While being powerful, the environments in the game should feel threatening, and the player will need to move and apply their might carefully.

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The game will be set in a dystopian future. Crime is ubiquitous, and environments should be run-down and dilapidated. The game will have a semi serious tone, with self aware humour and fourth wall breaking jokes.

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General Info

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Platform

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The game should be developed for PC and released on digital video game storefronts. A prototype/early demo will be developed for the Pirate Software Gamejam 16 and released on itch.io.

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Inspiration

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alt text

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The game will take inspiration from games like Future Cop: LAPD and the Battle Tech series, e.g. the MechWarrior series.

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Development Software

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The game will be developed in the Godot Engine, Version 4.3. 3D Assets will be made with Blockbench and Fusion 360. Audacity will be used for creating/modifying audio assets.

+

Concept

+

Overview

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R.A.I.D.E.R. will be a top-down action shooter. This section will describe gameplay mechanics in more detail.

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Movement

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The player can move their mech in four directions (front/back, strafe left/right), and turn left to right. There will be no mouse control/aim, as this could feel to modern/out of place for the style the game will try to evoke. The ability to jump could be added to add variety to the gameplay by adding short platforming sections. Also, a way to traverse the environment faster could be added, i.e., by sprinting.

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Combat

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The player will have multiple weapons at their disposal. A high-firerate weapon, like a machine gun, to deal with smaller, high volume enemies, and a heavier hitting, but clunkier to use weapon for bigger enemies, like a rocket launcher. A third weapon slot could be filled with another weapon or utility tool, like mortars, shields, distractions, repair packs, etc. Ammo reserves for every wepon will be limited, but can be replenished during the mission by picking up items.

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There should be a way to damage enemies while being empty on all weapons, for example with a melee attack. This should be a last resort however.

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Weapons should aim automatically at targets in front of them.

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Depending on the level, the player should be able to control multiple mechs. The player can switch between mechs under his control. Mechs that are currently not controlled should idle/patrol at their last position, and keep shooting at incoming enemies. By carefully positioning their mechs, a player can secure his flanks against incoming cannon fodder enemies and focus on dangerous enemies coming from straight ahead.

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Enemies

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The game should feature a variety of enemeis with different behaviours:

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Enemies should be sporting weapons with which to attack the player. The players mechs health pool will be limited and needs to be managed. Mech health can be replenished during missions by picking up health boosters.

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The roster of enemies should feature humans, robots, tanks, hovercraft, aerial vehicles, and so on.

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Environments

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The game should feature a variety of environments. City-scapes, parks, ghettos, but also interiors, underground lairs, and, of course, a sewer level. Mission briefings should explain the environment of the upcoming missions. Enemies should be fitting for the environment.

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Lore

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The player being part of a police/law enforcement unit, should have a superior overlooking their missions. This character should give out hints, explain lore bits, and be comic relief during gameplay.

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Progression

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Depending on their perforamnce during a mission, a player might spend in game currency on upgrades, new mechs or new weapons between missions. Starting a mission should show a loadout screen, where unlocked equipment can be selected for the upcoming deployment.

+

Prototype

+

A prototype with greatly reduced scope should be developed for the Pirate Software Jam 16. The scope should be reduced to:

+ +

The aim of the prototype is to gauge interest in a game like this, test potential art styles, and evaluate core gameplay elements.

+

Sounds and Music

+

Music should incorporate styles which were popular during the late 90s/early 00s, like Rock, Industrial, Nu Metal, Grunge, Trip Hop and Techno. Music can feel "corny" or "cheesy" to lean into the retro feeling the game is trying to evoke. Music files can be compressed/low quality to further emulate limitations of it's inspirations.

+ + + + + \ No newline at end of file diff --git a/gdd.md b/gdd.md new file mode 100644 index 0000000..a9c8828 --- /dev/null +++ b/gdd.md @@ -0,0 +1,97 @@ +# R.A.I.D.E.R. - Rapid AI Drone Emergency Response +### Game Design Document + +- [R.A.I.D.E.R. - Rapid AI Drone Emergency Response](#raider---rapid-ai-drone-emergency-response) + - [Game Design Document](#game-design-document) + - [Elevator Pitch](#elevator-pitch) + - [Theme](#theme) + - [General Info](#general-info) + - [Platform](#platform) + - [Inspiration](#inspiration) + - [Development Software](#development-software) + - [Concept](#concept) + - [Overview](#overview) + - [Movement](#movement) + - [Combat](#combat) + - [Enemies](#enemies) + - [Environments](#environments) + - [Lore](#lore) + - [Progression](#progression) + - [Prototype](#prototype) + - [Sounds and Music](#sounds-and-music) + + +## Elevator Pitch +R.A.I.D.E.R. is a throwback 3D action shooter, inspired by classic games of the 5th gen of game consoles, first and formost Future Cop: LAPD. The twist is that the player will controll multiple robots ('drones') to accomplish each mission, which means that resources of multiple entities have to be managed. + +## Theme +R.A.I.D.E.R. is about feeling powerful. Piloting a powerful mech, or even a group of mechs, is an awesome feeling, and the game should try to evoke that feeling in a player. While being powerful, the environments in the game should feel threatening, and the player will need to move and apply their might carefully. + +The game will be set in a dystopian future. Crime is ubiquitous, and environments should be run-down and dilapidated. The game will have a semi serious tone, with self aware humour and fourth wall breaking jokes. + +## General Info +### Platform +The game should be developed for PC and released on digital video game storefronts. A prototype/early demo will be developed for the Pirate Software Gamejam 16 and released on itch.io. + +## Inspiration + +![alt text](future-cop-lapd-TEST.jpg) + +![alt text](mechwarrior-3-is-one-of-my-favorite-vehicle-combat-games-of-v0-n0z89pks5iua1.webp) + +The game will take inspiration from games like Future Cop: LAPD and the Battle Tech series, e.g. the MechWarrior series. + +## Development Software +The game will be developed in the Godot Engine, Version 4.3. 3D Assets will be made with Blockbench and Fusion 360. Audacity will be used for creating/modifying audio assets. + +## Concept + +### Overview +R.A.I.D.E.R. will be a top-down action shooter. This section will describe gameplay mechanics in more detail. + +### Movement +The player can move their mech in four directions (front/back, strafe left/right), and turn left to right. There will be no mouse control/aim, as this could feel to modern/out of place for the style the game will try to evoke. The ability to jump could be added to add variety to the gameplay by adding short platforming sections. Also, a way to traverse the environment faster could be added, i.e., by sprinting. + +### Combat +The player will have multiple weapons at their disposal. A high-firerate weapon, like a machine gun, to deal with smaller, high volume enemies, and a heavier hitting, but clunkier to use weapon for bigger enemies, like a rocket launcher. A third weapon slot could be filled with another weapon or utility tool, like mortars, shields, distractions, repair packs, etc. Ammo reserves for every wepon will be limited, but can be replenished during the mission by picking up items. + +There should be a way to damage enemies while being empty on all weapons, for example with a melee attack. This should be a last resort however. + +Weapons should aim automatically at targets in front of them. + +Depending on the level, the player should be able to control multiple mechs. The player can switch between mechs under his control. Mechs that are currently not controlled should idle/patrol at their last position, and keep shooting at incoming enemies. By carefully positioning their mechs, a player can secure his flanks against incoming cannon fodder enemies and focus on dangerous enemies coming from straight ahead. + +### Enemies +The game should feature a variety of enemeis with different behaviours: + +* Idle/Static Enemies/Destructable doodads +* Turrets +* Patrolling enemies +* Enemies that follow the player + +Enemies should be sporting weapons with which to attack the player. The players mechs health pool will be limited and needs to be managed. Mech health can be replenished during missions by picking up health boosters. + +The roster of enemies should feature humans, robots, tanks, hovercraft, aerial vehicles, and so on. + +### Environments +The game should feature a variety of environments. City-scapes, parks, ghettos, but also interiors, underground lairs, and, of course, a sewer level. Mission briefings should explain the environment of the upcoming missions. Enemies should be fitting for the environment. + +### Lore +The player being part of a police/law enforcement unit, should have a superior overlooking their missions. This character should give out hints, explain lore bits, and be comic relief during gameplay. + +### Progression +Depending on their perforamnce during a mission, a player might spend in game currency on upgrades, new mechs or new weapons between missions. Starting a mission should show a loadout screen, where unlocked equipment can be selected for the upcoming deployment. + +### Prototype +A prototype with greatly reduced scope should be developed for the Pirate Software Jam 16. The scope should be reduced to: + +* A single level +* A single mech +* Two weapons +* A few enemies +* No progression + +The aim of the prototype is to gauge interest in a game like this, test potential art styles, and evaluate core gameplay elements. + +### Sounds and Music +Music should incorporate styles which were popular during the late 90s/early 00s, like Rock, Industrial, Nu Metal, Grunge, Trip Hop and Techno. Music can feel "corny" or "cheesy" to lean into the retro feeling the game is trying to evoke. 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"}],"meshes":[{"primitives":[{"mode":4,"attributes":{"POSITION":0,"NORMAL":1,"TEXCOORD_0":2},"indices":3,"material":0}]}]} \ No newline at end of file diff --git a/level/container.gltf.import b/level/container.gltf.import new file mode 100644 index 0000000..8a46164 --- /dev/null +++ b/level/container.gltf.import @@ -0,0 +1,36 @@ +[remap] + +importer="scene" +importer_version=1 +type="PackedScene" +uid="uid://odn2qd1638ak" +path="res://.godot/imported/container.gltf-c8b77bc3e67bf0f7ebe6f02ab864432f.scn" + +[deps] + +source_file="res://level/container.gltf" +dest_files=["res://.godot/imported/container.gltf-c8b77bc3e67bf0f7ebe6f02ab864432f.scn"] + +[params] + +nodes/root_type="StaticBody3D" +nodes/root_name="Container1" +nodes/apply_root_scale=true +nodes/root_scale=1.0 +nodes/import_as_skeleton_bones=false +meshes/ensure_tangents=true +meshes/generate_lods=true +meshes/create_shadow_meshes=true +meshes/light_baking=1 +meshes/lightmap_texel_size=0.2 +meshes/force_disable_compression=false +skins/use_named_skins=true +animation/import=true +animation/fps=30 +animation/trimming=false +animation/remove_immutable_tracks=true +animation/import_rest_as_RESET=false +import_script/path="" +_subresources={} +gltf/naming_version=1 +gltf/embedded_image_handling=1 diff --git a/level/container2.gltf b/level/container2.gltf new file mode 100644 index 0000000..1c5445c --- /dev/null +++ b/level/container2.gltf @@ -0,0 +1 @@ +{"asset":{"version":"2.0","generator":"Blockbench 4.11.2 glTF 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"},{"mimeType":"image/png","uri":"data:image/png;base64,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"},{"mimeType":"image/png","uri":"data:image/png;base64,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"}],"meshes":[{"primitives":[{"mode":4,"attributes":{"POSITION":0,"NORMAL":1,"TEXCOORD_0":2},"indices":3,"material":0},{"mode":4,"attributes":{"POSITION":0,"NORMAL":1,"TEXCOORD_0":2},"indices":4,"material":1},{"mode":4,"attributes":{"POSITION":0,"NORMAL":1,"TEXCOORD_0":2},"indices":5,"material":2},{"mode":4,"attributes":{"POSITION":0,"NORMAL":1,"TEXCOORD_0":2},"indices":6,"material":0},{"mode":4,"attributes":{"P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\ No newline at end of file diff --git a/level/container2.gltf.import b/level/container2.gltf.import new file mode 100644 index 0000000..51d5c3e --- /dev/null +++ b/level/container2.gltf.import @@ -0,0 +1,36 @@ +[remap] + +importer="scene" +importer_version=1 +type="PackedScene" +uid="uid://daxbgobllphuj" +path="res://.godot/imported/container2.gltf-836f258578abcdcd8fc04b3a1320eb85.scn" + +[deps] + +source_file="res://level/container2.gltf" +dest_files=["res://.godot/imported/container2.gltf-836f258578abcdcd8fc04b3a1320eb85.scn"] + +[params] + +nodes/root_type="StaticBody3D" +nodes/root_name="Container2" +nodes/apply_root_scale=true +nodes/root_scale=1.0 +nodes/import_as_skeleton_bones=false +meshes/ensure_tangents=true +meshes/generate_lods=true +meshes/create_shadow_meshes=true +meshes/light_baking=1 +meshes/lightmap_texel_size=0.2 +meshes/force_disable_compression=false +skins/use_named_skins=true +animation/import=true +animation/fps=30 +animation/trimming=false +animation/remove_immutable_tracks=true +animation/import_rest_as_RESET=false +import_script/path="" +_subresources={} +gltf/naming_version=1 +gltf/embedded_image_handling=1 diff --git a/level/container2_0.png b/level/container2_0.png new file mode 100644 index 0000000..9999bad Binary files /dev/null and b/level/container2_0.png differ diff --git a/level/container2_0.png.import b/level/container2_0.png.import new file mode 100644 index 0000000..aea398b --- /dev/null +++ b/level/container2_0.png.import @@ -0,0 +1,37 @@ +[remap] + +importer="texture" +type="CompressedTexture2D" +uid="uid://blr32xmac887a" +path="res://.godot/imported/container2_0.png-1fe244f3b8dfddfeb82094748fe6d579.ctex" +metadata={ +"vram_texture": false +} +generator_parameters={ +"md5": "5cc8886ead891006eefcf3a290a9f357" +} + +[deps] + +source_file="res://level/container2_0.png" +dest_files=["res://.godot/imported/container2_0.png-1fe244f3b8dfddfeb82094748fe6d579.ctex"] + +[params] + +compress/mode=3 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100644 index 0000000..b7f59ae Binary files /dev/null and b/level/container_0.png differ diff --git a/level/container_0.png.import b/level/container_0.png.import new file mode 100644 index 0000000..f24d866 --- /dev/null +++ b/level/container_0.png.import @@ -0,0 +1,37 @@ +[remap] + +importer="texture" +type="CompressedTexture2D" +uid="uid://b8p2gvpvbhh0q" +path="res://.godot/imported/container_0.png-a036c89ab1aed643e6712c6b981cfe62.ctex" +metadata={ +"vram_texture": false +} +generator_parameters={ +"md5": "87c82c5264dea9627c03e7a46de1a1ee" +} + +[deps] + +source_file="res://level/container_0.png" +dest_files=["res://.godot/imported/container_0.png-a036c89ab1aed643e6712c6b981cfe62.ctex"] + +[params] + +compress/mode=3 +compress/high_quality=false +compress/lossy_quality=0.7 +compress/hdr_compression=1 +compress/normal_map=0 +compress/channel_pack=0 +mipmaps/generate=true +mipmaps/limit=-1 +roughness/mode=0 +roughness/src_normal="" +process/fix_alpha_border=true +process/premult_alpha=false +process/normal_map_invert_y=false +process/hdr_as_srgb=false +process/hdr_clamp_exposure=false +process/size_limit=0 +detect_3d/compress_to=0 diff --git a/level/container_1.tscn b/level/container_1.tscn new file mode 100644 index 0000000..10912b0 --- /dev/null +++ b/level/container_1.tscn @@ -0,0 +1,15 @@ +[gd_scene load_steps=3 format=3 uid="uid://dwuor8clmvqi"] + +[ext_resource type="PackedScene" uid="uid://odn2qd1638ak" path="res://level/container.gltf" id="1_tplxh"] + +[sub_resource type="BoxShape3D" id="BoxShape3D_klbem"] +size = Vector3(6.2, 1.5, 2.6) + +[node name="Container1" instance=ExtResource("1_tplxh")] + +[node name="Node" parent="." index="0"] +transform = Transform3D(4, 0, 0, 0, 4, 0, 0, 0, 4, 0, 0, 0) + +[node name="CollisionShape3D" type="CollisionShape3D" parent="." index="1"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 2.38419e-07, 0.75, 2.98023e-08) +shape = SubResource("BoxShape3D_klbem") diff --git a/level/container_2.tscn b/level/container_2.tscn new file mode 100644 index 0000000..8256f4a --- /dev/null +++ b/level/container_2.tscn @@ -0,0 +1,41 @@ +[gd_scene load_steps=7 format=3 uid="uid://deydgroj4rtrw"] + +[ext_resource type="PackedScene" uid="uid://daxbgobllphuj" path="res://level/container2.gltf" id="1_1byya"] +[ext_resource type="Script" path="res://components/healthcomponent.gd" id="2_v7c2l"] +[ext_resource type="PackedScene" uid="uid://cilj11mx2ahb1" path="res://enemies/enemy_hit_box.tscn" id="3_fwamy"] + +[sub_resource type="BoxShape3D" id="BoxShape3D_aburc"] +size = Vector3(2.6, 1.775, 2.2) + +[sub_resource type="BoxShape3D" id="BoxShape3D_qw2n1"] + +[sub_resource type="BoxShape3D" id="BoxShape3D_3giuv"] +size = Vector3(3, 2, 2.5) + +[node name="Container2" instance=ExtResource("1_1byya")] +collision_layer = 4 +collision_mask = 6 + +[node name="Node" parent="." index="0"] +transform = Transform3D(5, 0, 0, 0, 5, 0, 0, 0, 5, 0, 0, 0) + +[node name="CollisionShape3D" type="CollisionShape3D" 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= Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -3, 3, 30) + +[node name="thug13" parent="NavigationRegion3D/Entrance" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -3, 3, 25) + +[node name="thug14" parent="NavigationRegion3D/Entrance" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 0, 3, 25) + +[node name="thug15" parent="NavigationRegion3D/Entrance" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 0, 3, 29) + +[node name="thug16" parent="NavigationRegion3D/Entrance" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -9, 3, 29) + +[node name="thug17" parent="NavigationRegion3D/Entrance" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -9, 3, 33) + +[node name="thug18" parent="NavigationRegion3D/Entrance" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -3, 3, 23) + +[node 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Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 40.8, 0, -22.9) + +[node name="thug15" parent="." instance=ExtResource("3_k65np")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 41.8, 0, -23.9) + +[node name="thug16" parent="." instance=ExtResource("3_k65np")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 41.8, 0, -22.9) + +[node name="thug37" parent="." instance=ExtResource("3_k65np")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 40.8, 0, -27.906) + +[node name="thug38" parent="." instance=ExtResource("3_k65np")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 40.8, 0, -24.906) + +[node name="thug39" parent="." instance=ExtResource("3_k65np")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 41.8, 0, -27.906) + +[node name="thug40" parent="." instance=ExtResource("3_k65np")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 41.8, 0, -24.906) + +[node name="thug41" parent="." instance=ExtResource("3_k65np")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 38.6943, 0, -23.9) + +[node name="thug42" parent="." instance=ExtResource("3_k65np")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 38.6943, 0, -22.9) + +[node name="thug43" parent="." instance=ExtResource("3_k65np")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 39.6943, 0, -23.9) + +[node name="thug44" parent="." instance=ExtResource("3_k65np")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 39.6943, 0, -22.9) + +[node name="thug45" parent="." instance=ExtResource("3_k65np")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 38.6943, 0, -27.906) + +[node name="thug46" parent="." instance=ExtResource("3_k65np")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 38.6943, 0, -24.906) + +[node name="thug47" parent="." instance=ExtResource("3_k65np")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 39.6943, 0, -27.906) + +[node name="thug48" parent="." instance=ExtResource("3_k65np")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 39.6943, 0, -24.906) + +[node name="thug49" parent="." instance=ExtResource("3_k65np")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 20.4138, 0, 24.5885) + +[node name="thug50" parent="." instance=ExtResource("3_k65np")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 20.4138, 0, 25.5885) + +[node name="thug51" parent="." instance=ExtResource("3_k65np")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 21.4138, 0, 24.5885) + +[node name="thug52" parent="." instance=ExtResource("3_k65np")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 21.4138, 0, 25.5885) + +[node name="thug53" parent="." instance=ExtResource("3_k65np")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 20.4138, 0, 22.5825) + +[node name="thug54" parent="." instance=ExtResource("3_k65np")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 20.4138, 0, 23.5825) + +[node name="thug55" parent="." instance=ExtResource("3_k65np")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 21.4138, 0, 22.5825) + +[node name="thug56" parent="." instance=ExtResource("3_k65np")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 21.4138, 0, 23.5825) + +[node name="thug57" parent="." instance=ExtResource("3_k65np")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 18.3081, 0, 24.5885) + +[node name="thug58" parent="." instance=ExtResource("3_k65np")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 18.3081, 0, 25.5885) + +[node name="thug59" parent="." instance=ExtResource("3_k65np")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 19.3081, 0, 24.5885) + +[node name="thug60" parent="." instance=ExtResource("3_k65np")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 19.3081, 0, 25.5885) + +[node name="thug61" parent="." instance=ExtResource("3_k65np")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 18.3081, 0, 22.5825) + +[node name="thug62" parent="." instance=ExtResource("3_k65np")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 18.3081, 0, 23.5825) + +[node name="thug63" parent="." instance=ExtResource("3_k65np")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 19.3081, 0, 22.5825) + +[node name="thug64" parent="." instance=ExtResource("3_k65np")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 19.3081, 0, 23.5825) + +[node name="thug65" parent="." instance=ExtResource("3_k65np")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 25.7485, 0, 24.5885) + +[node name="thug66" parent="." instance=ExtResource("3_k65np")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 25.7485, 0, 25.5885) + +[node name="thug67" parent="." instance=ExtResource("3_k65np")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 26.7485, 0, 24.5885) + +[node name="thug68" parent="." instance=ExtResource("3_k65np")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 26.7485, 0, 25.5885) + +[node name="thug69" parent="." instance=ExtResource("3_k65np")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 25.7485, 0, 22.5825) + +[node name="thug70" parent="." instance=ExtResource("3_k65np")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 25.7485, 0, 23.5825) + +[node name="thug71" parent="." instance=ExtResource("3_k65np")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 26.7485, 0, 22.5825) + +[node name="thug72" parent="." instance=ExtResource("3_k65np")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 26.7485, 0, 23.5825) + +[node name="thug73" parent="." instance=ExtResource("3_k65np")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 23.6428, 0, 24.5885) + +[node name="thug74" parent="." instance=ExtResource("3_k65np")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 23.6428, 0, 25.5885) + +[node name="thug75" parent="." instance=ExtResource("3_k65np")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 24.6428, 0, 24.5885) + +[node name="thug76" parent="." instance=ExtResource("3_k65np")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 24.6428, 0, 25.5885) + +[node name="thug77" parent="." instance=ExtResource("3_k65np")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 23.6428, 0, 22.5825) + +[node name="thug78" parent="." instance=ExtResource("3_k65np")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 23.6428, 0, 23.5825) + +[node name="thug79" parent="." instance=ExtResource("3_k65np")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 24.6428, 0, 22.5825) + +[node name="thug80" parent="." instance=ExtResource("3_k65np")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 24.6428, 0, 23.5825) + +[node name="thug21" parent="." instance=ExtResource("3_k65np")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 24.8, 0, 7.1) + +[node name="thug22" parent="." instance=ExtResource("3_k65np")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 25.8, 0, 7.1) + +[node name="thug23" parent="." instance=ExtResource("3_k65np")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 25.8, 0, 8.1) + +[node name="thug24" parent="." instance=ExtResource("3_k65np")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 24.8, 0, 8.1) + +[node name="NavigationRegion3D" type="NavigationRegion3D" parent="."] +navigation_mesh = SubResource("NavigationMesh_h12uc") +navigation_layers = 134217729 + +[node name="CSGCombiner3D" type="CSGCombiner3D" parent="NavigationRegion3D"] +material_override = ExtResource("3_7nb82") +use_collision = true +collision_priority = 10.0 + +[node name="CSGBox3D" type="CSGBox3D" parent="NavigationRegion3D/CSGCombiner3D"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 0, -1, 0) +use_collision = true +size = Vector3(100, 2, 100) + +[node name="CSGBox3D2" type="CSGBox3D" parent="NavigationRegion3D/CSGCombiner3D"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -39.9986, 1, -35.8) +size = Vector3(20, 2, 1) + +[node name="CSGBox3D3" type="CSGBox3D" parent="NavigationRegion3D/CSGCombiner3D"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -39.9986, 1, -24.8) +size = Vector3(20, 2, 1) + +[node name="CSGBox3D13" type="CSGBox3D" parent="NavigationRegion3D/CSGCombiner3D"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -49.4986, 1, -30.3) +size = Vector3(1, 2, 10) + +[node name="CSGBox3D6" type="CSGBox3D" parent="NavigationRegion3D/CSGCombiner3D"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -20.9986, 1, -18.8) +size = Vector3(18, 2, 1) + +[node name="CSGBox3D16" type="CSGBox3D" parent="NavigationRegion3D/CSGCombiner3D"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -8.49856, 1, -13.8) +size = Vector3(7, 2, 11) + +[node name="CSGBox3D7" type="CSGBox3D" parent="NavigationRegion3D/CSGCombiner3D"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -30.4986, 1, -21.3) +size = Vector3(1, 2, 6) + +[node name="CSGBox3D8" type="CSGBox3D" parent="NavigationRegion3D/CSGCombiner3D"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -18.9986, 1, -37.3) +size = Vector3(14, 2, 12) + +[node name="CSGBox3D18" type="CSGBox3D" parent="NavigationRegion3D/CSGCombiner3D"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 7.00144, 1, -21.3) +size = Vector3(14, 2, 6) + +[node name="CSGBox3D21" type="CSGBox3D" parent="NavigationRegion3D/CSGCombiner3D"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 35.0014, 1, -34.3) +size = Vector3(14, 2, 10) + +[node name="CSGBox3D9" type="CSGBox3D" parent="NavigationRegion3D/CSGCombiner3D"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -22.9986, 1, -27.3) +size = Vector3(2, 2, 2) + +[node name="CSGBox3D26" type="CSGBox3D" parent="NavigationRegion3D/CSGCombiner3D"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 25.0014, 1, -14.3) +size = Vector3(4, 2, 2) + +[node name="CSGBox3D27" type="CSGBox3D" parent="NavigationRegion3D/CSGCombiner3D"] +transform = Transform3D(0.999999, 3.72023e-05, 0.00140353, -3.66109e-05, 1, -0.00042205, -0.00140354, 0.000421999, 0.999999, 27.5014, 0.999982, -8.3007) +size = Vector3(3, 2, 2) + +[node name="CSGBox3D28" type="CSGBox3D" parent="NavigationRegion3D/CSGCombiner3D"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 25.0014, 1, -2.3) +size = Vector3(4, 2, 2) + +[node name="CSGBox3D29" type="CSGBox3D" parent="NavigationRegion3D/CSGCombiner3D"] +transform = Transform3D(0.999999, 3.72023e-05, 0.00140353, -3.66109e-05, 1, -0.00042205, -0.00140354, 0.000421999, 0.999999, 27.5014, 0.999982, 3.6993) +size = Vector3(3, 2, 2) + +[node name="CSGBox3D10" type="CSGBox3D" parent="NavigationRegion3D/CSGCombiner3D"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -18.9986, 1, -22.3) +size = Vector3(2, 2, 2) + +[node name="CSGBox3D11" type="CSGBox3D" parent="NavigationRegion3D/CSGCombiner3D"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -14.9986, 1, -27.3) +size = Vector3(2, 2, 2) + +[node name="CSGBox3D12" type="CSGBox3D" parent="NavigationRegion3D/CSGCombiner3D"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -12.9986, 1, -22.3) +size = Vector3(2, 2, 2) + +[node name="CSGBox3D4" type="CSGBox3D" parent="NavigationRegion3D/CSGCombiner3D"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -18.4986, 1, -49.5) +size = Vector3(23, 2, 1) + +[node name="CSGBox3D14" type="CSGBox3D" parent="NavigationRegion3D/CSGCombiner3D"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -6.49856, 1, -39.5) +size = Vector3(1, 2, 21) + +[node name="CSGBox3D15" type="CSGBox3D" parent="NavigationRegion3D/CSGCombiner3D"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 7.50144, 1, -29.5) +size = Vector3(27, 2, 1) + +[node name="CSGBox3D19" type="CSGBox3D" parent="NavigationRegion3D/CSGCombiner3D"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 34.5014, 1, -45) +size = Vector3(27, 2, 2) + +[node name="CSGBox3D23" type="CSGBox3D" parent="NavigationRegion3D/CSGCombiner3D"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 37.5014, 1, -21) +size = Vector3(17, 2, 2) + +[node name="CSGBox3D22" type="CSGBox3D" parent="NavigationRegion3D/CSGCombiner3D"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 47.0014, 1, -32) +size = Vector3(2, 2, 24) + +[node name="CSGBox3D25" type="CSGBox3D" parent="NavigationRegion3D/CSGCombiner3D"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 30.0014, 1, -1) +size = Vector3(2, 2, 38) + +[node name="CSGBox3D20" type="CSGBox3D" parent="NavigationRegion3D/CSGCombiner3D"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 22.0014, 1, -36.5) +size = Vector3(2, 2, 15) + +[node name="CSGBox3D24" type="CSGBox3D" parent="NavigationRegion3D/CSGCombiner3D"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 22.0014, 1, -4.5) +size = Vector3(2, 2, 31) + +[node name="CSGBox3D17" type="CSGBox3D" parent="NavigationRegion3D/CSGCombiner3D"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 8.00144, 1, -10.8) +size = Vector3(26, 2, 5) + +[node name="CSGBox3D5" type="CSGBox3D" parent="NavigationRegion3D/CSGCombiner3D"] +transform = Transform3D(-4.37114e-08, 0, -1, 0, 1, 0, 1, 0, -4.37114e-08, -30.4986, 1, -43.15) +size = Vector3(13.7, 2, 1) + +[node name="HUD" parent="." instance=ExtResource("5_gfj2i")] + +[node name="PlasmaTurret" parent="." instance=ExtResource("4_ogtby")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -3, 0, -22) + +[node name="PlasmaTurret2" parent="." instance=ExtResource("4_ogtby")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 30, 0, -23) + +[node name="PlasmaTurret3" parent="." instance=ExtResource("4_ogtby")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 29, 0, -28) + +[node name="Roomba3" parent="." instance=ExtResource("6_h2nl8")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -22, 0, -46) + +[node name="EnemyMoverPatrol" type="NavigationAgent3D" parent="Roomba3"] +script = ExtResource("7_iy1xd") + +[node name="Marker3D" type="Marker3D" parent="Roomba3/EnemyMoverPatrol"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -9, 0, -47) + +[node name="Marker3D2" type="Marker3D" parent="Roomba3/EnemyMoverPatrol"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -9, 0, -30) + +[node name="Marker3D3" type="Marker3D" parent="Roomba3/EnemyMoverPatrol"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -28, 0, -30) + +[node name="Marker3D4" type="Marker3D" parent="Roomba3/EnemyMoverPatrol"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -28, 0, -46) + +[node name="Roomba5" parent="." instance=ExtResource("6_h2nl8")] +transform = Transform3D(-4.37114e-08, 0, -1, 0, 1, 0, 1, 0, -4.37114e-08, -6, 0, -26) + +[node name="EnemyMoverPatrol" type="NavigationAgent3D" parent="Roomba5"] +script = ExtResource("7_iy1xd") + +[node name="Marker3D" type="Marker3D" parent="Roomba5/EnemyMoverPatrol"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 0, 0, -27) + +[node name="Marker3D2" type="Marker3D" parent="Roomba5/EnemyMoverPatrol"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 17, 0, -27) + +[node name="Roomba6" parent="." instance=ExtResource("6_h2nl8")] +transform = Transform3D(-4.37114e-08, 0, -1, 0, 1, 0, 1, 0, -4.37114e-08, -4, 0, -15) + +[node name="EnemyMoverPatrol" type="NavigationAgent3D" parent="Roomba6"] +script = ExtResource("7_iy1xd") + +[node name="Marker3D" type="Marker3D" parent="Roomba6/EnemyMoverPatrol"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 0, 0, -15) + +[node name="Marker3D2" type="Marker3D" parent="Roomba6/EnemyMoverPatrol"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 17, 0, -15) + +[node name="Roomba7" parent="." instance=ExtResource("6_h2nl8")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 25, 0, -26) + +[node name="EnemyMoverPatrol" type="NavigationAgent3D" parent="Roomba7"] +script = ExtResource("7_iy1xd") + +[node name="Marker3D" type="Marker3D" parent="Roomba7/EnemyMoverPatrol"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 25, 0, -27) + +[node name="Marker3D2" type="Marker3D" parent="Roomba7/EnemyMoverPatrol"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 25, 0, -43) + +[node name="Marker3D3" type="Marker3D" parent="Roomba7/EnemyMoverPatrol"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 43, 0, -43) + +[node name="Marker3D4" type="Marker3D" parent="Roomba7/EnemyMoverPatrol"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 43, 0, -27) + +[node name="Roomba8" parent="." instance=ExtResource("6_h2nl8")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 27, 0, -26) + +[node name="EnemyMoverPatrol" type="NavigationAgent3D" parent="Roomba8"] +script = ExtResource("7_iy1xd") + +[node name="Marker3D" type="Marker3D" parent="Roomba8/EnemyMoverPatrol"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 26, 0, -26) + +[node name="Marker3D2" type="Marker3D" parent="Roomba8/EnemyMoverPatrol"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 26, 0, -42) + +[node name="Marker3D3" type="Marker3D" parent="Roomba8/EnemyMoverPatrol"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 44, 0, -42) + +[node name="Marker3D4" type="Marker3D" parent="Roomba8/EnemyMoverPatrol"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 44, 0, -26) + +[node name="Roomba9" parent="." instance=ExtResource("6_h2nl8")] +transform = Transform3D(-1, 0, -8.74228e-08, 0, 1, 0, 8.74228e-08, 0, -1, 28, 0, -19) + +[node name="EnemyMoverPatrol" type="NavigationAgent3D" parent="Roomba9"] +script = ExtResource("7_iy1xd") + +[node name="Marker3D" type="Marker3D" parent="Roomba9/EnemyMoverPatrol"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 28, 0, -17) + +[node name="Marker3D2" type="Marker3D" parent="Roomba9/EnemyMoverPatrol"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 28, 0, 7) + +[node name="Roomba4" parent="." instance=ExtResource("6_h2nl8")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -28, 0, -46) + +[node name="EnemyMoverPatrol" type="NavigationAgent3D" parent="Roomba4"] +script = ExtResource("7_iy1xd") + +[node name="Marker3D" type="Marker3D" parent="Roomba4/EnemyMoverPatrol"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -28, 0, -47) + +[node name="Marker3D2" type="Marker3D" parent="Roomba4/EnemyMoverPatrol"] +transform = Transform3D(1, 0, 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type="CSGBox3D" parent="NavigationRegion3D/Street"] +transform = Transform3D(1, -7.57609e-10, -7.35745e-08, -1.56706e-09, 1, 2.8871e-08, -1.08033e-07, 5.40167e-08, 0.999986, -1.99786, 8.00727, 83.4978) +use_collision = true +size = Vector3(41, 5, 15) +material = SubResource("StandardMaterial3D_b0o30") + +[node name="CSGBox3D15" type="CSGBox3D" parent="NavigationRegion3D/Street"] +transform = Transform3D(1.39698e-07, 0.00253836, -0.999979, -0.00310438, 0.999992, 0.00253838, 0.999991, 0.00310438, 7.87759e-06, -1.12188, 7.92232, 113.588) +use_collision = true +size = Vector3(43.1729, 5, 15) +material = SubResource("StandardMaterial3D_b0o30") + +[node name="CSGBox3D16" type="CSGBox3D" parent="NavigationRegion3D/Street"] +transform = Transform3D(1.08033e-07, 0.00253836, -0.999955, -0.00310435, 0.999992, 0.00253835, 0.999967, 0.00310438, 8.03545e-06, -60, 7.99845, 113.5) +use_collision = true +size = Vector3(43, 5, 15) +material = SubResource("StandardMaterial3D_b0o30") + +[node 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0.776695, 0, 0.629876, -8.79516, 4.5, 10.5755) + +[node name="Tree5" parent="NavigationRegion3D/Street" instance=ExtResource("7_ep63v")] +transform = Transform3D(0.629876, 0, -0.776695, 0, 1, 0, 0.776695, 0, 0.629876, -12.5069, 4.5, 16.3482) + +[node name="Tree6" parent="NavigationRegion3D/Street" instance=ExtResource("7_ep63v")] +transform = Transform3D(0.629876, 0, -0.776695, 0, 1, 0, 0.776695, 0, 0.629876, -16.85, 4.5, 10.7169) + +[node name="Tree7" parent="NavigationRegion3D/Street" instance=ExtResource("7_ep63v")] +transform = Transform3D(0.629876, 0, -0.776695, 0, 1, 0, 0.776695, 0, 0.629876, -22.599, 4.5, 10.7169) + +[node name="Tree8" parent="NavigationRegion3D/Street" instance=ExtResource("7_ep63v")] +transform = Transform3D(0.629876, 0, -0.776695, 0, 1, 0, 0.776695, 0, 0.629876, -22.599, 4.5, 16.3478) + +[node name="Tree9" parent="NavigationRegion3D/Street" instance=ExtResource("7_ep63v")] +transform = Transform3D(0.629876, 0, -0.776695, 0, 1, 0, 0.776695, 0, 0.629876, 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name="Tree20" parent="NavigationRegion3D/Street" instance=ExtResource("7_ep63v")] +transform = Transform3D(0.629876, 0, -0.776695, 0, 1, 0, 0.776695, 0, 0.629876, 5.37359, 6.46582, 60.3983) + +[node name="Tree21" parent="NavigationRegion3D/Street" instance=ExtResource("7_ep63v")] +transform = Transform3D(0.629876, 0, -0.776695, 0, 1, 0, 0.776695, 0, 0.629876, 7.59998, 6.46582, 64.9763) + +[node name="Tree22" parent="NavigationRegion3D/Street" instance=ExtResource("7_ep63v")] +transform = Transform3D(0.629876, 0, -0.776695, 0, 1, 0, 0.776695, 0, 0.629876, 7.99372, 6.46582, 70.3366) + +[node name="Tree23" parent="NavigationRegion3D/Street" instance=ExtResource("7_ep63v")] +transform = Transform3D(0.629876, 0, -0.776695, 0, 1, 0, 0.776695, 0, 0.629876, 5.82338, 6.46582, 72.3177) + +[node name="Tree24" parent="NavigationRegion3D/Street" instance=ExtResource("7_ep63v")] +transform = Transform3D(0.629876, 0, -0.776695, 0, 1, 0, 0.776695, 0, 0.629876, 11.3041, 6.46582, 63.4888) + +[node name="Tree25" parent="NavigationRegion3D/Street" instance=ExtResource("7_ep63v")] +transform = Transform3D(0.629876, 0, -0.776695, 0, 1, 0, 0.776695, 0, 0.629876, 11.4543, 6.46582, 68.2129) + +[node name="Tree26" parent="NavigationRegion3D/Street" instance=ExtResource("7_ep63v")] +transform = Transform3D(0.629876, 0, -0.776695, 0, 1, 0, 0.776695, 0, 0.629876, 2.66078, 6.46582, 68.1543) + +[node name="Tree27" parent="NavigationRegion3D/Street" instance=ExtResource("7_ep63v")] +transform = Transform3D(0.629876, 0, -0.776695, 0, 1, 0, 0.776695, 0, 0.629876, -1.13312, 6.46582, 63.8568) + +[node name="Tree28" parent="NavigationRegion3D/Street" instance=ExtResource("7_ep63v")] +transform = Transform3D(0.629876, 0, -0.776695, 0, 1, 0, 0.776695, 0, 0.629876, -6.02066, 6.46582, 69.3459) + +[node name="Tree29" parent="NavigationRegion3D/Street" instance=ExtResource("7_ep63v")] +transform = Transform3D(0.629876, 0, -0.776695, 0, 1, 0, 0.776695, 0, 0.629876, -1.05766, 6.46582, 72.2789) + +[node name="Tree30" parent="NavigationRegion3D/Street" instance=ExtResource("7_ep63v")] +transform = Transform3D(0.629876, 0, -0.776695, 0, 1, 0, 0.776695, 0, 0.629876, -9.06002, 6.46582, 63.8971) + +[node name="Tree31" parent="NavigationRegion3D/Street" instance=ExtResource("7_ep63v")] +transform = Transform3D(0.629876, 0, -0.776695, 0, 1, 0, 0.776695, 0, 0.629876, -13.0057, 6.46582, 71.2884) + +[node name="Tree32" parent="NavigationRegion3D/Street" instance=ExtResource("7_ep63v")] +transform = Transform3D(0.629876, 0, -0.776695, 0, 1, 0, 0.776695, 0, 0.629876, -16.5489, 6.46582, 64.2249) + +[node name="Tree33" parent="NavigationRegion3D/Street" instance=ExtResource("7_ep63v")] +transform = Transform3D(0.629876, 0, -0.776695, 0, 1, 0, 0.776695, 0, 0.629876, -20.4758, 6.46582, 67.3537) + +[node name="Tree35" parent="NavigationRegion3D/Street" instance=ExtResource("7_ep63v")] +transform = Transform3D(0.629876, -5.45697e-12, -0.776695, -6.98492e-10, 1, 0, 0.776695, 6.98492e-10, 0.629876, -37.639, 9.35394, 105.289) + +[node name="Tree36" parent="NavigationRegion3D/Street" instance=ExtResource("7_ep63v")] +transform = Transform3D(0.629876, -6.36646e-12, -0.776695, -9.31323e-10, 1, 0, 0.776695, 9.31323e-10, 0.629876, -29.6604, 9.342, 110.323) + +[node name="Tree37" parent="NavigationRegion3D/Street" instance=ExtResource("7_ep63v")] +transform = Transform3D(0.629876, -7.27596e-12, -0.776695, -1.16415e-09, 1, 0, 0.776695, 1.16415e-09, 0.629876, -26.6391, 9.35693, 105.336) + +[node name="Tree38" parent="NavigationRegion3D/Street" instance=ExtResource("7_ep63v")] +transform = Transform3D(0.629876, -9.09495e-12, -0.776695, -1.39698e-09, 1, 0, 0.776695, 1.39698e-09, 0.629876, -23.6819, 9.32951, 115.349) + +[node name="Tree39" parent="NavigationRegion3D/Street" instance=ExtResource("7_ep63v")] +transform = Transform3D(0.629876, -1.00044e-11, -0.776695, -1.39698e-09, 1, 0, 0.776695, 1.62981e-09, 0.629876, -31.6818, 9.32734, 115.314) + +[node name="Tree40" parent="NavigationRegion3D/Street" instance=ExtResource("7_ep63v")] +transform = Transform3D(0.91325, -0.00293501, 0.407387, 0.00342096, 0.999994, -0.000464446, -0.407384, 0.00181781, 0.913255, -36.6604, 9.3401, 110.293) + +[node name="Tree41" parent="NavigationRegion3D/Street" instance=ExtResource("7_ep63v")] +transform = Transform3D(0.91325, -0.00293501, 0.407387, 0.00342096, 0.999994, -0.000464446, -0.407384, 0.00181781, 0.913255, -37.7031, 9.3116, 120.289) + +[node name="Tree42" parent="NavigationRegion3D/Street" instance=ExtResource("7_ep63v")] +transform = Transform3D(0.91325, -0.00293501, 0.407387, 0.00342096, 0.999994, -0.000464446, -0.407384, 0.00181781, 0.913255, -27.699, 9.31714, 119.331) + +[node name="Tree43" parent="NavigationRegion3D/Street" instance=ExtResource("7_ep63v")] +transform = Transform3D(0.91325, -0.00293501, 0.407387, 0.00342096, 0.999994, -0.000464446, -0.407384, 0.00181781, 0.913255, -23.6477, 9.35209, 107.349) + +[node name="Tree44" parent="NavigationRegion3D/Street" instance=ExtResource("7_ep63v")] +transform = Transform3D(0.91325, -0.00293501, 0.407387, 0.00342096, 0.999994, -0.000464446, -0.407384, 0.00181781, 0.913255, -22.7118, 9.31002, 122.353) + +[node name="Tree34" parent="NavigationRegion3D/Street" instance=ExtResource("7_ep63v")] +transform = Transform3D(0.629876, 0, -0.776695, 0, 1, 0, 0.776695, 0, 0.629876, -24.788, 6.46582, 63.475) + +[node name="Container1" parent="NavigationRegion3D/Street" instance=ExtResource("8_d7xte")] +transform = Transform3D(0.258819, 0.00251552, -0.965922, -0.00293501, 0.999994, 0.00181781, 0.965921, 0.00236451, 0.258825, -37.0041, 0.487151, 0.843149) + +[node name="Container2" parent="NavigationRegion3D/Street" instance=ExtResource("8_d7xte")] +transform = Transform3D(-0.258819, 0.00236903, -0.965923, -0.00308149, 0.99999, 0.00327827, 0.965921, 0.00382496, -0.258809, -36.975, 0.506342, -5.95585) + +[node name="Container6" parent="NavigationRegion3D/Street" instance=ExtResource("8_d7xte")] +transform = Transform3D(1.2666e-07, -0.00310439, 0.999995, 0.00253841, 0.999993, 0.00310438, -0.999996, 0.0025384, 8.03638e-06, -28.6879, 0.500123, -2.9204) + +[node name="Container7" parent="NavigationRegion3D/Street" instance=ExtResource("8_d7xte")] +transform = Transform3D(0.258819, -0.00293501, 0.965921, 0.00251552, 0.999994, 0.00236451, -0.965922, 0.00181781, 0.258825, -28.717, 0.480932, 3.87861) + +[node name="Container3" parent="NavigationRegion3D/Street" instance=ExtResource("8_d7xte")] +transform = Transform3D(-0.965926, 0.000173898, -0.258819, -0.00128656, 0.999984, 0.0054734, 0.258816, 0.00561988, -0.96591, -21.5367, 0.53592, -14.8908) + +[node name="Container4" parent="NavigationRegion3D/Street" instance=ExtResource("8_d7xte")] +transform = Transform3D(-0.965925, -0.00128656, 0.258816, 0.000173902, 0.999984, 0.00561988, -0.25882, 0.00547339, -0.965909, -14.0367, 0.537952, -14.8587) + +[node name="Container5" parent="NavigationRegion3D/Street" instance=ExtResource("8_d7xte")] +transform = Transform3D(-0.965926, 0.000173897, -0.258819, -0.00128656, 0.999984, 0.0054734, 0.258816, 0.00561988, -0.965909, -6.23679, 0.540065, -14.8253) + +[node name="Container8" parent="NavigationRegion3D/Street" instance=ExtResource("8_d7xte")] +transform = Transform3D(0.258819, 0.00251551, -0.965921, -0.00293501, 0.999994, 0.00181782, 0.965921, 0.00236451, 0.258825, 22.7245, 0.522519, -5.70142) + +[node name="Container9" parent="NavigationRegion3D/Street" instance=ExtResource("8_d7xte")] +transform = Transform3D(-0.5, 0.00201892, -0.866022, -0.00286788, 0.999988, 0.00398701, 0.866021, 0.00447716, -0.499988, 22.6817, 0.494293, 4.29845) + +[node name="Container10" parent="NavigationRegion3D/Street" instance=ExtResource("8_d7xte")] +transform = Transform3D(-1, -0.000565976, -1.41328e-06, -0.000565972, 0.999984, 0.00564278, -2.24682e-06, 0.00564277, -0.999983, 25.7031, 0.509219, -0.688657) + +[node name="Entrance" type="Node3D" parent="NavigationRegion3D"] + +[node name="CSGPolygon3D" type="CSGPolygon3D" parent="NavigationRegion3D/Entrance"] +transform = Transform3D(-4.37114e-08, 0, 1, 0, 1, 0, -1, 0, -4.37114e-08, 17.5, 0.6, 8) +use_collision = true +polygon = PackedVector2Array(-15, 0, -15, 4, 1, 0) +depth = 10.0 +material = ExtResource("3_xo1st") + +[node name="CSGPolygon3D2" type="CSGPolygon3D" parent="NavigationRegion3D/Entrance"] +transform = Transform3D(-1, 0, -8.74228e-08, 0, 1, 0, 8.74228e-08, 0, -1, -2.5, 2.6, 34) +use_collision = true +polygon = PackedVector2Array(-10, 0, -10, 2, 1, 0) +depth = 8.0 +material = ExtResource("3_xo1st") + +[node name="CSGPolygon3D3" type="CSGPolygon3D" parent="NavigationRegion3D/Entrance"] +transform = Transform3D(-1, 0, -8.74228e-08, 0, 1, 0, 8.74228e-08, 0, -1, -27.5, 2.6, 20.5) +use_collision = true +polygon = PackedVector2Array(-5, 0, -5, 1, 1, 0) +depth = 5.0 +material = ExtResource("3_xo1st") + +[node name="CSGPolygon3D4" type="CSGPolygon3D" parent="NavigationRegion3D/Entrance"] +transform = Transform3D(1, 0, 1.78814e-07, 0, 1, 0, -1.78814e-07, 0, 1, -6.5, 2.6, 25.5) +use_collision = true +polygon = PackedVector2Array(-5, 0, -5, 1, 1, 0) +depth = 5.0 +material = ExtResource("3_xo1st") + +[node name="CSGPolygon3D5" type="CSGPolygon3D" parent="NavigationRegion3D/Entrance"] +transform = Transform3D(1, 0, 1.78814e-07, 0, 1, 0, -1.78814e-07, 0, 1, -25.5, 2.5, 44.5) +use_collision = true +polygon = PackedVector2Array(-4, 0, -4, 2, 1, 0) +depth = 6.0 +material = ExtResource("3_xo1st") + +[node name="CSGPolygon3D10" type="CSGPolygon3D" parent="NavigationRegion3D/Entrance"] +transform = Transform3D(2.14204e-07, 0.00253841, -0.999996, -0.00310439, 0.999992, 0.0025384, 0.999995, 0.00310438, 8.10483e-06, -39.596, 3.45108, 154.553) +use_collision = true +polygon = PackedVector2Array(-6, 0, -6, 3, 3, 0) +depth = 12.15 +material = ExtResource("3_xo1st") + +[node name="CSGPolygon3D6" type="CSGPolygon3D" parent="NavigationRegion3D/Entrance"] +transform = Transform3D(-1, 0, -2.66237e-07, 0, 1, 0, 2.66237e-07, 0, -1, -21.5, 2.5, 51.5) +use_collision = true +polygon = PackedVector2Array(-10, 0, -10, 2, 1, 0) +depth = 9.0 +material = ExtResource("3_xo1st") + +[node name="CSGPolygon3D7" type="CSGPolygon3D" parent="NavigationRegion3D/Entrance"] +transform = Transform3D(-1, 0, -2.66237e-07, 0, 1, 0, 2.66237e-07, 0, -1, -10.5, 4.5, 51.5) +use_collision = true +polygon = PackedVector2Array(-10, 0, -10, 2, 1, 0) +depth = 9.0 +material = ExtResource("3_xo1st") + +[node name="Pavement4" type="CSGBox3D" parent="NavigationRegion3D/Entrance"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 12.5, 2.6, 32.5) +material_override = ExtResource("3_xo1st") +use_collision = true +size = Vector3(10, 4, 19) + +[node name="Pavement5" type="CSGBox3D" parent="NavigationRegion3D/Entrance"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -2, 0.6, 31) +material_override = ExtResource("3_xo1st") 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type="CSGBox3D" parent="NavigationRegion3D/Entrance"] +transform = Transform3D(1, -1.78625e-09, -1.85333e-07, -3.95357e-09, 1, 7.21775e-09, -2.62633e-07, 1.31316e-07, 0.999966, -20.4438, 4.82739, 160.131) +material_override = ExtResource("3_xo1st") +use_collision = true +size = Vector3(3, 3, 3) + +[node name="Pavement20" type="CSGBox3D" parent="NavigationRegion3D/Entrance"] +transform = Transform3D(1, -1.78898e-09, -1.85799e-07, -3.97995e-09, 1, 7.21775e-09, -2.63564e-07, 1.31782e-07, 0.999966, -19.4902, 0.796326, 171.231) +material_override = ExtResource("3_xo1st") +use_collision = true +size = Vector3(3, 3, 3) + +[node name="Pavement21" type="CSGBox3D" parent="NavigationRegion3D/Entrance"] +transform = Transform3D(1, -1.7908e-09, -1.86265e-07, -4.03543e-09, 1, 6.98492e-09, -2.64496e-07, 1.32248e-07, 0.999966, -46.4899, 0.789012, 171.115) +material_override = ExtResource("3_xo1st") +use_collision = true +size = Vector3(3, 3, 3) + +[node name="Pavement19" type="CSGBox3D" parent="NavigationRegion3D/Entrance"] +transform = Transform3D(1, -1.78716e-09, -1.85799e-07, -3.95175e-09, 1, 7.21775e-09, -2.63099e-07, 1.31549e-07, 0.999966, -45.0255, 4.82073, 160.026) +material_override = ExtResource("3_xo1st") +use_collision = true +size = Vector3(3, 3, 3) + +[node name="Pavement10" type="CSGBox3D" parent="NavigationRegion3D/Entrance"] +transform = Transform3D(1, -1.61253e-09, -1.64844e-07, -3.65162e-09, 1, 1.16415e-08, -2.35625e-07, 1.17812e-07, 0.99997, -54.6177, 4.88176, 146.921) +material_override = ExtResource("3_xo1st") +use_collision = true +size = Vector3(9.95947, 3, 22.8447) + +[node name="Pavement6" type="CSGBox3D" parent="NavigationRegion3D/Entrance"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -17, 3.1, 23) +material_override = ExtResource("3_xo1st") +use_collision = true +size = Vector3(11, 1, 5) + +[node name="Brickwall2" type="CSGBox3D" parent="NavigationRegion3D/Entrance"] +transform = Transform3D(-4.37114e-08, 0, 1, 0, 1, 0, -1, 0, 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= Transform3D(3.3062e-08, -0.00310438, 0.999995, 0.00253841, 0.999992, 0.00310438, -0.999996, 0.0025384, 7.92136e-06, -39.7514, 0.414707, 171.122) +use_collision = true +polygon = PackedVector2Array(10, 0, 10, 3, 20, 3, 20, 0) +mode = 1 +spin_degrees = 90.0 +spin_sides = 8 +material = ExtResource("3_xo1st") + +[node name="CSGPolygon3D14" type="CSGPolygon3D" parent="NavigationRegion3D/Entrance"] +transform = Transform3D(2.14204e-07, 0.00253841, -0.999996, -0.00310439, 0.999992, 0.0025384, 0.999994, 0.00310438, 8.10809e-06, -39.6949, -2.61534, 178.078) +use_collision = true +polygon = PackedVector2Array(-6, 0, -6, 3, 3, 0) +depth = 12.15 +material = ExtResource("3_xo1st") + +[node name="Pavement14" type="CSGBox3D" parent="NavigationRegion3D/Entrance"] +transform = Transform3D(1, -9.42237e-10, -9.63919e-08, -2.11639e-09, 1, 2.8871e-08, -1.40164e-07, 7.0082e-08, 0.999982, -33.1274, -1.11243, 165.661) +material_override = ExtResource("3_xo1st") +use_collision = true +size = Vector3(53.1291, 3, 12.9061) + +[node name="Pavement17" type="CSGBox3D" parent="NavigationRegion3D/Entrance"] +transform = Transform3D(1, -1.22327e-09, -1.22003e-07, -2.68483e-09, 1, 2.18861e-08, -1.7602e-07, 8.801e-08, 0.999977, -33.1907, -4.15476, 173.606) +material_override = ExtResource("3_xo1st") +use_collision = true +size = Vector3(53.1291, 3, 57) + +[node name="Pavement15" type="CSGBox3D" parent="NavigationRegion3D/Entrance"] +transform = Transform3D(1, -1.61435e-09, -1.65775e-07, -3.64889e-09, 1, 1.16415e-08, -2.36556e-07, 1.18278e-07, 0.99997, -11.5425, -1.17297, 170.63) +material_override = ExtResource("3_xo1st") +use_collision = true +size = Vector3(9.95947, 3, 22.8447) + +[node name="Pavement16" type="CSGBox3D" parent="NavigationRegion3D/Entrance"] +transform = Transform3D(1, -1.61617e-09, -1.66707e-07, -3.64616e-09, 1, 1.14087e-08, -2.37487e-07, 1.18744e-07, 0.99997, -54.7167, -1.18466, 170.446) +material_override = ExtResource("3_xo1st") +use_collision = true +size = Vector3(9.95947, 3, 22.8447) + +[node name="CSGPolygon3D15" type="CSGPolygon3D" parent="NavigationRegion3D/Entrance"] +transform = Transform3D(1, -7.54881e-11, -4.65661e-09, -7.63976e-11, 1, 1.86265e-09, -6.98492e-09, 3.49246e-09, 0.999999, -26.529, -2.72767, 182.087) +use_collision = true +polygon = PackedVector2Array(10, 0, 10, 3, 20, 3, 20, 0) +mode = 1 +spin_degrees = 90.0 +spin_sides = 8 +material = ExtResource("3_xo1st") + +[node name="CSGPolygon3D16" type="CSGPolygon3D" parent="NavigationRegion3D/Entrance"] +transform = Transform3D(3.35276e-08, -0.00310438, 0.999995, 0.00253841, 0.999992, 0.00310438, -0.999996, 0.0025384, 7.92183e-06, -39.7976, -2.61633, 182.113) +use_collision = true +polygon = PackedVector2Array(10, 0, 10, 3, 20, 3, 20, 0) +mode = 1 +spin_degrees = 90.0 +spin_sides = 8 +material = ExtResource("3_xo1st") + +[node name="HUD" parent="." instance=ExtResource("1_63bu4")] + +[node name="Enemies" type="Node3D" parent="."] + +[node name="thug6" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 15.6, 4.68576, 28.4) + +[node name="thug7" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 14.7, 4.68576, 24.8) + +[node name="thug8" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 14.8, 4.68576, 30) + +[node name="thug29" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 11.8626, 4.68576, 36.9947) + +[node name="thug30" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 13.6784, 4.68576, 38.867) + +[node name="thug31" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 15.2635, 4.68576, 36.2312) + +[node name="thug32" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 9.33891, 4.68576, 39.2902) + +[node name="Roomba" parent="Enemies" instance=ExtResource("13_ohdio")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -30, 2.8, 29.2) + +[node name="EnemyMoverPatrol" parent="Enemies/Roomba" instance=ExtResource("14_8kd2i")] + +[node name="Marker3D" type="Marker3D" parent="Enemies/Roomba/EnemyMoverPatrol"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -30, 2.9, 29.3) + +[node name="Marker3D2" type="Marker3D" parent="Enemies/Roomba/EnemyMoverPatrol"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -30, 2.9, 21.7) + +[node name="Roomba2" parent="Enemies" instance=ExtResource("13_ohdio")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -35.4, 2.8, 22.2) + +[node name="EnemyMoverPatrol" parent="Enemies/Roomba2" instance=ExtResource("14_8kd2i")] + +[node name="Marker3D" type="Marker3D" parent="Enemies/Roomba2/EnemyMoverPatrol"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -35.5, 2.9, 29.3) + +[node name="Marker3D2" type="Marker3D" parent="Enemies/Roomba2/EnemyMoverPatrol"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -35.5, 2.9, 21.7) + +[node name="Roomba3" parent="Enemies" instance=ExtResource("13_ohdio")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -42.4, 2.8, 29.2) + +[node name="EnemyMoverPatrol" parent="Enemies/Roomba3" instance=ExtResource("14_8kd2i")] + +[node name="Marker3D" type="Marker3D" parent="Enemies/Roomba3/EnemyMoverPatrol"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -42.5, 2.9, 29.3) + +[node name="Marker3D2" type="Marker3D" parent="Enemies/Roomba3/EnemyMoverPatrol"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -42.5, 2.9, 21.7) + +[node name="Roomba5" parent="Enemies" instance=ExtResource("13_ohdio")] +transform = Transform3D(-4.37114e-08, 0, -1, 0, 1, 0, 1, 0, -4.37114e-08, -42.4, 2.8, 35.0317) + +[node name="EnemyMoverPatrol" parent="Enemies/Roomba5" instance=ExtResource("14_8kd2i")] + +[node name="Marker3D" type="Marker3D" parent="Enemies/Roomba5/EnemyMoverPatrol"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -24.2332, 3.19534, 35.4138) + +[node name="Marker3D2" type="Marker3D" parent="Enemies/Roomba5/EnemyMoverPatrol"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -24.2332, 3.19534, 49.7134) + +[node name="Marker3D3" type="Marker3D" parent="Enemies/Roomba5/EnemyMoverPatrol"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -44.4134, 3.19534, 49.6219) + +[node name="Marker3D4" type="Marker3D" parent="Enemies/Roomba5/EnemyMoverPatrol"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -43.6721, 3.19534, 34.577) + +[node name="Roomba6" parent="Enemies" instance=ExtResource("13_ohdio")] +transform = Transform3D(-1, 0, 8.74228e-08, 0, 1, 0, -8.74228e-08, 0, -1, -25.472, 2.8, 35.0317) + +[node name="EnemyMoverPatrol" parent="Enemies/Roomba6" instance=ExtResource("14_8kd2i")] + +[node name="Marker3D2" type="Marker3D" parent="Enemies/Roomba6/EnemyMoverPatrol"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -24.2332, 3.19534, 49.7134) + +[node name="Marker3D3" type="Marker3D" parent="Enemies/Roomba6/EnemyMoverPatrol"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -44.4134, 3.19534, 49.6219) + +[node name="Marker3D4" type="Marker3D" parent="Enemies/Roomba6/EnemyMoverPatrol"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -43.6721, 3.19534, 34.577) + +[node name="Marker3D" type="Marker3D" parent="Enemies/Roomba6/EnemyMoverPatrol"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -24.2332, 3.19534, 35.4138) + +[node name="Roomba7" parent="Enemies" instance=ExtResource("13_ohdio")] +transform = Transform3D(1.31134e-07, 0, 1, 0, 1, 0, -1, 0, 1.31134e-07, -25.472, 2.8, 49.3103) + +[node name="EnemyMoverPatrol" parent="Enemies/Roomba7" instance=ExtResource("14_8kd2i")] + +[node name="Marker3D4" type="Marker3D" parent="Enemies/Roomba7/EnemyMoverPatrol"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -43.6721, 3.19534, 34.577) + +[node name="Marker3D" type="Marker3D" parent="Enemies/Roomba7/EnemyMoverPatrol"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -24.2332, 3.19534, 35.4138) + +[node name="Marker3D2" type="Marker3D" parent="Enemies/Roomba7/EnemyMoverPatrol"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -24.2332, 3.19534, 49.7134) + +[node name="Marker3D3" type="Marker3D" parent="Enemies/Roomba7/EnemyMoverPatrol"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -44.4134, 3.19534, 49.6219) + +[node name="Roomba8" parent="Enemies" instance=ExtResource("13_ohdio")] +transform = Transform3D(1, 0, -1.74846e-07, 0, 1, 0, 1.74846e-07, 0, 1, -43.9701, 2.8, 49.3103) + +[node name="EnemyMoverPatrol" parent="Enemies/Roomba8" instance=ExtResource("14_8kd2i")] + +[node name="Marker3D3" type="Marker3D" parent="Enemies/Roomba8/EnemyMoverPatrol"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -44.4134, 3.19534, 49.6219) + +[node name="Marker3D4" type="Marker3D" parent="Enemies/Roomba8/EnemyMoverPatrol"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -43.6721, 3.19534, 34.577) + +[node name="Marker3D" type="Marker3D" parent="Enemies/Roomba8/EnemyMoverPatrol"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -24.2332, 3.19534, 35.4138) + +[node name="Marker3D2" type="Marker3D" parent="Enemies/Roomba8/EnemyMoverPatrol"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -24.2332, 3.19534, 49.7134) + +[node name="Roomba9" parent="Enemies" instance=ExtResource("13_ohdio")] +transform = Transform3D(1, 0, -1.74846e-07, 0, 1, 0, 1.74846e-07, 0, 1, -42.9701, 6.8, 125.31) + +[node name="EnemyMoverPatrol" parent="Enemies/Roomba9" instance=ExtResource("14_8kd2i")] + +[node name="Marker3D" type="Marker3D" parent="Enemies/Roomba9/EnemyMoverPatrol"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -44, 7, 124) + +[node name="Marker3D2" type="Marker3D" parent="Enemies/Roomba9/EnemyMoverPatrol"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -44, 7, 102) + +[node name="Roomba10" parent="Enemies" instance=ExtResource("13_ohdio")] +transform = Transform3D(1, 0, -1.74846e-07, 0, 1, 0, 1.74846e-07, 0, 1, -47.9701, 6.8, 103.31) + +[node name="EnemyMoverPatrol" parent="Enemies/Roomba10" instance=ExtResource("14_8kd2i")] + +[node name="Marker3D2" type="Marker3D" parent="Enemies/Roomba10/EnemyMoverPatrol"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -49, 7, 102) + +[node name="Marker3D" type="Marker3D" parent="Enemies/Roomba10/EnemyMoverPatrol"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -49, 7, 124) + +[node name="Roomba11" parent="Enemies" instance=ExtResource("13_ohdio")] +transform = Transform3D(1, 0, -1.74846e-07, 0, 1, 0, 1.74846e-07, 0, 1, -10.9701, 6.8, 125.31) + +[node name="EnemyMoverPatrol" parent="Enemies/Roomba11" instance=ExtResource("14_8kd2i")] + +[node name="Marker3D" type="Marker3D" parent="Enemies/Roomba11/EnemyMoverPatrol"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -11, 7, 124) + +[node name="Marker3D2" type="Marker3D" parent="Enemies/Roomba11/EnemyMoverPatrol"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -11, 7, 102) + +[node name="Roomba12" parent="Enemies" instance=ExtResource("13_ohdio")] +transform = Transform3D(1, 0, -1.74846e-07, 0, 1, 0, 1.74846e-07, 0, 1, -15.9701, 6.8, 103.31) + +[node name="EnemyMoverPatrol" parent="Enemies/Roomba12" instance=ExtResource("14_8kd2i")] + +[node name="Marker3D2" type="Marker3D" parent="Enemies/Roomba12/EnemyMoverPatrol"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -16, 7, 102) + +[node name="Marker3D" type="Marker3D" parent="Enemies/Roomba12/EnemyMoverPatrol"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -16, 7, 124) + +[node name="thug9" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 2, 2.69971, 33) + +[node name="thug10" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -6, 2.69971, 33) + +[node name="thug11" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -6, 2.69971, 30) + +[node name="thug12" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -3, 2.69971, 30) + +[node name="thug19" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -5.13354, 2.69971, 35.5506) + +[node name="thug20" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -8.52622, 2.69971, 39.4031) + +[node name="thug21" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -8.39281, 2.69971, 36.2914) + +[node name="thug22" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -5.36662, 2.69971, 38.5841) + +[node name="thug23" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 1.5044, 2.69971, 37.8147) + +[node name="thug13" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -3, 2.69971, 25) + +[node name="thug14" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 0, 2.69971, 25) + +[node name="thug15" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 0, 2.69971, 29) + +[node name="thug16" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -9, 2.69971, 29) + +[node name="thug17" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -9, 2.69971, 33) + +[node name="thug18" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -3, 2.69971, 23) + +[node name="thug24" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -17.0887, 3.84811, 23) + +[node name="thug25" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -15.3549, 3.84811, 21.7072) + +[node name="thug26" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -14.5002, 3.84811, 23.6419) + +[node name="thug27" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -18.2692, 3.84811, 21.5253) + +[node name="thug33" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -33.2309, 2.57606, 28.2694) + +[node name="thug34" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -38.6529, 2.57606, 23.4576) + +[node name="thug35" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -38.6529, 2.57606, 21.79) + +[node name="thug36" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -38.6529, 4.74741, 41.9559) + +[node name="thug37" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -36.7383, 4.74741, 40.7002) + +[node name="thug38" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -36.6167, 4.74741, 42.4815) + +[node name="thug39" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -34.3407, 4.74741, 40.8078) + +[node name="thug40" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -33.7678, 4.74741, 42.3781) + +[node name="thug41" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -33.7678, 2.79255, 56.0863) + +[node name="thug42" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -33.7678, 2.79255, 57.3789) + +[node name="thug43" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -32.7366, 2.79255, 58.1758) + +[node name="thug48" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -12.039, 6.61269, 71.5029) + +[node name="thug49" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -12.039, 6.61269, 64.1933) + +[node name="thug50" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -13.0296, 6.61269, 67.8838) + +[node name="thug51" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -17.8534, 6.61269, 67.2413) + +[node name="thug52" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -19.5587, 6.61269, 69.8443) + +[node name="thug53" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -28.4489, 6.61269, 71.4059) + +[node name="thug55" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -28.4489, 6.61269, 90.4059) + +[node name="thug56" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -33.4489, 6.61269, 90.4059) + +[node name="thug57" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -31.4489, 6.61269, 89.4059) + +[node name="thug58" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -31.4489, 6.61269, 87.4059) + +[node name="thug59" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -27.4489, 6.61269, 87.4059) + +[node name="thug60" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -42.4489, 6.61269, 113.406) + +[node name="thug63" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -45.4489, 6.61269, 113.406) + +[node name="thug61" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -49.4489, 6.61269, 114.406) + +[node name="thug62" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -46.4489, 6.61269, 119.406) + +[node name="thug76" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -36.216, 6.61269, 144.8) + +[node name="thug77" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -35.0224, 6.61269, 140.739) + +[node name="thug78" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -33.9198, 6.61269, 143.685) + +[node name="thug79" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -32.6923, 6.61269, 141.246) + +[node name="thug80" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -32.6149, 6.61269, 145.234) + +[node name="thug81" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -31.2005, 6.61269, 143.027) + +[node name="thug82" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -28.2094, 6.61269, 146.773) + +[node name="thug83" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -28.9538, 6.61269, 143.003) + +[node name="thug84" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -30.6774, 6.61269, 145.774) + +[node name="thug106" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -28.2062, 3.85306, 157.702) + +[node name="thug107" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -29.4945, 3.85306, 159.018) + +[node name="thug108" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -31.1487, 3.85306, 157.548) + +[node name="thug109" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -32.6828, 3.85306, 159.361) + +[node name="thug110" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -34.4396, 3.85306, 157.863) + +[node name="thug111" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -35.4395, 3.85306, 159.358) + +[node name="thug112" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -36.8165, 3.85306, 157.813) + +[node name="thug113" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -38.4331, 3.85306, 158.555) + +[node name="thug114" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -28.2062, 1.25028, 169.652) + +[node name="thug115" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -29.4945, 1.25028, 170.968) + +[node name="thug116" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -31.1487, 1.25028, 169.498) + +[node name="thug117" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -32.6828, 1.25028, 171.311) + +[node name="thug118" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -34.4396, 1.25028, 169.814) + +[node name="thug119" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -35.4395, 1.25028, 171.308) + +[node name="thug120" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -36.8165, 1.25028, 169.763) + +[node name="thug121" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -38.4331, 1.25028, 170.506) + +[node name="thug122" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -28.2062, -1.58394, 182.669) + +[node name="thug123" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -29.4945, -1.58394, 183.985) + +[node name="thug124" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -31.1487, -1.58394, 182.515) + +[node name="thug125" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -32.6828, -1.58394, 184.328) + +[node name="thug126" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -34.4396, -1.58394, 182.831) + +[node name="thug127" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -35.4395, -1.58394, 184.325) + +[node name="thug128" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -36.8165, -1.58394, 182.78) + +[node name="thug129" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -38.4331, -1.58394, 183.523) + +[node name="thug85" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -30.6998, 6.61269, 139.603) + +[node name="thug86" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -15.534, 6.61269, 153.131) + +[node name="thug87" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -14.3404, 6.61269, 149.07) + +[node name="thug88" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -13.2378, 6.61269, 152.016) + +[node name="thug89" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -12.0103, 6.61269, 149.578) + +[node name="thug90" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -11.9329, 6.61269, 153.566) + +[node name="thug91" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -10.5185, 6.61269, 151.358) + +[node name="thug92" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -7.52735, 6.61269, 155.104) + +[node name="thug93" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -8.2718, 6.61269, 151.334) + +[node name="thug94" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -9.99544, 6.61269, 154.106) + +[node name="thug95" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -10.0178, 6.61269, 147.934) + +[node name="thug96" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -58.5581, 6.61269, 153.131) + +[node name="thug97" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -57.3644, 6.61269, 149.07) + +[node name="thug98" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -56.2618, 6.61269, 152.016) + +[node name="thug99" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -55.0344, 6.61269, 149.578) + +[node name="thug100" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -54.957, 6.61269, 153.566) + +[node name="thug101" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -53.5426, 6.61269, 151.358) + +[node name="thug102" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -50.5514, 6.61269, 155.104) + +[node name="thug103" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -51.2959, 6.61269, 151.334) + +[node name="thug104" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -53.0195, 6.61269, 154.106) + +[node name="thug105" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -53.0418, 6.61269, 147.934) + +[node name="thug64" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -42.4489, 6.61269, 110.406) + +[node name="thug65" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -45.4489, 6.61269, 110.406) + +[node name="thug66" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -49.4489, 6.61269, 111.406) + +[node name="thug67" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -46.4489, 6.61269, 116.406) + +[node name="thug68" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -9.4489, 6.61269, 113.406) + +[node name="thug69" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -12.4489, 6.61269, 113.406) + +[node name="thug70" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -16.4489, 6.61269, 114.406) + +[node name="thug71" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -13.4489, 6.61269, 119.406) + +[node name="thug72" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -9.4489, 6.61269, 110.406) + +[node name="thug73" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -12.4489, 6.61269, 110.406) + +[node name="thug74" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -16.4489, 6.61269, 111.406) + +[node name="thug75" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -13.4489, 6.61269, 116.406) + +[node name="thug54" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -29.1801, 6.61268, 64.3163) + +[node name="thug44" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -31.801, 2.79255, 56.3986) + +[node name="thug45" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -33.1115, 2.79255, 54.8727) + +[node name="thug46" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -35.3087, 2.79255, 55.2992) + +[node name="thug47" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -35.4911, 2.79255, 57.0057) + +[node name="thug28" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -13.4947, 3.84811, 22.1939) + +[node name="thug2" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 11, 4.68576, 26) + +[node name="thug3" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 10, 4.68576, 29) + +[node name="thug4" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 14, 4.68576, 27) + +[node name="thug5" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 12.1, 4.68576, 27.6) + +[node name="PlasmaTurret" parent="Enemies" instance=ExtResource("19_g0m4b")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -14.2906, 6.51807, 126.071) + +[node name="PlasmaTurret4" parent="Enemies" instance=ExtResource("19_g0m4b")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -46.2906, 6.51807, 126.071) + +[node name="PlasmaTurret5" parent="Enemies" instance=ExtResource("19_g0m4b")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -44.389, 6.51807, 160.293) + +[node name="PlasmaTurret6" parent="Enemies" instance=ExtResource("19_g0m4b")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -19.7199, 6.51807, 160.293) + +[node name="PlasmaTurret7" parent="Enemies" instance=ExtResource("19_g0m4b")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -18.7199, 2.51807, 171.256) + +[node name="PlasmaTurret8" parent="Enemies" instance=ExtResource("19_g0m4b")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -45.6764, 2.51807, 171.256) + +[node name="PlasmaTurret2" parent="Enemies" instance=ExtResource("19_g0m4b")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 13.7094, 6.51807, 63.3126) + +[node name="PlasmaTurret3" parent="Enemies" instance=ExtResource("19_g0m4b")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 13.7094, 6.51807, 72.5062) + +[node name="thug" parent="Enemies" instance=ExtResource("13_uf2a7")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 13, 4.68576, 29) + +[node name="DialogBoxes" type="Node3D" parent="."] + +[node name="DialogBox" parent="DialogBoxes" instance=ExtResource("17_a6goe")] +strings = Array[String](["Welcome to the R.A.I.D.E.R. unit rookie!", "Good job on getting through basic training. Three days gotta be a new record! Now let's get you familiar with your new R.A.I.D. drone.", "First, the basics. Use WASD to move, and the arrow keys to turn. Try moving down the road while avoiding obstacles."]) + +[node name="CollisionShape3D" type="CollisionShape3D" parent="DialogBoxes/DialogBox"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -4.22638, -3.37918, -1.11075) +shape = SubResource("BoxShape3D_yiti8") + +[node name="DialogBox2" parent="DialogBoxes" instance=ExtResource("17_a6goe")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -22.6045, 0, 0) +strings = Array[String](["Well done. Looks like somebody barricaded the street...", "You are cleared to remove the obstructions. Press SPACE to discharge your autocannon."]) + +[node name="CollisionShape3D" type="CollisionShape3D" parent="DialogBoxes/DialogBox2"] +shape = SubResource("BoxShape3D_hjicp") + +[node name="DialogBox3" parent="DialogBoxes" instance=ExtResource("17_a6goe")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 0.0936193, 0, 0) +strings = Array[String](["Good shooting! You remind me of myself a few months ago.", "We got reports about some eco terrorists in Monroe Park. You should be right at the western entrance, can you check it out?", "We're giving you clearance for your 30mm rocket launcher, looks like you will need it. Press SHIFT to launch rockets."]) + +[node name="CollisionShape3D" type="CollisionShape3D" parent="DialogBoxes/DialogBox3"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -2.66455, 1.91675, -0.127625) +shape = SubResource("BoxShape3D_tdjip") + +[node name="DialogBox4" parent="DialogBoxes" instance=ExtResource("17_a6goe")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 12.9933, -0.742367, 15.8635) +strings = Array[String](["Here they come..."]) + +[node name="CollisionShape3D" type="CollisionShape3D" parent="DialogBoxes/DialogBox4"] +shape = SubResource("BoxShape3D_0usf2") + +[node name="DialogBox5" parent="DialogBoxes" instance=ExtResource("17_a6goe")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 2.31038, 2.09836, 27.5356) +strings = Array[String](["Looks like you found an Ammo refill.", "Remember, your reserves are limited, so keep an eye out for those!"]) + +[node name="CollisionShape3D" type="CollisionShape3D" parent="DialogBoxes/DialogBox5"] +shape = SubResource("BoxShape3D_7jjuq") + +[node name="DialogBox6" parent="DialogBoxes" instance=ExtResource("17_a6goe")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -20.5168, 3.60001, 22.3117) +strings = Array[String](["Are those... Roombas with 9mms?", "Man, those guys are desperate..."]) + +[node name="CollisionShape3D" type="CollisionShape3D" parent="DialogBoxes/DialogBox6"] +shape = SubResource("BoxShape3D_a0yxd") + +[node name="DialogBox7" parent="DialogBoxes" instance=ExtResource("17_a6goe")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -12.2284, 5.50319, 56.1696) +strings = Array[String](["Watch out! The terrorists hijacked the parks automated plasma defence system!"]) + +[node name="CollisionShape3D" type="CollisionShape3D" parent="DialogBoxes/DialogBox7"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 0, 0, -0.394806) +shape = SubResource("BoxShape3D_gdcka") + +[node name="DialogBox8" parent="DialogBoxes" instance=ExtResource("17_a6goe")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -32.535, 0, 197.141) +strings = Array[String](["You did it rookie! The Terrorists are no more.", "Well, guess I can't call you rookie anymore..."]) + +[node name="CollisionShape3D" type="CollisionShape3D" parent="DialogBoxes/DialogBox8"] +shape = SubResource("BoxShape3D_akosi") + +[node name="DialogBox9" parent="DialogBoxes" instance=ExtResource("17_a6goe")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -32.6429, 7.24834, 130.571) +strings = Array[String](["You should be coming up to the parks Theater. Looks like most of the terrorists are holed up there...", "This is it rookie. Good luck!"]) + +[node name="CollisionShape3D" type="CollisionShape3D" parent="DialogBoxes/DialogBox9"] +shape = SubResource("BoxShape3D_igdpc") + +[node name="Container2" parent="." instance=ExtResource("21_4t78n")] +transform = Transform3D(-0.258819, 0, -0.965926, 0, 1, 0, 0.965926, 0, -0.258819, -10.9874, 0.543227, -0.654758) + +[node name="Container5" parent="." instance=ExtResource("21_4t78n")] +transform = Transform3D(-0.258819, 0, 0.965926, 0, 1, 0, -0.965926, 0, -0.258819, -9.98744, 0.543227, -3.65476) + +[node name="Container6" parent="." instance=ExtResource("21_4t78n")] +transform = Transform3D(0.258819, 0, -0.965926, 0, 1, 0, 0.965926, 0, 0.258819, -9.98744, 0.543227, -7.05476) + +[node name="Container7" parent="." instance=ExtResource("21_4t78n")] +transform = Transform3D(-0.707107, 0, -0.707107, 0, 1, 0, 0.707107, 0, -0.707107, -9.98744, 0.543227, -11.0548) + +[node name="Container3" parent="." instance=ExtResource("21_4t78n")] +transform = Transform3D(0.5, 0, -0.866025, 0, 1, 0, 0.866025, 0, 0.5, -9.98744, 0.543227, 2.54524) + +[node name="Container4" parent="." instance=ExtResource("21_4t78n")] +transform = Transform3D(-0.965926, 0, -0.258819, 0, 1, 0, 0.258819, 0, -0.965926, -9.98744, 0.543227, 5.64524) + +[node name="Container8" parent="." instance=ExtResource("21_4t78n")] +transform = Transform3D(-0.965926, 0, -0.258819, 0, 1, 0, 0.258819, 0, -0.965926, 9.01256, 0.543227, 5.64524) + +[node name="Container9" parent="." instance=ExtResource("21_4t78n")] +transform = Transform3D(-0.965926, 0, 0.258819, 0, 1, 0, -0.258819, 0, -0.965926, 12.4126, 0.543227, 5.64524) + +[node name="Container10" parent="." instance=ExtResource("21_4t78n")] +transform = Transform3D(0.258819, 0, 0.965926, 0, 1, 0, -0.965926, 0, 0.258819, 15.6126, 0.543227, 6.64524) + +[node name="Container11" parent="." instance=ExtResource("21_4t78n")] +transform = Transform3D(0.258819, 0, 0.965926, 0, 1, 0, -0.965926, 0, 0.258819, 4.61256, 2.54323, 22.6452) + +[node name="Container12" parent="." instance=ExtResource("21_4t78n")] +transform = Transform3D(-0.5, 0, 0.866025, 0, 1, 0, -0.866025, 0, -0.5, 4.61256, 2.54323, 32.1452) + +[node name="Container13" parent="." instance=ExtResource("21_4t78n")] +transform = Transform3D(0.173648, 0, 0.984808, 0, 1, 0, -0.984808, 0, 0.173648, -44.9874, 2.54323, 73.2452) + +[node name="Musicer" type="AudioStreamPlayer" parent="."] +stream = SubResource("AudioStreamRandomizer_8jgy3") +volume_db = -11.175 +autoplay = true +bus = &"MUSIC" + +[node name="Menu" type="CanvasLayer" parent="."] +process_mode = 3 +layer = 15 +visible = false +script = ExtResource("23_fwb2i") + +[node name="ColorRect" type="ColorRect" parent="Menu"] +anchors_preset = 15 +anchor_right = 1.0 +anchor_bottom = 1.0 +grow_horizontal = 2 +grow_vertical = 2 +color = Color(0, 0, 0, 0.407843) + +[node name="VBoxContainer" type="VBoxContainer" parent="Menu"] +offset_left = 211.0 +offset_top = 139.0 +offset_right = 1125.0 +offset_bottom = 1025.0 +scale = Vector2(0.25, 0.25) + +[node name="ResumeButton" type="TextureButton" parent="Menu/VBoxContainer"] +layout_mode = 2 +texture_normal = ExtResource("23_n8loq") +texture_pressed = ExtResource("24_obhlo") + +[node name="Label" type="Label" parent="Menu/VBoxContainer/ResumeButton"] +layout_mode = 1 +anchors_preset = 15 +anchor_right = 1.0 +anchor_bottom = 1.0 +grow_horizontal = 2 +grow_vertical = 2 +text = "Resume" +label_settings = ExtResource("26_cwg41") +horizontal_alignment = 1 +vertical_alignment = 1 + +[node name="Label" type="Label" parent="Menu/VBoxContainer"] +layout_mode = 2 +text = "MUSIC" +label_settings = SubResource("LabelSettings_n067f") +horizontal_alignment = 1 + +[node name="MusicSlider" type="HSlider" parent="Menu/VBoxContainer"] +custom_minimum_size = Vector2(0, 128) +layout_mode = 2 +theme_override_icons/grabber = ExtResource("25_45t82") +theme_override_icons/grabber_highlight = ExtResource("26_no3fm") +min_value = -40.0 +max_value = 0.0 +value = -20.0 + +[node name="Label2" type="Label" parent="Menu/VBoxContainer"] +layout_mode = 2 +text = "SFX" +label_settings = SubResource("LabelSettings_n067f") +horizontal_alignment = 1 + +[node name="SFXSlider2" type="HSlider" parent="Menu/VBoxContainer"] +custom_minimum_size = Vector2(0, 128) +layout_mode = 2 +theme_override_icons/grabber = ExtResource("25_45t82") +theme_override_icons/grabber_highlight = ExtResource("26_no3fm") +min_value = -40.0 +max_value = 0.0 + +[node name="MainMenuButton" type="TextureButton" parent="Menu/VBoxContainer"] +layout_mode = 2 +texture_normal = ExtResource("23_n8loq") +texture_pressed = ExtResource("24_obhlo") + +[node name="Label" type="Label" parent="Menu/VBoxContainer/MainMenuButton"] +layout_mode = 1 +anchors_preset = 15 +anchor_right = 1.0 +anchor_bottom = 1.0 +grow_horizontal = 2 +grow_vertical = 2 +text = "Main Menu" +label_settings = ExtResource("26_cwg41") +horizontal_alignment = 1 +vertical_alignment = 1 + +[connection signal="finished" from="Musicer" to="Musicer" method="play"] +[connection signal="pressed" from="Menu/VBoxContainer/ResumeButton" to="Menu" method="_on_resume_button_pressed"] +[connection signal="value_changed" from="Menu/VBoxContainer/MusicSlider" to="Menu" method="_on_music_slider_value_changed"] +[connection signal="value_changed" from="Menu/VBoxContainer/SFXSlider2" to="Menu" method="_on_sfx_slider_2_value_changed"] +[connection signal="pressed" from="Menu/VBoxContainer/MainMenuButton" to="Menu" method="_on_main_menu_button_pressed"] diff --git a/level/menu.gd b/level/menu.gd new file mode 100644 index 0000000..fdeb694 --- /dev/null +++ b/level/menu.gd @@ -0,0 +1,32 @@ +extends CanvasLayer + +func _process(delta: float) -> void: + if Input.is_action_just_pressed("pause"): + visible = true + get_tree().paused = true + + +func _on_resume_button_pressed() -> void: + visible = false + get_tree().paused = false + + +func _on_main_menu_button_pressed() -> void: + get_tree().paused = false + get_tree().change_scene_to_file("res://mainmenu.tscn") + + +func _on_music_slider_value_changed(value: float) -> void: + AudioServer.set_bus_volume_db(2, value) + if value == -40: + AudioServer.set_bus_mute(2, true) + else: + AudioServer.set_bus_mute(2, false) + + +func _on_sfx_slider_2_value_changed(value: float) -> void: + AudioServer.set_bus_volume_db(1, value) + if value == -40: + AudioServer.set_bus_mute(1, true) + else: + AudioServer.set_bus_mute(1, false) diff --git a/level/pavementmaterial.tres b/level/pavementmaterial.tres new file mode 100644 index 0000000..99fb8bd --- /dev/null +++ b/level/pavementmaterial.tres @@ -0,0 +1,10 @@ +[gd_resource type="StandardMaterial3D" load_steps=2 format=3 uid="uid://cwk0ojannoxis"] + +[ext_resource type="Texture2D" uid="uid://cqharsprh3uwr" path="res://level/Photoreal_Concrete_03-512x512.png" id="1_nxt20"] + +[resource] +albedo_color = Color(0.501407, 0.501406, 0.501406, 1) +albedo_texture = ExtResource("1_nxt20") +uv1_scale = Vector3(0.2, 0.2, 0.2) +uv1_triplanar = true +texture_filter = 2 diff --git a/level/player.gd b/level/player.gd new file mode 100644 index 0000000..0311895 --- /dev/null +++ b/level/player.gd @@ -0,0 +1,13 @@ +extends Sprite2D + + +# Called when the node enters the scene tree for the first time. +func _ready() -> void: + pass # Replace with function body. + + +# Called every frame. 'delta' is the elapsed time since the previous frame. +func _process(delta: float) -> void: + if Input.is_action_pressed("move_front"): + pass + var variable : String = "123" diff --git a/level/protomaterial.tres b/level/protomaterial.tres new file mode 100644 index 0000000..812606b --- /dev/null +++ b/level/protomaterial.tres @@ -0,0 +1,8 @@ +[gd_resource type="StandardMaterial3D" load_steps=2 format=3 uid="uid://dajephuqpori"] + +[ext_resource type="Texture2D" uid="uid://csq32lmqqugog" path="res://level/texture_01.png" id="1_be7c5"] + +[resource] +albedo_texture = ExtResource("1_be7c5") +uv1_triplanar = true +texture_filter = 2 diff --git a/level/stone1.png b/level/stone1.png new file mode 100644 index 0000000..8cd3211 Binary files /dev/null and b/level/stone1.png differ diff --git a/level/stone1.png.import b/level/stone1.png.import new file mode 100644 index 0000000..436484f --- /dev/null +++ b/level/stone1.png.import @@ -0,0 +1,35 @@ +[remap] + +importer="texture" +type="CompressedTexture2D" +uid="uid://bcg7bw1gf8rqi" +path.s3tc="res://.godot/imported/stone1.png-253571d7b4237d89507af03ca7f81a7e.s3tc.ctex" +metadata={ +"imported_formats": ["s3tc_bptc"], +"vram_texture": true +} + +[deps] + +source_file="res://level/stone1.png" +dest_files=["res://.godot/imported/stone1.png-253571d7b4237d89507af03ca7f81a7e.s3tc.ctex"] + +[params] + +compress/mode=2 +compress/high_quality=false +compress/lossy_quality=0.7 +compress/hdr_compression=1 +compress/normal_map=0 +compress/channel_pack=0 +mipmaps/generate=true +mipmaps/limit=-1 +roughness/mode=0 +roughness/src_normal="" +process/fix_alpha_border=true +process/premult_alpha=false +process/normal_map_invert_y=false +process/hdr_as_srgb=false +process/hdr_clamp_exposure=false +process/size_limit=0 +detect_3d/compress_to=0 diff --git a/level/streetmaterial.tres b/level/streetmaterial.tres new file mode 100644 index 0000000..219b770 --- /dev/null +++ b/level/streetmaterial.tres @@ -0,0 +1,9 @@ +[gd_resource type="StandardMaterial3D" load_steps=2 format=3 uid="uid://d0uoy1ihwb4c8"] + +[ext_resource type="Texture2D" uid="uid://bcg7bw1gf8rqi" path="res://level/stone1.png" id="1_sx8fp"] + +[resource] +albedo_texture = ExtResource("1_sx8fp") +uv1_scale = Vector3(0.2, 0.2, 0.2) +uv1_triplanar = true +texture_filter = 2 diff --git a/level/texture_01.png b/level/texture_01.png new file mode 100644 index 0000000..69be211 Binary files /dev/null and b/level/texture_01.png differ diff --git a/level/texture_01.png.import b/level/texture_01.png.import new file mode 100644 index 0000000..3bb0fba --- /dev/null +++ b/level/texture_01.png.import @@ -0,0 +1,34 @@ +[remap] + +importer="texture" +type="CompressedTexture2D" +uid="uid://csq32lmqqugog" +path="res://.godot/imported/texture_01.png-d442fa205a7256662404382412f04ea1.ctex" +metadata={ +"vram_texture": false +} + +[deps] + +source_file="res://level/texture_01.png" +dest_files=["res://.godot/imported/texture_01.png-d442fa205a7256662404382412f04ea1.ctex"] + +[params] + +compress/mode=3 +compress/high_quality=false +compress/lossy_quality=0.7 +compress/hdr_compression=1 +compress/normal_map=0 +compress/channel_pack=0 +mipmaps/generate=true +mipmaps/limit=-1 +roughness/mode=0 +roughness/src_normal="" +process/fix_alpha_border=true +process/premult_alpha=false +process/normal_map_invert_y=false +process/hdr_as_srgb=false +process/hdr_clamp_exposure=false +process/size_limit=0 +detect_3d/compress_to=0 diff --git a/level/texture_02.png b/level/texture_02.png new file mode 100644 index 0000000..6fb471b Binary files /dev/null and b/level/texture_02.png differ diff --git a/level/texture_02.png.import b/level/texture_02.png.import new file mode 100644 index 0000000..a20d674 --- /dev/null +++ b/level/texture_02.png.import @@ -0,0 +1,34 @@ +[remap] + +importer="texture" +type="CompressedTexture2D" +uid="uid://btgrdeq45okr3" +path="res://.godot/imported/texture_02.png-2ff8f651f3b46048d64f09da2c41da66.ctex" +metadata={ +"vram_texture": false +} + +[deps] + +source_file="res://level/texture_02.png" +dest_files=["res://.godot/imported/texture_02.png-2ff8f651f3b46048d64f09da2c41da66.ctex"] + +[params] + +compress/mode=3 +compress/high_quality=false +compress/lossy_quality=0.7 +compress/hdr_compression=1 +compress/normal_map=0 +compress/channel_pack=0 +mipmaps/generate=true +mipmaps/limit=-1 +roughness/mode=0 +roughness/src_normal="" +process/fix_alpha_border=true +process/premult_alpha=false +process/normal_map_invert_y=false +process/hdr_as_srgb=false +process/hdr_clamp_exposure=false +process/size_limit=0 +detect_3d/compress_to=0 diff --git a/level/tree.gd b/level/tree.gd new file mode 100644 index 0000000..d4554c9 --- /dev/null +++ b/level/tree.gd @@ -0,0 +1,11 @@ +extends Node3D + + +# Called when the node enters the scene tree for the first time. +func _ready() -> void: + pass # Replace with function body. + + +# Called every frame. 'delta' is the elapsed time since the previous frame. +func _process(delta: float) -> void: + pass diff --git a/level/tree.gltf b/level/tree.gltf new file mode 100644 index 0000000..734a38d --- /dev/null +++ b/level/tree.gltf @@ -0,0 +1 @@ +{"asset":{"version":"2.0","generator":"Blockbench 4.11.2 glTF 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\ No newline at end of file diff --git a/level/tree.gltf.import b/level/tree.gltf.import new file mode 100644 index 0000000..ff4e164 --- /dev/null +++ b/level/tree.gltf.import @@ -0,0 +1,36 @@ +[remap] + +importer="scene" +importer_version=1 +type="PackedScene" +uid="uid://csr0fkl5dx2q3" +path="res://.godot/imported/tree.gltf-d3c00cf92fe1bd486b1eef4830862434.scn" + +[deps] + +source_file="res://level/tree.gltf" +dest_files=["res://.godot/imported/tree.gltf-d3c00cf92fe1bd486b1eef4830862434.scn"] + +[params] + +nodes/root_type="" +nodes/root_name="" +nodes/apply_root_scale=true +nodes/root_scale=1.0 +nodes/import_as_skeleton_bones=false +meshes/ensure_tangents=true +meshes/generate_lods=true +meshes/create_shadow_meshes=true +meshes/light_baking=1 +meshes/lightmap_texel_size=0.2 +meshes/force_disable_compression=false +skins/use_named_skins=true +animation/import=true +animation/fps=30 +animation/trimming=false +animation/remove_immutable_tracks=true +animation/import_rest_as_RESET=false +import_script/path="" +_subresources={} +gltf/naming_version=1 +gltf/embedded_image_handling=1 diff --git a/level/tree.tscn b/level/tree.tscn new file mode 100644 index 0000000..f547ed5 --- /dev/null +++ b/level/tree.tscn @@ -0,0 +1,18 @@ +[gd_scene load_steps=4 format=3 uid="uid://c6k63btynoyqu"] + +[ext_resource type="Script" path="res://level/tree.gd" id="1_hnmok"] +[ext_resource type="PackedScene" uid="uid://csr0fkl5dx2q3" path="res://level/tree.gltf" id="2_n8eof"] + +[sub_resource type="CapsuleShape3D" id="CapsuleShape3D_5xd24"] +radius = 0.2 +height = 2.93703 + +[node name="Tree" type="StaticBody3D"] +script = ExtResource("1_hnmok") + +[node name="blockbench_export" parent="." instance=ExtResource("2_n8eof")] +transform = Transform3D(2, 0, 0, 0, 2, 0, 0, 0, 2, 0, 0, 0) + +[node name="CollisionShape3D" type="CollisionShape3D" parent="."] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 0, 1.43138, 0) +shape = SubResource("CapsuleShape3D_5xd24") diff --git a/level/tree_0.png b/level/tree_0.png new file mode 100644 index 0000000..78166f1 Binary files /dev/null and b/level/tree_0.png differ diff --git a/level/tree_0.png.import b/level/tree_0.png.import new file mode 100644 index 0000000..79a10a6 --- /dev/null +++ b/level/tree_0.png.import @@ -0,0 +1,38 @@ +[remap] + +importer="texture" +type="CompressedTexture2D" +uid="uid://cguh4msa4ua0w" +path.s3tc="res://.godot/imported/tree_0.png-03f9f451280c11169335ce243fdf017b.s3tc.ctex" +metadata={ +"imported_formats": ["s3tc_bptc"], +"vram_texture": true +} +generator_parameters={ +"md5": "69ea8c94211356eb3d232bb9f96f624c" +} + +[deps] + +source_file="res://level/tree_0.png" +dest_files=["res://.godot/imported/tree_0.png-03f9f451280c11169335ce243fdf017b.s3tc.ctex"] + +[params] + +compress/mode=2 +compress/high_quality=false +compress/lossy_quality=0.7 +compress/hdr_compression=1 +compress/normal_map=0 +compress/channel_pack=0 +mipmaps/generate=true +mipmaps/limit=-1 +roughness/mode=0 +roughness/src_normal="" +process/fix_alpha_border=true +process/premult_alpha=false +process/normal_map_invert_y=false +process/hdr_as_srgb=false +process/hdr_clamp_exposure=false +process/size_limit=0 +detect_3d/compress_to=0 diff --git a/level/tree_1.png b/level/tree_1.png new file mode 100644 index 0000000..b6ee0c9 Binary files /dev/null and b/level/tree_1.png differ diff --git a/level/tree_1.png.import b/level/tree_1.png.import new file mode 100644 index 0000000..c47f22c --- /dev/null +++ b/level/tree_1.png.import @@ -0,0 +1,38 @@ +[remap] + +importer="texture" +type="CompressedTexture2D" +uid="uid://dmphfvhyr2cv" +path.s3tc="res://.godot/imported/tree_1.png-a26704cd92e06449499b7b4523358da1.s3tc.ctex" +metadata={ +"imported_formats": ["s3tc_bptc"], +"vram_texture": true +} +generator_parameters={ +"md5": "40700f48bdb1c5a0450a95513193fa8d" +} + +[deps] + +source_file="res://level/tree_1.png" +dest_files=["res://.godot/imported/tree_1.png-a26704cd92e06449499b7b4523358da1.s3tc.ctex"] + +[params] + +compress/mode=2 +compress/high_quality=false +compress/lossy_quality=0.7 +compress/hdr_compression=1 +compress/normal_map=0 +compress/channel_pack=0 +mipmaps/generate=true +mipmaps/limit=-1 +roughness/mode=0 +roughness/src_normal="" +process/fix_alpha_border=true +process/premult_alpha=false +process/normal_map_invert_y=false +process/hdr_as_srgb=false +process/hdr_clamp_exposure=false +process/size_limit=0 +detect_3d/compress_to=0 diff --git a/level/water.gdshader b/level/water.gdshader new file mode 100644 index 0000000..841203f --- /dev/null +++ b/level/water.gdshader @@ -0,0 +1,55 @@ +shader_type spatial; +render_mode blend_mix, depth_draw_opaque, cull_back, diffuse_lambert, specular_schlick_ggx; + +uniform vec3 albedo : source_color; +uniform sampler2D water_texture1; +uniform sampler2D water_texture2; +uniform sampler2D noise_texture; +uniform vec2 scroll_speed1 = vec2(0.05, 0.0); +uniform vec2 scroll_speed2 = vec2(-0.03, 0.0); +uniform float blend_factor = 0.5; +uniform vec2 scale1 = vec2(1.0, 1.0); +uniform vec2 scale2 = vec2(1.0, 1.0); +uniform float wave_strength = 1.0; +uniform float wave_scale = 0.02; +uniform int pixelation_level = 64; +uniform float FoamSize = 0.5; +uniform sampler2D DepthTexture : hint_depth_texture; +uniform float WaterOpacity = 1.0; +uniform float FoamGlowIntensity = 0.5; + +void vertex() { + vec2 global_position = (MODEL_MATRIX * vec4(VERTEX, 1.0)).xz; + float noise_value = texture(noise_texture, global_position * wave_scale).r; + float wave = sin(global_position.x * 0.2 + global_position.y * 0.2 + TIME + noise_value * 10.0) * wave_strength; + VERTEX.y += wave; +} + +void fragment() { + vec2 scaledUV1 = UV * scale1; + vec2 scaledUV2 = UV * scale2; + vec2 scrolledUV1 = scaledUV1 + scroll_speed1 * TIME; + vec2 scrolledUV2 = scaledUV2 + scroll_speed2 * TIME; + scrolledUV1 = mod(scrolledUV1, vec2(1.0, 1.0)); + scrolledUV2 = mod(scrolledUV2, vec2(1.0, 1.0)); + scrolledUV1 = floor(scrolledUV1 * float(pixelation_level)) / float(pixelation_level); + scrolledUV2 = floor(scrolledUV2 * float(pixelation_level)) / float(pixelation_level); + + vec4 water_color1 = texture(water_texture1, scrolledUV1); + vec4 water_color2 = texture(water_texture2, scrolledUV2); + vec4 blended_water_color = mix(water_color1, water_color2, blend_factor); + + float depthValue = texture(DepthTexture, SCREEN_UV).r; + vec4 worldPosition = INV_PROJECTION_MATRIX * vec4(SCREEN_UV * 2.0 - 1.0, depthValue, 1.0); + worldPosition.xyz /= worldPosition.w; + float foamEffect = clamp(1.0 - smoothstep(worldPosition.z + FoamSize, worldPosition.z, VERTEX.z), 0.0, 1.0); + float foamOpacity = 1.0 - foamEffect; + float foamEffectRounded = round(foamOpacity); + float finalOpacity = foamEffectRounded + WaterOpacity; + + ALBEDO = water_color1.xyz; + ALPHA = finalOpacity; + //EMISSION = vec3(foamEffectRounded) * FoamGlowIntensity; + METALLIC = 0.0; + ROUGHNESS = 1.0; +} \ No newline at end of file diff --git a/level/windo.jpg b/level/windo.jpg new file mode 100644 index 0000000..fc43654 Binary files /dev/null and b/level/windo.jpg differ diff --git a/level/windo.jpg.import b/level/windo.jpg.import new file mode 100644 index 0000000..287460b --- /dev/null +++ b/level/windo.jpg.import @@ -0,0 +1,35 @@ +[remap] + +importer="texture" +type="CompressedTexture2D" +uid="uid://jr7y13qfgqjw" +path.s3tc="res://.godot/imported/windo.jpg-66128e6929da86296d61afb4fe53c7b9.s3tc.ctex" +metadata={ +"imported_formats": ["s3tc_bptc"], +"vram_texture": true +} + +[deps] + +source_file="res://level/windo.jpg" +dest_files=["res://.godot/imported/windo.jpg-66128e6929da86296d61afb4fe53c7b9.s3tc.ctex"] + +[params] + +compress/mode=2 +compress/high_quality=false +compress/lossy_quality=0.7 +compress/hdr_compression=1 +compress/normal_map=0 +compress/channel_pack=0 +mipmaps/generate=true +mipmaps/limit=-1 +roughness/mode=0 +roughness/src_normal="" +process/fix_alpha_border=true +process/premult_alpha=false +process/normal_map_invert_y=false +process/hdr_as_srgb=false +process/hdr_clamp_exposure=false +process/size_limit=0 +detect_3d/compress_to=0 diff --git a/mainmenu.gd b/mainmenu.gd new file mode 100644 index 0000000..cd26623 --- /dev/null +++ b/mainmenu.gd @@ -0,0 +1,14 @@ +extends Node3D + +@onready var policerobot: CharacterBody3D = $policerobot +@onready var pelvis: Node3D = $policerobot/Node/base/pelvis + +# Called when the node enters the scene tree for the first time. +func _ready() -> void: + pass # Replace with function body. + + +# Called every frame. 'delta' is the elapsed time since the previous frame. +func _process(delta: float) -> void: + policerobot.rotation.y += delta + pelvis.rotation.y -= delta diff --git a/mainmenu.tscn b/mainmenu.tscn new file mode 100644 index 0000000..4d55bb0 --- /dev/null +++ b/mainmenu.tscn @@ -0,0 +1,366 @@ +[gd_scene load_steps=23 format=3 uid="uid://b6ilv8xwrl4dd"] + +[ext_resource type="Script" path="res://mainmenu.gd" id="1_d4m3v"] +[ext_resource type="PackedScene" uid="uid://b578veviuyolk" path="res://player/policerobot.gltf" id="1_ri145"] +[ext_resource type="Material" uid="uid://d0uoy1ihwb4c8" path="res://level/streetmaterial.tres" id="3_6ovh2"] +[ext_resource type="Material" uid="uid://cxtxm20vm1v0y" path="res://level/housematerial.tres" id="4_5xuvc"] +[ext_resource type="Material" uid="uid://bo7p14voeendf" path="res://level/brickwall_material.tres" id="5_b1uks"] +[ext_resource type="Texture2D" uid="uid://c6x7cpyc3s57s" path="res://ui/raider title.png" id="6_pen7c"] +[ext_resource type="AudioStream" uid="uid://bquih7puk711s" path="res://ui/armorhit.ogg" id="7_h5gh4"] +[ext_resource type="AudioStream" uid="uid://nmgx57isjld3" path="res://ui/rough_sketch3.mp3" id="8_s0m18"] +[ext_resource type="FontFile" uid="uid://cxsy0lcmx4shj" path="res://ui/Kenney Pixel.ttf" id="9_c53hh"] +[ext_resource type="Texture2D" uid="uid://dq635fgef7krw" path="res://ui/raiderbutton.png" id="10_s7ynm"] +[ext_resource type="Texture2D" uid="uid://dtiygj2v6kfpw" path="res://ui/raiderbuttonpressed.png" id="11_suufq"] +[ext_resource type="LabelSettings" uid="uid://ctjkw4olkyj6p" path="res://ui/buttonsettings.tres" id="12_fau86"] +[ext_resource type="Script" path="res://ui/start_button.gd" id="12_k22ff"] + +[sub_resource type="ProceduralSkyMaterial" id="ProceduralSkyMaterial_gm00t"] +sky_horizon_color = Color(0.64625, 0.65575, 0.67075, 1) +ground_horizon_color = Color(0.64625, 0.65575, 0.67075, 1) + +[sub_resource type="Sky" id="Sky_384u7"] +sky_material = SubResource("ProceduralSkyMaterial_gm00t") + +[sub_resource type="Environment" id="Environment_p2ubo"] +background_mode = 2 +background_energy_multiplier = 0.6 +sky = SubResource("Sky_384u7") +tonemap_mode = 2 + +[sub_resource type="AtlasTexture" id="AtlasTexture_yjr6p"] +atlas = ExtResource("6_pen7c") +region = Rect2(0, 0, 553.492, 180) + +[sub_resource type="Animation" id="Animation_suplv"] +length = 0.001 +tracks/0/type = "value" +tracks/0/imported = false +tracks/0/enabled = true +tracks/0/path = NodePath("RaiderTitle:texture:region") +tracks/0/interp = 1 +tracks/0/loop_wrap = true +tracks/0/keys = { +"times": PackedFloat32Array(0), +"transitions": PackedFloat32Array(1), +"update": 0, +"values": [Rect2(0, 0, 553.492, 180)] +} +tracks/1/type = "value" +tracks/1/imported = false +tracks/1/enabled = true +tracks/1/path = NodePath("ColorRect:color") +tracks/1/interp = 1 +tracks/1/loop_wrap = true +tracks/1/keys = { +"times": PackedFloat32Array(0), +"transitions": PackedFloat32Array(1), +"update": 0, +"values": [Color(0, 0, 0, 1)] +} +tracks/2/type = "value" +tracks/2/imported = false +tracks/2/enabled = true +tracks/2/path = NodePath("Label:modulate") +tracks/2/interp = 1 +tracks/2/loop_wrap = true +tracks/2/keys = { +"times": PackedFloat32Array(0), +"transitions": PackedFloat32Array(1), +"update": 0, +"values": [Color(1, 1, 1, 1)] +} +tracks/3/type = "value" +tracks/3/imported = false +tracks/3/enabled = true +tracks/3/path = NodePath("Label2:modulate") +tracks/3/interp = 1 +tracks/3/loop_wrap = true +tracks/3/keys = { +"times": PackedFloat32Array(0), +"transitions": PackedFloat32Array(1), +"update": 0, +"values": [Color(1, 1, 1, 1)] +} +tracks/4/type = "value" +tracks/4/imported = false +tracks/4/enabled = true +tracks/4/path = NodePath("Label3:modulate") +tracks/4/interp = 1 +tracks/4/loop_wrap = true +tracks/4/keys = { +"times": PackedFloat32Array(0), +"transitions": PackedFloat32Array(1), +"update": 0, +"values": [Color(1, 1, 1, 1)] +} +tracks/5/type = "value" +tracks/5/imported = false +tracks/5/enabled = true +tracks/5/path = NodePath("Label4:modulate") +tracks/5/interp = 1 +tracks/5/loop_wrap = true +tracks/5/keys = { +"times": PackedFloat32Array(0), +"transitions": PackedFloat32Array(1), +"update": 0, +"values": [Color(1, 1, 1, 1)] +} + +[sub_resource type="Animation" id="Animation_owin3"] +resource_name = "new_animation" +length = 30.0 +step = 0.1 +tracks/0/type = "value" +tracks/0/imported = false +tracks/0/enabled = true +tracks/0/path = NodePath("RaiderTitle:texture:region") +tracks/0/interp = 0 +tracks/0/loop_wrap = true +tracks/0/keys = { +"times": PackedFloat32Array(0, 20.1, 20.2406, 20.3813, 20.5219, 20.6625, 20.8031, 20.9438), +"transitions": PackedFloat32Array(1, 1, 1, 1, 1, 1, 1, 1), +"update": 0, +"values": [Rect2(0, 0, 1, 180), Rect2(0, 0, 1, 180), Rect2(0, 0, 260, 180), Rect2(0, 0, 540, 180), Rect2(0, 0, 720, 180), Rect2(0, 0, 1020, 180), Rect2(0, 0, 1280, 180), Rect2(0, 0, 1555, 180)] +} +tracks/1/type = "method" +tracks/1/imported = false +tracks/1/enabled = true +tracks/1/path = NodePath("AudioStreamPlayer") +tracks/1/interp = 1 +tracks/1/loop_wrap = true +tracks/1/keys = { +"times": PackedFloat32Array(20.2406, 20.3813, 20.5219, 20.6625, 20.8031, 20.9438), +"transitions": PackedFloat32Array(1, 1, 1, 1, 1, 1), +"values": [{ +"args": [0.0], +"method": &"play" +}, { +"args": [0.0], +"method": &"play" +}, { +"args": [0.0], +"method": &"play" +}, { +"args": [0.0], +"method": &"play" +}, { +"args": [0.0], +"method": &"play" +}, { +"args": [0.0], +"method": &"play" +}] +} +tracks/2/type = "value" +tracks/2/imported = false +tracks/2/enabled = true +tracks/2/path = NodePath("ColorRect:color") +tracks/2/interp = 1 +tracks/2/loop_wrap = true +tracks/2/keys = { +"times": PackedFloat32Array(0, 19, 20), +"transitions": PackedFloat32Array(1, 1, 1), +"update": 0, +"values": [Color(0, 0, 0, 1), Color(0, 0, 0, 1), Color(0, 0, 0, 0)] +} +tracks/3/type = "value" +tracks/3/imported = false +tracks/3/enabled = 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id="LabelSettings_ot3hc"] +font = ExtResource("9_c53hh") +font_size = 32 + +[node name="Node3D" type="Node3D"] +script = ExtResource("1_d4m3v") + +[node name="WorldEnvironment" type="WorldEnvironment" parent="."] +environment = SubResource("Environment_p2ubo") + +[node name="DirectionalLight3D" type="DirectionalLight3D" parent="."] +transform = Transform3D(-0.866023, -0.433016, 0.250001, 0, 0.499998, 0.866027, -0.500003, 0.749999, -0.43301, 0, 0, 0) +light_energy = 0.425 +shadow_enabled = true + +[node name="policerobot" parent="." instance=ExtResource("1_ri145")] + +[node name="Camera3D" type="Camera3D" parent="."] +transform = Transform3D(-0.789107, -0.152262, -0.595085, 0, 0.968791, -0.24788, 0.614256, -0.195604, -0.76448, -1.54836, 0.584823, -3.46585) + +[node name="CSGBox3D" type="CSGBox3D" parent="."] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 0, -0.5, 0) +size = Vector3(100, 1, 100) +material = ExtResource("3_6ovh2") + +[node name="CSGBox3D2" type="CSGBox3D" parent="."] +transform = Transform3D(0.965926, 0, 0.258819, 0, 1, 0, -0.258819, 0, 0.965926, 16, 8.5, 6) +size = Vector3(17, 18, 17) +material = ExtResource("4_5xuvc") + +[node name="CSGBox3D3" type="CSGBox3D" parent="."] +transform = Transform3D(0.965926, 0, -0.258819, 0, 1, 0, 0.258819, 0, 0.965926, 5.71037, 1, 18.2) +size = Vector3(49, 3, 1) +material = ExtResource("5_b1uks") + +[node name="RaiderTitle" type="Sprite2D" parent="."] +position = Vector2(329, 158) +scale = Vector2(0.35, 0.35) +texture = SubResource("AtlasTexture_yjr6p") + +[node name="AnimationPlayer" type="AnimationPlayer" parent="."] +libraries = { +"": SubResource("AnimationLibrary_b84om") +} +autoplay = "new_animation" + +[node name="AudioStreamPlayer" type="AudioStreamPlayer" parent="."] +stream = SubResource("AudioStreamRandomizer_apg78") +volume_db = -8.0 +max_polyphony = 4 +bus = &"SFX" + +[node name="AudioStreamPlayer2" type="AudioStreamPlayer" parent="."] +stream = ExtResource("8_s0m18") +volume_db = -10.225 +autoplay = true +bus = &"MUSIC" + +[node name="TextureButton" type="TextureButton" parent="."] +offset_left = 208.0 +offset_top = 403.0 +offset_right = 1122.0 +offset_bottom = 638.0 +scale = Vector2(0.25, 0.25) +texture_normal = ExtResource("10_s7ynm") +texture_pressed = ExtResource("11_suufq") +script = ExtResource("12_k22ff") + +[node name="Label" type="Label" parent="TextureButton"] +layout_mode = 1 +anchors_preset = 8 +anchor_left = 0.5 +anchor_top = 0.5 +anchor_right = 0.5 +anchor_bottom = 0.5 +offset_left = -162.5 +offset_top = -35.0 +offset_right = 162.5 +offset_bottom = 35.0 +grow_horizontal = 2 +grow_vertical = 2 +text = "Start Game" +label_settings = ExtResource("12_fau86") + +[node name="ColorRect" type="ColorRect" parent="."] +anchors_preset = 15 +anchor_right = 1.0 +anchor_bottom = 1.0 +grow_horizontal = 2 +grow_vertical = 2 +mouse_filter = 2 +color = Color(0, 0, 0, 1) + +[node name="Label" type="Label" parent="."] +anchors_preset = 15 +anchor_right = 1.0 +anchor_bottom = 1.0 +grow_horizontal = 2 +grow_vertical = 2 +text = "In the grim future of the 21st Century" +label_settings = SubResource("LabelSettings_ot3hc") +horizontal_alignment = 1 +vertical_alignment = 1 + +[node name="Label2" type="Label" parent="."] +anchors_preset = 15 +anchor_right = 1.0 +anchor_bottom = 1.0 +grow_horizontal = 2 +grow_vertical = 2 +text = "There is only crime" +label_settings = SubResource("LabelSettings_ot3hc") +horizontal_alignment = 1 +vertical_alignment = 1 + +[node name="Label3" type="Label" parent="."] +anchors_preset = 15 +anchor_right = 1.0 +anchor_bottom = 1.0 +grow_horizontal = 2 +grow_vertical = 2 +text = "That's why you've been asigned +to the rapid AI drone emergency response" +label_settings = SubResource("LabelSettings_ot3hc") +horizontal_alignment = 1 +vertical_alignment = 1 + +[node name="Label4" type="Label" parent="."] +anchors_preset = 15 +anchor_right = 1.0 +anchor_bottom = 1.0 +grow_horizontal = 2 +grow_vertical = 2 +text = "Or, as it is usually called..." +label_settings = SubResource("LabelSettings_ot3hc") +horizontal_alignment = 1 +vertical_alignment = 1 + +[connection signal="pressed" from="TextureButton" to="TextureButton" method="_on_pressed"] + +[editable path="policerobot"] diff --git a/mechwarrior-3-is-one-of-my-favorite-vehicle-combat-games-of-v0-n0z89pks5iua1.webp b/mechwarrior-3-is-one-of-my-favorite-vehicle-combat-games-of-v0-n0z89pks5iua1.webp new file mode 100644 index 0000000..0662326 Binary files /dev/null and b/mechwarrior-3-is-one-of-my-favorite-vehicle-combat-games-of-v0-n0z89pks5iua1.webp differ diff --git a/mechwarrior-3-is-one-of-my-favorite-vehicle-combat-games-of-v0-n0z89pks5iua1.webp.import b/mechwarrior-3-is-one-of-my-favorite-vehicle-combat-games-of-v0-n0z89pks5iua1.webp.import new file mode 100644 index 0000000..774ff9a --- /dev/null +++ b/mechwarrior-3-is-one-of-my-favorite-vehicle-combat-games-of-v0-n0z89pks5iua1.webp.import @@ -0,0 +1,34 @@ +[remap] + +importer="texture" +type="CompressedTexture2D" +uid="uid://bu0cyd30sqy5o" +path="res://.godot/imported/mechwarrior-3-is-one-of-my-favorite-vehicle-combat-games-of-v0-n0z89pks5iua1.webp-30ac7d9e6ccf3ca07ccb8dc4b8e0765b.ctex" +metadata={ +"vram_texture": false +} + +[deps] + +source_file="res://mechwarrior-3-is-one-of-my-favorite-vehicle-combat-games-of-v0-n0z89pks5iua1.webp" +dest_files=["res://.godot/imported/mechwarrior-3-is-one-of-my-favorite-vehicle-combat-games-of-v0-n0z89pks5iua1.webp-30ac7d9e6ccf3ca07ccb8dc4b8e0765b.ctex"] + +[params] + +compress/mode=0 +compress/high_quality=false +compress/lossy_quality=0.7 +compress/hdr_compression=1 +compress/normal_map=0 +compress/channel_pack=0 +mipmaps/generate=false +mipmaps/limit=-1 +roughness/mode=0 +roughness/src_normal="" +process/fix_alpha_border=true +process/premult_alpha=false +process/normal_map_invert_y=false +process/hdr_as_srgb=false +process/hdr_clamp_exposure=false +process/size_limit=0 +detect_3d/compress_to=1 diff --git a/player/enemy_detector.gd b/player/enemy_detector.gd new file mode 100644 index 0000000..3fd4481 --- /dev/null +++ b/player/enemy_detector.gd @@ -0,0 +1,29 @@ +extends Area3D + +var current_target: Node3D + +signal new_target(value: Node3D) + + +func _physics_process(delta: float) -> void: + var candidate : Node3D + for body in get_overlapping_bodies(): + if !is_instance_valid(candidate): + candidate = body + else: + if global_position.distance_to(candidate.global_position) > global_position.distance_to(body.global_position): + candidate = body + if is_instance_valid(candidate): + if candidate == current_target: + return + else: + current_target = candidate + new_target.emit(current_target) + HudSignalBus.new_weapon_target.emit(current_target) + else: + if is_instance_valid(current_target): + current_target = null + new_target.emit(current_target) + HudSignalBus.new_weapon_target.emit(current_target) + + diff --git a/player/pickup/HealthPickup.gltf b/player/pickup/HealthPickup.gltf 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"}],"meshes":[{"primitives":[{"mode":4,"attributes":{"POSITION":0,"NORMAL":1,"TEXCOORD_0":2},"indices":3,"material":0}]}]} \ No newline at end of file diff --git a/player/pickup/HealthPickup.gltf.import b/player/pickup/HealthPickup.gltf.import new file mode 100644 index 0000000..03b4765 --- /dev/null +++ b/player/pickup/HealthPickup.gltf.import @@ -0,0 +1,36 @@ +[remap] + +importer="scene" +importer_version=1 +type="PackedScene" +uid="uid://btimsrtpykehv" +path="res://.godot/imported/HealthPickup.gltf-2c1e7d646dfcc91839ef4b12b4b21b5a.scn" + +[deps] + +source_file="res://player/pickup/HealthPickup.gltf" +dest_files=["res://.godot/imported/HealthPickup.gltf-2c1e7d646dfcc91839ef4b12b4b21b5a.scn"] + +[params] + +nodes/root_type="" +nodes/root_name="" +nodes/apply_root_scale=true +nodes/root_scale=1.0 +nodes/import_as_skeleton_bones=false +meshes/ensure_tangents=true +meshes/generate_lods=true +meshes/create_shadow_meshes=true +meshes/light_baking=1 +meshes/lightmap_texel_size=0.2 +meshes/force_disable_compression=false +skins/use_named_skins=true +animation/import=true +animation/fps=30 +animation/trimming=false +animation/remove_immutable_tracks=true +animation/import_rest_as_RESET=false +import_script/path="" +_subresources={} +gltf/naming_version=1 +gltf/embedded_image_handling=1 diff --git a/player/pickup/HealthPickup_0.png b/player/pickup/HealthPickup_0.png new file mode 100644 index 0000000..188ea35 Binary files /dev/null and b/player/pickup/HealthPickup_0.png differ diff --git a/player/pickup/HealthPickup_0.png.import b/player/pickup/HealthPickup_0.png.import new file mode 100644 index 0000000..79b9883 --- /dev/null +++ b/player/pickup/HealthPickup_0.png.import @@ -0,0 +1,38 @@ +[remap] + +importer="texture" +type="CompressedTexture2D" +uid="uid://ch3f7fgb8vjf" +path.s3tc="res://.godot/imported/HealthPickup_0.png-d0226eab55f583d1ac8fd5099b1b8d03.s3tc.ctex" +metadata={ +"imported_formats": ["s3tc_bptc"], +"vram_texture": true +} +generator_parameters={ +"md5": "bcba089f73d750a5aaea7e864d992542" +} + +[deps] + +source_file="res://player/pickup/HealthPickup_0.png" +dest_files=["res://.godot/imported/HealthPickup_0.png-d0226eab55f583d1ac8fd5099b1b8d03.s3tc.ctex"] + +[params] + +compress/mode=2 +compress/high_quality=false +compress/lossy_quality=0.7 +compress/hdr_compression=1 +compress/normal_map=0 +compress/channel_pack=0 +mipmaps/generate=true +mipmaps/limit=-1 +roughness/mode=0 +roughness/src_normal="" +process/fix_alpha_border=true +process/premult_alpha=false +process/normal_map_invert_y=false +process/hdr_as_srgb=false +process/hdr_clamp_exposure=false +process/size_limit=0 +detect_3d/compress_to=0 diff --git a/player/pickup/health_pickup.gd b/player/pickup/health_pickup.gd new file mode 100644 index 0000000..a01790a --- /dev/null +++ b/player/pickup/health_pickup.gd @@ -0,0 +1,13 @@ +extends Area3D +class_name HealthPickup + +@export var value : int = 500 + +# Called when the node enters the scene tree for the first time. +func _ready() -> void: + pass # Replace with function body. + + +# Called every frame. 'delta' is the elapsed time since the previous frame. +func _process(delta: float) -> void: + pass diff --git a/player/pickup/health_pickup.tscn b/player/pickup/health_pickup.tscn new file mode 100644 index 0000000..57f62aa --- /dev/null +++ b/player/pickup/health_pickup.tscn @@ -0,0 +1,102 @@ +[gd_scene load_steps=10 format=3 uid="uid://c6uobc6kd3v0t"] + +[ext_resource type="PackedScene" uid="uid://btimsrtpykehv" path="res://player/pickup/HealthPickup.gltf" id="1_8xcsi"] +[ext_resource type="Script" path="res://player/pickup/health_pickup.gd" id="1_ip3u3"] +[ext_resource type="Texture2D" uid="uid://byda217s5cq8v" path="res://effects/light_01.png" id="2_2ivc6"] + +[sub_resource type="StandardMaterial3D" id="StandardMaterial3D_sj4ns"] +transparency = 1 +shading_mode = 0 +albedo_color = Color(0.623529, 1, 1, 1) +albedo_texture = ExtResource("2_2ivc6") +billboard_mode = 1 + +[sub_resource type="QuadMesh" id="QuadMesh_icasn"] +material = SubResource("StandardMaterial3D_sj4ns") +size = Vector2(3, 3) + +[sub_resource type="SphereShape3D" id="SphereShape3D_2mnc6"] +radius = 1.0 + +[sub_resource type="Animation" id="Animation_6bb8s"] +length = 0.001 +tracks/0/type = "value" +tracks/0/imported = false +tracks/0/enabled = true +tracks/0/path = NodePath("blockbench_export:position") +tracks/0/interp = 1 +tracks/0/loop_wrap = true +tracks/0/keys = { +"times": PackedFloat32Array(0), +"transitions": PackedFloat32Array(1), +"update": 0, +"values": [Vector3(0, 0, 0)] +} +tracks/1/type = "value" +tracks/1/imported = false +tracks/1/enabled = true +tracks/1/path = NodePath("blockbench_export:rotation") +tracks/1/interp = 1 +tracks/1/loop_wrap = true +tracks/1/keys = { +"times": PackedFloat32Array(0), +"transitions": PackedFloat32Array(1), +"update": 0, +"values": [Vector3(0, 0, 0)] +} + +[sub_resource type="Animation" id="Animation_s83ec"] +resource_name = "idle" +length = 2.0 +loop_mode = 1 +tracks/0/type = "value" +tracks/0/imported = false +tracks/0/enabled = true +tracks/0/path = NodePath("blockbench_export:position") +tracks/0/interp = 2 +tracks/0/loop_wrap = true +tracks/0/keys = { +"times": PackedFloat32Array(0, 1, 2), +"transitions": PackedFloat32Array(1, 1, 1), +"update": 0, +"values": [Vector3(0, 0, 0), Vector3(0, 0.5, 0), Vector3(0, 0, 0)] +} +tracks/1/type = "value" +tracks/1/imported = false +tracks/1/enabled = true +tracks/1/path = NodePath("blockbench_export:rotation") +tracks/1/interp = 1 +tracks/1/loop_wrap = true +tracks/1/keys = { +"times": PackedFloat32Array(0, 1, 2), +"transitions": PackedFloat32Array(1, 1, 1), +"update": 0, +"values": [Vector3(0, 0, 0), Vector3(0, -3.14159, 0), Vector3(0, -6.28319, 0)] +} + +[sub_resource type="AnimationLibrary" id="AnimationLibrary_mb1pw"] +_data = { +"RESET": SubResource("Animation_6bb8s"), +"idle": SubResource("Animation_s83ec") +} + +[node name="HealthPickup" type="Area3D"] +collision_layer = 128 +collision_mask = 0 +script = ExtResource("1_ip3u3") + +[node name="blockbench_export" parent="." instance=ExtResource("1_8xcsi")] + +[node name="MeshInstance3D" type="MeshInstance3D" parent="blockbench_export"] +transform = Transform3D(1, 0, 7.45058e-09, 0, 1, 0, -7.45058e-09, 0, 1, 0, 0, 0) +mesh = SubResource("QuadMesh_icasn") + +[node name="CollisionShape3D" type="CollisionShape3D" parent="."] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 0, 0.5, 0) +shape = SubResource("SphereShape3D_2mnc6") + +[node name="AnimationPlayer" type="AnimationPlayer" parent="."] +libraries = { +"": SubResource("AnimationLibrary_mb1pw") +} +autoplay = "idle" diff --git a/player/pickup/minigun_pickup.tscn b/player/pickup/minigun_pickup.tscn new file mode 100644 index 0000000..8e8d270 --- /dev/null +++ b/player/pickup/minigun_pickup.tscn @@ -0,0 +1,126 @@ +[gd_scene load_steps=11 format=3 uid="uid://cm2k4whjr4jbm"] + +[ext_resource type="Script" path="res://player/pickup/weapon_pickup.gd" id="1_5nqsp"] +[ext_resource type="PackedScene" uid="uid://copmw7akys6hi" path="res://player/pickup/minigunpickup.gltf" id="2_w18s1"] +[ext_resource type="AudioStream" uid="uid://bo224qk0te7h3" path="res://player/pickup/reload.ogg" id="3_vrtw7"] + +[sub_resource type="SphereShape3D" id="SphereShape3D_hyxwk"] +radius = 1.0 + +[sub_resource type="CompressedTexture2D" id="CompressedTexture2D_2b65r"] +load_path = "res://.godot/imported/light_01.png-043e946f6df880e55d2a4615e19b1007.s3tc.ctex" + +[sub_resource type="StandardMaterial3D" id="StandardMaterial3D_65ex1"] +transparency = 1 +blend_mode = 1 +shading_mode = 0 +albedo_color = Color(1, 0.889936, 0.611993, 1) +albedo_texture = SubResource("CompressedTexture2D_2b65r") +billboard_mode = 1 + +[sub_resource type="QuadMesh" id="QuadMesh_6n3gu"] +material = SubResource("StandardMaterial3D_65ex1") +size = Vector2(3, 3) + +[sub_resource type="Animation" id="Animation_unsla"] +length = 0.001 +loop_mode = 1 +tracks/0/type = "value" +tracks/0/imported = false +tracks/0/enabled = true +tracks/0/path = NodePath("Node3D:position") +tracks/0/interp = 1 +tracks/0/loop_wrap = true +tracks/0/keys = { +"times": PackedFloat32Array(0), +"transitions": PackedFloat32Array(1), +"update": 0, +"values": [Vector3(0, 0, 0)] +} +tracks/1/type = "value" +tracks/1/imported = false +tracks/1/enabled = true +tracks/1/path = NodePath("Node3D:rotation") +tracks/1/interp = 1 +tracks/1/loop_wrap = true +tracks/1/keys = { +"times": PackedFloat32Array(0), +"transitions": PackedFloat32Array(1), +"update": 0, +"values": [Vector3(0, 0, 0)] +} + +[sub_resource type="Animation" id="Animation_gajwr"] +resource_name = "idle" +length = 2.0 +loop_mode = 1 +tracks/0/type = "value" +tracks/0/imported = false +tracks/0/enabled = true +tracks/0/path = NodePath("Node3D:position") +tracks/0/interp = 2 +tracks/0/loop_wrap = true +tracks/0/keys = { +"times": PackedFloat32Array(0, 1, 2), +"transitions": PackedFloat32Array(1, 1, 1), +"update": 0, +"values": [Vector3(0, 0, 0), Vector3(0, 0.5, 0), Vector3(0, 0, 0)] +} +tracks/1/type = "value" +tracks/1/imported = false +tracks/1/enabled = true +tracks/1/path = NodePath("Node3D:rotation") +tracks/1/interp = 1 +tracks/1/loop_wrap = true +tracks/1/keys = { +"times": PackedFloat32Array(0, 1, 2), +"transitions": PackedFloat32Array(1, 1, 1), +"update": 0, +"values": [Vector3(0, 0, 0), Vector3(0, 3.14159, 0), Vector3(0, 6.28319, 0)] +} + +[sub_resource type="AnimationLibrary" id="AnimationLibrary_ah1ey"] +_data = { +"RESET": SubResource("Animation_unsla"), +"idle": SubResource("Animation_gajwr") +} + +[node name="MinigunPickup" type="Area3D"] +collision_layer = 256 +collision_mask = 0 +script = ExtResource("1_5nqsp") +signal_name = "minigun" +value = 100 + +[node name="CollisionShape3D" type="CollisionShape3D" parent="."] +shape = SubResource("SphereShape3D_hyxwk") + +[node name="Node3D" type="Node3D" parent="."] + +[node name="MeshInstance3D" type="MeshInstance3D" parent="Node3D"] +transform = Transform3D(1, 0, 7.45058e-09, 0, 1, 0, -7.45058e-09, 0, 1, 0, 0, 0) +mesh = SubResource("QuadMesh_6n3gu") + +[node name="MeshInstance3D2" type="MeshInstance3D" parent="Node3D"] +transform = Transform3D(1, 0, 7.45058e-09, 0, 1, 0, -7.45058e-09, 0, 1, 0, 0, 0) +mesh = SubResource("QuadMesh_6n3gu") + +[node name="blockbench_export" parent="Node3D" instance=ExtResource("2_w18s1")] +transform = Transform3D(1.5, 0, 0, 0, 1.5, 0, 0, 0, 1.5, 0, 0, 0.3) + +[node name="blockbench_export2" parent="Node3D" instance=ExtResource("2_w18s1")] +transform = Transform3D(1.5, 0, 0, 0, 1.5, 0, 0, 0, 1.5, 0, 0, 0) + +[node name="blockbench_export3" parent="Node3D" instance=ExtResource("2_w18s1")] +transform = Transform3D(1.5, 0, 0, 0, 1.5, 0, 0, 0, 1.5, 0, 0, -0.3) + +[node name="AnimationPlayer" type="AnimationPlayer" parent="."] +libraries = { +"": SubResource("AnimationLibrary_ah1ey") +} +autoplay = "idle" + +[node name="AudioStreamPlayer" type="AudioStreamPlayer" parent="."] +stream = ExtResource("3_vrtw7") +max_polyphony = 2 +bus = &"SFX" diff --git 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+animation/trimming=false +animation/remove_immutable_tracks=true +animation/import_rest_as_RESET=false +import_script/path="" +_subresources={} +gltf/naming_version=1 +gltf/embedded_image_handling=1 diff --git a/player/pickup/minigunpickup_0.png b/player/pickup/minigunpickup_0.png new file mode 100644 index 0000000..32dd986 Binary files /dev/null and b/player/pickup/minigunpickup_0.png differ diff --git a/player/pickup/minigunpickup_0.png.import b/player/pickup/minigunpickup_0.png.import new file mode 100644 index 0000000..7e8629a --- /dev/null +++ b/player/pickup/minigunpickup_0.png.import @@ -0,0 +1,38 @@ +[remap] + +importer="texture" +type="CompressedTexture2D" +uid="uid://b76wr8vjkf2ag" +path.s3tc="res://.godot/imported/minigunpickup_0.png-60892a2e6d681b078deba8302a471ada.s3tc.ctex" +metadata={ +"imported_formats": ["s3tc_bptc"], +"vram_texture": true +} +generator_parameters={ +"md5": "0e260541caa6d26cf6b3b5f7065f12cf" +} + +[deps] + +source_file="res://player/pickup/minigunpickup_0.png" +dest_files=["res://.godot/imported/minigunpickup_0.png-60892a2e6d681b078deba8302a471ada.s3tc.ctex"] + +[params] + +compress/mode=2 +compress/high_quality=false +compress/lossy_quality=0.7 +compress/hdr_compression=1 +compress/normal_map=0 +compress/channel_pack=0 +mipmaps/generate=true +mipmaps/limit=-1 +roughness/mode=0 +roughness/src_normal="" +process/fix_alpha_border=true +process/premult_alpha=false +process/normal_map_invert_y=false +process/hdr_as_srgb=false +process/hdr_clamp_exposure=false +process/size_limit=0 +detect_3d/compress_to=0 diff --git a/player/pickup/missile_pickup.tscn b/player/pickup/missile_pickup.tscn new file mode 100644 index 0000000..fd19e78 --- /dev/null +++ b/player/pickup/missile_pickup.tscn @@ -0,0 +1,126 @@ +[gd_scene load_steps=11 format=3 uid="uid://b84kb2tvtcvvs"] + +[ext_resource type="PackedScene" uid="uid://bqay3fxs1k6sp" path="res://player/weapons/missile/missile.gltf" id="1_252rl"] +[ext_resource type="Script" path="res://player/pickup/weapon_pickup.gd" id="1_lfmny"] +[ext_resource type="AudioStream" uid="uid://bo224qk0te7h3" path="res://player/pickup/reload.ogg" id="3_6gai8"] + +[sub_resource type="SphereShape3D" id="SphereShape3D_hyxwk"] +radius = 1.0 + +[sub_resource type="CompressedTexture2D" id="CompressedTexture2D_2b65r"] +load_path = "res://.godot/imported/light_01.png-043e946f6df880e55d2a4615e19b1007.s3tc.ctex" + +[sub_resource type="StandardMaterial3D" id="StandardMaterial3D_65ex1"] +transparency = 1 +blend_mode = 1 +shading_mode = 0 +albedo_color = Color(1, 0.435294, 0.0313726, 1) +albedo_texture = SubResource("CompressedTexture2D_2b65r") +billboard_mode = 1 + +[sub_resource type="QuadMesh" id="QuadMesh_6n3gu"] +material = SubResource("StandardMaterial3D_65ex1") +size = Vector2(3, 3) + +[sub_resource type="Animation" id="Animation_unsla"] +length = 0.001 +loop_mode = 1 +tracks/0/type = "value" +tracks/0/imported = false +tracks/0/enabled = true +tracks/0/path = NodePath("Node3D:position") +tracks/0/interp = 1 +tracks/0/loop_wrap = true +tracks/0/keys = { +"times": PackedFloat32Array(0), +"transitions": PackedFloat32Array(1), +"update": 0, +"values": [Vector3(0, 0, 0)] +} +tracks/1/type = "value" +tracks/1/imported = false +tracks/1/enabled = true +tracks/1/path = NodePath("Node3D:rotation") +tracks/1/interp = 1 +tracks/1/loop_wrap = true +tracks/1/keys = { +"times": PackedFloat32Array(0), +"transitions": PackedFloat32Array(1), +"update": 0, +"values": [Vector3(0, 0, 0)] +} + +[sub_resource type="Animation" id="Animation_gajwr"] +resource_name = "idle" +length = 2.0 +loop_mode = 1 +tracks/0/type = "value" +tracks/0/imported = false +tracks/0/enabled = true +tracks/0/path = NodePath("Node3D:position") +tracks/0/interp = 2 +tracks/0/loop_wrap = true +tracks/0/keys = { +"times": PackedFloat32Array(0, 1, 2), +"transitions": PackedFloat32Array(1, 1, 1), +"update": 0, +"values": [Vector3(0, 0, 0), Vector3(0, 0.5, 0), Vector3(0, 0, 0)] +} +tracks/1/type = "value" +tracks/1/imported = false +tracks/1/enabled = true +tracks/1/path = NodePath("Node3D:rotation") +tracks/1/interp = 1 +tracks/1/loop_wrap = true +tracks/1/keys = { +"times": PackedFloat32Array(0, 1, 2), +"transitions": PackedFloat32Array(1, 1, 1), +"update": 0, +"values": [Vector3(0, 0, 0), Vector3(0, 3.14159, 0), Vector3(0, 6.28319, 0)] +} + +[sub_resource type="AnimationLibrary" id="AnimationLibrary_ah1ey"] +_data = { +"RESET": SubResource("Animation_unsla"), +"idle": SubResource("Animation_gajwr") +} + +[node name="MissilePickup" type="Area3D"] +collision_layer = 256 +collision_mask = 0 +script = ExtResource("1_lfmny") +signal_name = "missile" +value = 15 + +[node name="CollisionShape3D" type="CollisionShape3D" parent="."] +shape = SubResource("SphereShape3D_hyxwk") + +[node name="Node3D" type="Node3D" parent="."] + +[node name="blockbench_export" parent="Node3D" instance=ExtResource("1_252rl")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -0.2, 0, 0) + +[node name="blockbench_export3" parent="Node3D" instance=ExtResource("1_252rl")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 0, 0.3, 0) + +[node name="blockbench_export2" parent="Node3D" instance=ExtResource("1_252rl")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 0.2, 0, 0) + +[node name="MeshInstance3D" type="MeshInstance3D" parent="Node3D"] +transform = Transform3D(1, 0, 7.45058e-09, 0, 1, 0, -7.45058e-09, 0, 1, 0, 0, 0) +mesh = SubResource("QuadMesh_6n3gu") + +[node name="MeshInstance3D2" type="MeshInstance3D" parent="Node3D"] +transform = Transform3D(1, 0, 7.45058e-09, 0, 1, 0, -7.45058e-09, 0, 1, 0, 0, 0) +mesh = SubResource("QuadMesh_6n3gu") + +[node name="AnimationPlayer" type="AnimationPlayer" parent="."] +libraries = { +"": SubResource("AnimationLibrary_ah1ey") +} +autoplay = "idle" + +[node name="AudioStreamPlayer" type="AudioStreamPlayer" parent="."] +stream = ExtResource("3_6gai8") +max_polyphony = 2 +bus = &"SFX" diff --git a/player/pickup/reload.ogg b/player/pickup/reload.ogg new file mode 100644 index 0000000..df69387 Binary files /dev/null and b/player/pickup/reload.ogg differ diff --git a/player/pickup/reload.ogg.import b/player/pickup/reload.ogg.import new file mode 100644 index 0000000..ec981d1 --- /dev/null +++ b/player/pickup/reload.ogg.import @@ -0,0 +1,19 @@ +[remap] + +importer="oggvorbisstr" +type="AudioStreamOggVorbis" +uid="uid://bo224qk0te7h3" +path="res://.godot/imported/reload.ogg-6a97a2c4d386ad5a6fbef255f5f91d2a.oggvorbisstr" + +[deps] + +source_file="res://player/pickup/reload.ogg" +dest_files=["res://.godot/imported/reload.ogg-6a97a2c4d386ad5a6fbef255f5f91d2a.oggvorbisstr"] + +[params] + +loop=false +loop_offset=0 +bpm=0 +beat_count=0 +bar_beats=4 diff --git a/player/pickup/weapon_pickup.gd b/player/pickup/weapon_pickup.gd new file mode 100644 index 0000000..e7940c6 --- /dev/null +++ b/player/pickup/weapon_pickup.gd @@ -0,0 +1,11 @@ +extends Area3D +class_name WeaponPickup + +@export var signal_name : String +@export var value : int + +func activate(): + $AudioStreamPlayer.play() + $Node3D.queue_free() + $CollisionShape3D.queue_free() + $AudioStreamPlayer.finished.connect(queue_free) diff --git a/player/player.gd b/player/player.gd new file mode 100644 index 0000000..724d90c --- /dev/null +++ b/player/player.gd @@ -0,0 +1,76 @@ +extends CharacterBody3D +class_name Player + +var input_dir := Vector2.ZERO +@onready var animation_tree: AnimationTree = $AnimationTree +@onready var pelvis: Node3D = $Node/base/pelvis +var not_dead := true + +@onready var weapon_slot_2: Area3D = $WeaponSlot2 +@onready var weapon_slot: Area3D = $WeaponSlot +@onready var collision_shape_3d: CollisionShape3D = $CollisionShape3D +@onready var player_hit_box: Area3D = $PlayerHitBox +@onready var node: Node3D = $Node +@onready var explosion: Node3D = $Explosion +@onready var audio_stream_player: AudioStreamPlayer = $AudioStreamPlayer + +@export_multiline var death_message : Array[String] +@onready var color_rect: ColorRect = $CanvasLayer/ColorRect + +func handle_dying(): + not_dead = false + weapon_slot_2.queue_free() + weapon_slot.queue_free() + collision_shape_3d.queue_free() + player_hit_box.queue_free() + node.queue_free() + explosion.play() + HudSignalBus.roll_dialog.emit(death_message) + audio_stream_player.play() + get_tree().create_tween().tween_property(color_rect, "color", Color.BLACK, 5) + get_tree().create_timer(5).timeout.connect(foo) + + +func foo(): + get_tree().change_scene_to_file("res://mainmenu.tscn") + +func handle_animations(): + if !not_dead: + return + animation_tree.set("parameters/walk_timescale/scale", (velocity.length())/3) + + if velocity.length() > 0.1: + pelvis.look_at(global_position+velocity) + pelvis.rotation.x = 0 + pelvis.rotation.z = 0 + + if velocity.length() < 0.1 and animation_tree.get("parameters/idle_walk_blend/blend_amount") >= 1: + var tween = get_tree().create_tween() + tween.tween_property(animation_tree, "parameters/idle_walk_blend/blend_amount", 0, .5) + #tween.connect("finished", $FootSoundPlayer.play) + + if (velocity.length()) > 0.1 and animation_tree.get("parameters/idle_walk_blend/blend_amount") == 0: + var tween = get_tree().create_tween() + tween.tween_property(animation_tree, "parameters/idle_walk_blend/blend_amount", 1, .5) + +func _physics_process(delta: float) -> void: + + handle_animations() + + var asd = Vector2.ZERO + if not_dead: + if Input.is_action_just_pressed("shoot3"): + handle_dying() + + asd = Input.get_vector("strafe_left", "strafe_right", "move_front", "move_back")*5 + rotation.y -= delta*Input.get_axis("turn_left","turn_right")*2 + + input_dir = lerp(input_dir, asd, .1) + + var input_velocity = Vector3(input_dir.x, 0, input_dir.y).rotated(Vector3.UP, rotation.y) + velocity.x = input_velocity.x + velocity.z = input_velocity.z + velocity = velocity + Vector3.DOWN*1 + + + move_and_slide() diff --git a/player/player_camera_3d.gd b/player/player_camera_3d.gd new file mode 100644 index 0000000..d1399f6 --- /dev/null +++ b/player/player_camera_3d.gd @@ -0,0 +1,4 @@ +extends Camera3D + +func _ready() -> void: + HudSignalBus.current_camera = self diff --git a/player/policerobot.gltf b/player/policerobot.gltf new file mode 100644 index 0000000..c5af88e --- /dev/null +++ b/player/policerobot.gltf @@ -0,0 +1 @@ +{"asset":{"version":"2.0","generator":"Blockbench 4.12.1 glTF 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/dev/null +++ b/player/policerobot.tscn @@ -0,0 +1,142 @@ +[gd_scene load_steps=21 format=3 uid="uid://dumrr7a54i2oa"] + +[ext_resource type="PackedScene" uid="uid://b578veviuyolk" path="res://player/policerobot.gltf" id="1_ixwro"] +[ext_resource type="Script" path="res://player/player.gd" id="2_j1o06"] +[ext_resource type="PackedScene" uid="uid://b65pxthbmyf36" path="res://player/weapon_slot.tscn" id="3_hxu8r"] +[ext_resource type="Script" path="res://player/player_camera_3d.gd" id="3_igkrx"] +[ext_resource type="Resource" uid="uid://cju6axrqorits" path="res://player/weapons/minigun/minigun.tres" id="4_dhwjp"] +[ext_resource type="Resource" uid="uid://c0u1d6xstrjm1" path="res://player/weapons/missile/missile_launcher.tres" id="5_4yvmh"] +[ext_resource type="Script" path="res://player/enemy_detector.gd" id="6_mhau2"] +[ext_resource type="PackedScene" uid="uid://d2p86lb72dp61" path="res://components/healthcomponent.tscn" id="8_vkusc"] +[ext_resource type="Script" path="res://components/hit_box.gd" id="9_mjhry"] +[ext_resource type="PackedScene" uid="uid://5q0aw58r81vp" path="res://effects/explosion.tscn" id="10_t7674"] +[ext_resource type="AudioStream" uid="uid://dk8hjcoex7mf7" path="res://player/weapons/missile/rocket_explosion.ogg" id="11_u8876"] + +[sub_resource type="CapsuleShape3D" id="CapsuleShape3D_e04f4"] +radius = 0.599865 +height = 1.68 + +[sub_resource type="AnimationNodeAnimation" id="AnimationNodeAnimation_mxqph"] +animation = &"idle" + +[sub_resource type="AnimationNodeBlend2" id="AnimationNodeBlend2_seikj"] + +[sub_resource type="AnimationNodeAnimation" id="AnimationNodeAnimation_pyb5s"] +animation = &"walk" + +[sub_resource type="AnimationNodeTimeScale" id="AnimationNodeTimeScale_l04rj"] + +[sub_resource type="AnimationNodeBlendTree" id="AnimationNodeBlendTree_mn5ki"] +nodes/idle/node = SubResource("AnimationNodeAnimation_mxqph") +nodes/idle/position = Vector2(400, 80) +nodes/idle_walk_blend/node = SubResource("AnimationNodeBlend2_seikj") +nodes/idle_walk_blend/position = Vector2(900, 80) +nodes/output/position = Vector2(1140, 80) +nodes/walk/node = SubResource("AnimationNodeAnimation_pyb5s") +nodes/walk/position = Vector2(391, 333) +nodes/walk_timescale/node = SubResource("AnimationNodeTimeScale_l04rj") +nodes/walk_timescale/position = Vector2(700, 320) +node_connections = [&"idle_walk_blend", 0, &"idle", &"idle_walk_blend", 1, &"walk_timescale", &"output", 0, &"idle_walk_blend", &"walk_timescale", 0, &"walk"] + +[sub_resource type="SphereShape3D" id="SphereShape3D_i41v0"] +radius = 1.0 + +[sub_resource type="ConvexPolygonShape3D" id="ConvexPolygonShape3D_degdo"] +points = PackedVector3Array(0, 0, 0, -7, -7, -15, 7, -7, -15, 7, 7, -15, -7, 7, -15) + +[sub_resource type="SphereShape3D" id="SphereShape3D_5tjuj"] + +[node name="policerobot" instance=ExtResource("1_ixwro")] +collision_layer = 2 +collision_mask = 5 +script = ExtResource("2_j1o06") + +[node name="PlayerCamera3D" type="Camera3D" parent="." index="2"] +transform = Transform3D(1, 0, 0, 0, 0.5, 0.866025, 0, -0.866025, 0.5, 0, 10, 1.75) +current = true +fov = 70.0 +script = ExtResource("3_igkrx") + +[node name="CollisionShape3D" type="CollisionShape3D" parent="." index="3"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 0, 0.833356, 0) +shape = SubResource("CapsuleShape3D_e04f4") + +[node name="AnimationTree" type="AnimationTree" parent="." index="4"] +tree_root = SubResource("AnimationNodeBlendTree_mn5ki") +advance_expression_base_node = NodePath("../AnimationPlayer") +anim_player = NodePath("../AnimationPlayer") +parameters/idle_walk_blend/blend_amount = 0.0 +parameters/walk_timescale/scale = 1.0 + +[node name="WeaponSlot" parent="." index="5" instance=ExtResource("3_hxu8r")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 0.5, 1.3, -0.3) +weapon = ExtResource("4_dhwjp") +max_ammo = 300 + +[node name="CollisionShape3D" type="CollisionShape3D" parent="WeaponSlot" index="1"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -0.5, -0.5, 0) +shape = SubResource("SphereShape3D_i41v0") + +[node name="WeaponSlot2" parent="." index="6" instance=ExtResource("3_hxu8r")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -0.5, 1.3, -0.3) +weapon = ExtResource("5_4yvmh") +weapon_key = "shoot2" +weapon_signal_name = "missile" +max_ammo = 40 + +[node name="CollisionShape3D" type="CollisionShape3D" parent="WeaponSlot2" index="1"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -0.5, -0.5, 0) +shape = SubResource("SphereShape3D_i41v0") + +[node name="EnemyDetector" type="Area3D" parent="." index="7"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 0, 1.14599, 0.673118) +collision_layer = 0 +collision_mask = 4 +script = ExtResource("6_mhau2") + +[node name="CollisionShape3D" type="CollisionShape3D" parent="EnemyDetector" index="0"] +shape = SubResource("ConvexPolygonShape3D_degdo") + +[node name="Healthcomponent" parent="." index="8" instance=ExtResource("8_vkusc")] +collision_mask = 128 +max_health = 1000.0 +signal_name = "armor" + +[node name="CollisionShape3D" type="CollisionShape3D" parent="Healthcomponent" index="0"] +shape = SubResource("SphereShape3D_5tjuj") + +[node name="PlayerHitBox" type="Area3D" parent="." index="9" node_paths=PackedStringArray("health_component")] +collision_layer = 8 +collision_mask = 64 +script = ExtResource("9_mjhry") +health_component = NodePath("../Healthcomponent") + +[node name="CollisionShape3D" type="CollisionShape3D" parent="PlayerHitBox" index="0"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 0, 0.833356, 0) +shape = SubResource("CapsuleShape3D_e04f4") + +[node name="Explosion" parent="." index="10" instance=ExtResource("10_t7674")] +transform = Transform3D(4, 0, 0, 0, 4, 0, 0, 0, 4, 0, 0, 0) + +[node name="AudioStreamPlayer" type="AudioStreamPlayer" parent="." index="11"] +stream = ExtResource("11_u8876") +bus = &"SFX" + +[node name="CanvasLayer" type="CanvasLayer" parent="." index="12"] +layer = 2 + +[node name="ColorRect" type="ColorRect" parent="CanvasLayer" index="0"] +z_index = 10 +anchors_preset = 15 +anchor_right = 1.0 +anchor_bottom = 1.0 +grow_horizontal = 2 +grow_vertical = 2 +color = Color(0, 0, 0, 0) + +[connection signal="new_target" from="EnemyDetector" to="WeaponSlot" method="set_target"] +[connection signal="new_target" from="EnemyDetector" to="WeaponSlot2" method="set_target"] +[connection signal="area_entered" from="Healthcomponent" to="Healthcomponent" method="_on_area_entered"] +[connection signal="start_dying" from="Healthcomponent" to="." method="handle_dying"] +[connection signal="area_entered" from="PlayerHitBox" to="PlayerHitBox" method="_on_area_entered"] +[connection signal="body_entered" from="PlayerHitBox" to="PlayerHitBox" method="_on_body_entered"] diff --git a/player/policerobot_0.png b/player/policerobot_0.png new file mode 100644 index 0000000..c95241a Binary files /dev/null and b/player/policerobot_0.png differ diff --git a/player/policerobot_0.png.import b/player/policerobot_0.png.import new file mode 100644 index 0000000..46a3c12 --- /dev/null +++ b/player/policerobot_0.png.import @@ -0,0 +1,37 @@ +[remap] + +importer="texture" +type="CompressedTexture2D" +uid="uid://drp73awjxgbex" +path="res://.godot/imported/policerobot_0.png-2dff24e0ba20a854a50c59dfd7ffd55e.ctex" +metadata={ +"vram_texture": false +} +generator_parameters={ +"md5": "dfa09b1d58b47e26ffd51ba9c2ca4277" +} + +[deps] + +source_file="res://player/policerobot_0.png" +dest_files=["res://.godot/imported/policerobot_0.png-2dff24e0ba20a854a50c59dfd7ffd55e.ctex"] + +[params] + +compress/mode=3 +compress/high_quality=false +compress/lossy_quality=0.7 +compress/hdr_compression=1 +compress/normal_map=0 +compress/channel_pack=0 +mipmaps/generate=true +mipmaps/limit=-1 +roughness/mode=0 +roughness/src_normal="" +process/fix_alpha_border=true +process/premult_alpha=false +process/normal_map_invert_y=false +process/hdr_as_srgb=false +process/hdr_clamp_exposure=false +process/size_limit=0 +detect_3d/compress_to=0 diff --git a/player/weapon_slot.gd b/player/weapon_slot.gd new file mode 100644 index 0000000..8572c90 --- /dev/null +++ b/player/weapon_slot.gd @@ -0,0 +1,54 @@ +extends Node3D + +@export var weapon : Weapon +@export var weapon_key : String = "shoot1" +@export var weapon_signal_name = "minigun" +@onready var audio_stream_player_3d: AudioStreamPlayer3D = $AudioStreamPlayer3D +@export var max_ammo : int = 1000 + +var can_shoot := true + +@onready var current_ammo : int = max_ammo + +@export var target : Node3D + +func set_target(value: Node3D): + target = value + +func _ready() -> void: + if weapon.shooting_sound: + audio_stream_player_3d.stream = weapon.shooting_sound + + +func _physics_process(delta: float) -> void: + if Input.is_action_pressed(weapon_key): + shoot() + if is_instance_valid(target) && target: + look_at(target.global_position+Vector3(0,.5,0)) + else: + rotation = Vector3.ZERO + + +func reload(): + can_shoot = true + + +func shoot(): + if can_shoot and current_ammo > 0: + HudSignalBus.emit_signal(weapon_signal_name, current_ammo, max_ammo) + current_ammo = current_ammo - 1 + print(current_ammo) + audio_stream_player_3d.play() + can_shoot = false + get_tree().create_timer(weapon.cooldown).timeout.connect(reload) + var new_projectile = weapon.projectile_scene.instantiate() + new_projectile.global_transform = global_transform + get_tree().root.add_child(new_projectile) + + +func _on_area_entered(area: Area3D) -> void: + if area is WeaponPickup: + if area.signal_name == weapon_signal_name: + current_ammo = clamp(current_ammo + area.value, 0, max_ammo) + HudSignalBus.emit_signal(weapon_signal_name, current_ammo, max_ammo) + area.activate() diff --git a/player/weapon_slot.tscn b/player/weapon_slot.tscn new file mode 100644 index 0000000..295dd90 --- /dev/null +++ b/player/weapon_slot.tscn @@ -0,0 +1,15 @@ +[gd_scene load_steps=2 format=3 uid="uid://b65pxthbmyf36"] + +[ext_resource type="Script" path="res://player/weapon_slot.gd" id="1_1d75d"] + +[node name="WeaponSlot" type="Area3D"] +collision_layer = 0 +collision_mask = 256 +script = ExtResource("1_1d75d") + +[node name="AudioStreamPlayer3D" type="AudioStreamPlayer3D" parent="."] +volume_db = -10.0 +max_polyphony = 10 +bus = &"SFX" + +[connection signal="area_entered" from="." to="." method="_on_area_entered"] diff --git a/player/weapons/minigun/minigun.tres b/player/weapons/minigun/minigun.tres new file mode 100644 index 0000000..d811150 --- /dev/null +++ b/player/weapons/minigun/minigun.tres @@ -0,0 +1,16 @@ +[gd_resource type="Resource" script_class="Weapon" load_steps=5 format=3 uid="uid://cju6axrqorits"] + +[ext_resource type="PackedScene" uid="uid://serk58t3v1t3" path="res://player/weapons/minigun/minigun_projectile.tscn" id="1_bckir"] +[ext_resource type="Script" path="res://player/weapons/weapon.gd" id="1_yyole"] +[ext_resource type="AudioStream" uid="uid://dl17wjco1lk1w" path="res://player/weapons/minigun/pistol-shot.ogg" id="3_j6kkp"] + +[sub_resource type="AudioStreamRandomizer" id="AudioStreamRandomizer_yqqtq"] +random_pitch = 1.1 +streams_count = 1 +stream_0/stream = ExtResource("3_j6kkp") + +[resource] +script = ExtResource("1_yyole") +cooldown = 0.11 +projectile_scene = ExtResource("1_bckir") +shooting_sound = SubResource("AudioStreamRandomizer_yqqtq") diff --git a/player/weapons/minigun/minigun_projectile.tscn b/player/weapons/minigun/minigun_projectile.tscn new file mode 100644 index 0000000..c40887b --- /dev/null +++ b/player/weapons/minigun/minigun_projectile.tscn @@ -0,0 +1,43 @@ +[gd_scene load_steps=6 format=3 uid="uid://serk58t3v1t3"] + +[ext_resource type="Script" path="res://components/projectile.gd" id="1_a3wmo"] +[ext_resource type="Script" path="res://components/projectile_mover_linear.gd" id="2_ruvri"] + +[sub_resource type="CapsuleShape3D" id="CapsuleShape3D_ulfb8"] +radius = 0.1 +height = 0.5 + +[sub_resource type="StandardMaterial3D" id="StandardMaterial3D_ql67j"] +albedo_color = Color(1, 1, 0.427451, 1) +emission_enabled = true +emission = Color(1, 1, 0, 1) +emission_energy_multiplier = 29.45 +disable_receive_shadows = true + +[sub_resource type="CapsuleMesh" id="CapsuleMesh_3h1yl"] +material = SubResource("StandardMaterial3D_ql67j") +radius = 0.02 +height = 0.9 + +[node name="MinigunProjectile" type="CharacterBody3D"] +collision_layer = 16 +collision_mask = 33 +motion_mode = 1 +safe_margin = 0.01 +script = ExtResource("1_a3wmo") + +[node name="CollisionShape3D" type="CollisionShape3D" parent="."] +transform = Transform3D(1.91069e-15, -4.37114e-08, 1, -1, -4.37114e-08, 0, 4.37114e-08, -1, -4.37114e-08, 0, 0, 0) +shape = SubResource("CapsuleShape3D_ulfb8") + +[node name="MeshInstance3D" type="MeshInstance3D" parent="."] +transform = Transform3D(1.91069e-15, -4.37114e-08, 1, -1, -4.37114e-08, 0, 4.37114e-08, -1, -4.37114e-08, 0, 0, -0.5) +gi_mode = 0 +mesh = SubResource("CapsuleMesh_3h1yl") + +[node name="ProjectileMoverLinear" type="Node3D" parent="."] +script = ExtResource("2_ruvri") +speed = 50.0 + +[connection signal="collided" from="." to="CollisionShape3D" method="free"] +[connection signal="collided" from="." to="MeshInstance3D" method="free"] diff --git a/player/weapons/minigun/pistol-shot.ogg b/player/weapons/minigun/pistol-shot.ogg new file mode 100644 index 0000000..b768eda Binary files /dev/null and b/player/weapons/minigun/pistol-shot.ogg differ diff --git a/player/weapons/minigun/pistol-shot.ogg.import b/player/weapons/minigun/pistol-shot.ogg.import new file mode 100644 index 0000000..b0d93ac --- /dev/null +++ b/player/weapons/minigun/pistol-shot.ogg.import @@ -0,0 +1,19 @@ +[remap] + +importer="oggvorbisstr" +type="AudioStreamOggVorbis" +uid="uid://dl17wjco1lk1w" +path="res://.godot/imported/pistol-shot.ogg-16d3d3f42751f44728a3f16f89fe2fda.oggvorbisstr" + +[deps] + +source_file="res://player/weapons/minigun/pistol-shot.ogg" +dest_files=["res://.godot/imported/pistol-shot.ogg-16d3d3f42751f44728a3f16f89fe2fda.oggvorbisstr"] + +[params] + +loop=false +loop_offset=0 +bpm=0 +beat_count=0 +bar_beats=4 diff --git a/player/weapons/minigun/pistol-shot2.ogg b/player/weapons/minigun/pistol-shot2.ogg new file mode 100644 index 0000000..18455bf Binary files /dev/null and b/player/weapons/minigun/pistol-shot2.ogg differ diff --git a/player/weapons/minigun/pistol-shot2.ogg.import b/player/weapons/minigun/pistol-shot2.ogg.import new file mode 100644 index 0000000..b4c3eba --- /dev/null +++ b/player/weapons/minigun/pistol-shot2.ogg.import @@ -0,0 +1,19 @@ +[remap] + +importer="oggvorbisstr" +type="AudioStreamOggVorbis" +uid="uid://bvfof3p2pc6pi" +path="res://.godot/imported/pistol-shot2.ogg-7aaa1cc2e0d5ccf082c461359363e4c2.oggvorbisstr" + +[deps] + +source_file="res://player/weapons/minigun/pistol-shot2.ogg" +dest_files=["res://.godot/imported/pistol-shot2.ogg-7aaa1cc2e0d5ccf082c461359363e4c2.oggvorbisstr"] + +[params] + +loop=false +loop_offset=0 +bpm=0 +beat_count=0 +bar_beats=4 diff --git a/player/weapons/missile/521377__jarusca__rocket-launch.mp3 b/player/weapons/missile/521377__jarusca__rocket-launch.mp3 new file mode 100644 index 0000000..3784409 Binary files /dev/null and b/player/weapons/missile/521377__jarusca__rocket-launch.mp3 differ diff --git a/player/weapons/missile/521377__jarusca__rocket-launch.mp3.import b/player/weapons/missile/521377__jarusca__rocket-launch.mp3.import new file mode 100644 index 0000000..a0e57e8 --- /dev/null +++ b/player/weapons/missile/521377__jarusca__rocket-launch.mp3.import @@ -0,0 +1,19 @@ +[remap] + +importer="mp3" +type="AudioStreamMP3" +uid="uid://cwcxm1vnmhqgy" +path="res://.godot/imported/521377__jarusca__rocket-launch.mp3-28b843d7fc5c02e3d9f9c7975beb70f2.mp3str" + +[deps] + +source_file="res://player/weapons/missile/521377__jarusca__rocket-launch.mp3" +dest_files=["res://.godot/imported/521377__jarusca__rocket-launch.mp3-28b843d7fc5c02e3d9f9c7975beb70f2.mp3str"] + +[params] + +loop=false +loop_offset=0 +bpm=0 +beat_count=0 +bar_beats=4 diff --git a/player/weapons/missile/missile.gltf b/player/weapons/missile/missile.gltf new file mode 100644 index 0000000..9f8750c --- /dev/null +++ b/player/weapons/missile/missile.gltf @@ -0,0 +1 @@ +{"asset":{"version":"2.0","generator":"Blockbench 4.12.2 glTF 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\ No newline at end of file diff --git a/player/weapons/missile/missile.gltf.import b/player/weapons/missile/missile.gltf.import new file mode 100644 index 0000000..3ddb1c5 --- /dev/null +++ b/player/weapons/missile/missile.gltf.import @@ -0,0 +1,36 @@ +[remap] + +importer="scene" +importer_version=1 +type="PackedScene" +uid="uid://bqay3fxs1k6sp" +path="res://.godot/imported/missile.gltf-6bab6d4a8dd1945d856a530ffc07feef.scn" + +[deps] + +source_file="res://player/weapons/missile/missile.gltf" +dest_files=["res://.godot/imported/missile.gltf-6bab6d4a8dd1945d856a530ffc07feef.scn"] + +[params] + +nodes/root_type="" +nodes/root_name="" +nodes/apply_root_scale=true +nodes/root_scale=1.0 +nodes/import_as_skeleton_bones=false +meshes/ensure_tangents=true +meshes/generate_lods=true +meshes/create_shadow_meshes=true +meshes/light_baking=1 +meshes/lightmap_texel_size=0.2 +meshes/force_disable_compression=false +skins/use_named_skins=true +animation/import=true +animation/fps=30 +animation/trimming=false +animation/remove_immutable_tracks=true +animation/import_rest_as_RESET=false +import_script/path="" +_subresources={} +gltf/naming_version=1 +gltf/embedded_image_handling=1 diff --git a/player/weapons/missile/missile_0.png b/player/weapons/missile/missile_0.png new file mode 100644 index 0000000..0ef5d80 Binary files /dev/null and b/player/weapons/missile/missile_0.png differ diff --git a/player/weapons/missile/missile_0.png.import b/player/weapons/missile/missile_0.png.import new file mode 100644 index 0000000..6e446e6 --- /dev/null +++ b/player/weapons/missile/missile_0.png.import @@ -0,0 +1,37 @@ +[remap] + +importer="texture" +type="CompressedTexture2D" +uid="uid://b7q86tkq14pit" +path="res://.godot/imported/missile_0.png-de674653dde5e5e229b57f50e2c8618b.ctex" +metadata={ +"vram_texture": false +} +generator_parameters={ +"md5": "09a6bb5c3d9a97925d2749080ba5462c" +} + +[deps] + +source_file="res://player/weapons/missile/missile_0.png" +dest_files=["res://.godot/imported/missile_0.png-de674653dde5e5e229b57f50e2c8618b.ctex"] + +[params] + +compress/mode=3 +compress/high_quality=false +compress/lossy_quality=0.7 +compress/hdr_compression=1 +compress/normal_map=0 +compress/channel_pack=0 +mipmaps/generate=true +mipmaps/limit=-1 +roughness/mode=0 +roughness/src_normal="" +process/fix_alpha_border=true +process/premult_alpha=false +process/normal_map_invert_y=false +process/hdr_as_srgb=false +process/hdr_clamp_exposure=false +process/size_limit=0 +detect_3d/compress_to=0 diff --git a/player/weapons/missile/missile_explosion.gd b/player/weapons/missile/missile_explosion.gd new file mode 100644 index 0000000..67d0e2f --- /dev/null +++ b/player/weapons/missile/missile_explosion.gd @@ -0,0 +1,7 @@ +extends Area3D +class_name ExplosionHurtbox + +@export var damage : float = 100 + +func _ready() -> void: + get_tree().create_timer(1).timeout.connect(free) diff --git a/player/weapons/missile/missile_explosion.tscn b/player/weapons/missile/missile_explosion.tscn new file mode 100644 index 0000000..aa033af --- /dev/null +++ b/player/weapons/missile/missile_explosion.tscn @@ -0,0 +1,32 @@ +[gd_scene load_steps=6 format=3 uid="uid://io6bdbtldghr"] + +[ext_resource type="PackedScene" uid="uid://5q0aw58r81vp" path="res://effects/explosion.tscn" id="1_4yikv"] +[ext_resource type="Script" path="res://player/weapons/missile/missile_explosion.gd" id="1_86e7n"] +[ext_resource type="AudioStream" uid="uid://dk8hjcoex7mf7" path="res://player/weapons/missile/rocket_explosion.ogg" id="2_j0itb"] + +[sub_resource type="AudioStreamRandomizer" id="AudioStreamRandomizer_i3qfr"] +random_pitch = 1.1 +streams_count = 1 +stream_0/stream = ExtResource("2_j0itb") + +[sub_resource type="SphereShape3D" id="SphereShape3D_eovnm"] +radius = 1.0 + +[node name="Missile Explosion" type="Area3D"] +collision_layer = 16 +collision_mask = 32 +script = ExtResource("1_86e7n") + +[node name="Explosion" parent="." instance=ExtResource("1_4yikv")] + +[node name="AudioStreamPlayer3D" type="AudioStreamPlayer3D" parent="."] +stream = SubResource("AudioStreamRandomizer_i3qfr") +volume_db = -10.0 +autoplay = true +max_polyphony = 2 +bus = &"SFX" + +[node name="CollisionShape3D" type="CollisionShape3D" parent="."] +shape = SubResource("SphereShape3D_eovnm") + +[connection signal="ready" from="." to="Explosion" method="play"] diff --git a/player/weapons/missile/missile_launcher.tres b/player/weapons/missile/missile_launcher.tres new file mode 100644 index 0000000..2ff30b3 --- /dev/null +++ b/player/weapons/missile/missile_launcher.tres @@ -0,0 +1,11 @@ +[gd_resource type="Resource" script_class="Weapon" load_steps=4 format=3 uid="uid://c0u1d6xstrjm1"] + +[ext_resource type="Script" path="res://player/weapons/weapon.gd" id="1_648gg"] +[ext_resource type="PackedScene" uid="uid://mxk40hn15e7b" path="res://player/weapons/missile/missile_projectile.tscn" id="1_cx4ji"] +[ext_resource type="AudioStream" uid="uid://cwcxm1vnmhqgy" path="res://player/weapons/missile/521377__jarusca__rocket-launch.mp3" id="3_t42m8"] + +[resource] +script = ExtResource("1_648gg") +cooldown = 1.0 +projectile_scene = ExtResource("1_cx4ji") +shooting_sound = ExtResource("3_t42m8") diff --git a/player/weapons/missile/missile_projectile.tscn b/player/weapons/missile/missile_projectile.tscn new file mode 100644 index 0000000..9eb59d3 --- /dev/null +++ b/player/weapons/missile/missile_projectile.tscn @@ -0,0 +1,109 @@ +[gd_scene load_steps=20 format=3 uid="uid://mxk40hn15e7b"] + +[ext_resource type="Script" path="res://components/projectile.gd" id="1_ryiqa"] +[ext_resource type="PackedScene" uid="uid://bqay3fxs1k6sp" path="res://player/weapons/missile/missile.gltf" id="1_t253x"] +[ext_resource type="PackedScene" uid="uid://io6bdbtldghr" path="res://player/weapons/missile/missile_explosion.tscn" id="2_ebqxf"] +[ext_resource type="Texture2D" uid="uid://dg28fd1gyn80b" path="res://effects/flare_01.png" id="3_0uwxb"] +[ext_resource type="Script" path="res://player/weapons/projectile_mover_accelerating.gd" id="3_pfhta"] +[ext_resource type="Texture2D" uid="uid://drr1nogesyvkd" path="res://effects/smoke_02.png" id="3_wdx4k"] +[ext_resource type="Script" path="res://player/weapons/rotator.gd" id="4_xb122"] + +[sub_resource type="StandardMaterial3D" id="StandardMaterial3D_vroln"] +transparency = 1 +blend_mode = 1 +cull_mode = 2 +shading_mode = 0 +albedo_color = Color(1, 1, 0.584314, 1) +albedo_texture = ExtResource("3_0uwxb") +billboard_mode = 1 + +[sub_resource type="QuadMesh" id="QuadMesh_4cw2w"] +material = SubResource("StandardMaterial3D_vroln") +size = Vector2(2, 2) + +[sub_resource type="ConvexPolygonShape3D" id="ConvexPolygonShape3D_jpo1o"] +points = PackedVector3Array(0.176777, -3.46154e-05, 0.583333, -3.46154e-05, 0.176777, 0.583333, -3.46154e-05, -0.176777, 0.583333, -3.46154e-05, -0.14556, -0.416691, 0.145491, -3.46154e-05, -0.416691, -0.176777, -3.46154e-05, 0.583333, -3.46154e-05, 0.145491, -0.416691, -0.14556, -3.46154e-05, -0.416691, -3.46154e-05, -3.46154e-05, -0.666667) + +[sub_resource type="Curve" id="Curve_b3xkm"] +_data = [Vector2(0, 1), 0.0, 0.0, 0, 0, Vector2(1, 0), 0.0, 0.0, 0, 0] +point_count = 2 + +[sub_resource type="CurveTexture" id="CurveTexture_j0204"] +curve = SubResource("Curve_b3xkm") + +[sub_resource type="Gradient" id="Gradient_tsk6x"] +offsets = PackedFloat32Array(0, 0.0592287, 0.110193, 0.219008, 1) +colors = PackedColorArray(1, 1, 1, 1, 1, 1, 0, 1, 0.658824, 0.145098, 0, 1, 0, 0, 0, 1, 1, 1, 1, 1) + +[sub_resource type="GradientTexture1D" id="GradientTexture1D_iyvb1"] +gradient = SubResource("Gradient_tsk6x") + +[sub_resource type="Curve" id="Curve_4sd1h"] +_data = [Vector2(0, 0.953748), 0.0, 0.0, 0, 0, Vector2(1, 1), 0.0, 0.0, 0, 0] +point_count = 2 + +[sub_resource type="CurveTexture" id="CurveTexture_v2271"] +curve = SubResource("Curve_4sd1h") + +[sub_resource type="ParticleProcessMaterial" id="ParticleProcessMaterial_0u7ib"] +angle_min = 1.07288e-05 +angle_max = 360.0 +gravity = Vector3(0, 5, 0) +scale_curve = SubResource("CurveTexture_v2271") +color_ramp = SubResource("GradientTexture1D_iyvb1") +alpha_curve = SubResource("CurveTexture_j0204") + +[sub_resource type="StandardMaterial3D" id="StandardMaterial3D_k6aoy"] +transparency = 1 +shading_mode = 0 +vertex_color_use_as_albedo = true +albedo_texture = ExtResource("3_wdx4k") +billboard_mode = 3 +billboard_keep_scale = true +particles_anim_h_frames = 1 +particles_anim_v_frames = 1 +particles_anim_loop = false + +[sub_resource type="QuadMesh" id="QuadMesh_oj824"] +material = SubResource("StandardMaterial3D_k6aoy") + +[node name="Missile Projectile" type="CharacterBody3D"] +collision_layer = 16 +collision_mask = 33 +script = ExtResource("1_ryiqa") +collsion_scene = ExtResource("2_ebqxf") + +[node name="blockbench_export" parent="." instance=ExtResource("1_t253x")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 0, -0.297032, 0) + +[node name="cuboid" parent="blockbench_export/Node" index="0"] +transform = Transform3D(0.3, 0, 0, 0, 0.3, 0, 0, 0, 0.3, 0, 0, 0) + +[node name="MeshInstance3D" type="MeshInstance3D" parent="blockbench_export"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 0, 0.0669867, 0.195827) +mesh = SubResource("QuadMesh_4cw2w") + +[node name="CollisionShape3D" type="CollisionShape3D" parent="."] +transform = Transform3D(0.3, 0, 0, 0, 0.3, 0, 0, 0, 0.3, 0, -0.297032, 0) +shape = SubResource("ConvexPolygonShape3D_jpo1o") + +[node name="ProjectileMoverAccelerating" type="Node3D" parent="."] +script = ExtResource("3_pfhta") +initial_speed = 15.0 +acceleration = 15.0 + +[node name="Rotator" type="Node3D" parent="."] +script = ExtResource("4_xb122") + +[node name="GPUParticles3D" type="GPUParticles3D" parent="."] +transform = Transform3D(0.3, 0, 0, 0, 0.3, 0, 0, 0, 0.3, 0, -0.297032, 0.2) +amount = 16 +lifetime = 0.5 +process_material = SubResource("ParticleProcessMaterial_0u7ib") +draw_pass_1 = SubResource("QuadMesh_oj824") + +[connection signal="collided" from="." to="CollisionShape3D" method="free"] +[connection signal="collided" from="." to="blockbench_export" method="set_visible" binds= [false]] +[connection signal="collided" from="." to="GPUParticles3D" method="set_emitting" binds= [false]] + +[editable path="blockbench_export"] diff --git a/player/weapons/missile/rocket_explosion.ogg b/player/weapons/missile/rocket_explosion.ogg new file mode 100644 index 0000000..ac34ee3 Binary files /dev/null and b/player/weapons/missile/rocket_explosion.ogg differ diff --git a/player/weapons/missile/rocket_explosion.ogg.import b/player/weapons/missile/rocket_explosion.ogg.import new file mode 100644 index 0000000..5406306 --- /dev/null +++ b/player/weapons/missile/rocket_explosion.ogg.import @@ -0,0 +1,19 @@ +[remap] + +importer="oggvorbisstr" +type="AudioStreamOggVorbis" +uid="uid://dk8hjcoex7mf7" +path="res://.godot/imported/rocket_explosion.ogg-d3aa97a90ce5c30c80514745c8d697b9.oggvorbisstr" + +[deps] + +source_file="res://player/weapons/missile/rocket_explosion.ogg" +dest_files=["res://.godot/imported/rocket_explosion.ogg-d3aa97a90ce5c30c80514745c8d697b9.oggvorbisstr"] + +[params] + +loop=false +loop_offset=0 +bpm=0 +beat_count=0 +bar_beats=4 diff --git a/player/weapons/projectile_mover_accelerating.gd b/player/weapons/projectile_mover_accelerating.gd new file mode 100644 index 0000000..38e7418 --- /dev/null +++ b/player/weapons/projectile_mover_accelerating.gd @@ -0,0 +1,16 @@ +extends Node3D + +@export var initial_speed : float +@export var acceleration : float + +@onready var current_velocity : float = initial_speed + +func _physics_process(delta: float) -> void: + var dir = -get_parent().transform.basis.z + current_velocity = current_velocity + (acceleration * delta) + get_parent().velocity = current_velocity * dir + + if get_parent().move_and_slide(): + get_parent().projectile_collision() + queue_free() + diff --git a/player/weapons/rotator.gd b/player/weapons/rotator.gd new file mode 100644 index 0000000..7cf4897 --- /dev/null +++ b/player/weapons/rotator.gd @@ -0,0 +1,6 @@ +extends Node3D + +@export var rotation_speed := 15 + +func _physics_process(delta: float) -> void: + get_parent().rotation.z += delta*rotation_speed diff --git a/player/weapons/weapon.gd b/player/weapons/weapon.gd new file mode 100644 index 0000000..62ba49a --- /dev/null +++ b/player/weapons/weapon.gd @@ -0,0 +1,6 @@ +extends Resource +class_name Weapon + +@export var cooldown : float = .1 +@export var projectile_scene : PackedScene +@export var shooting_sound: AudioStream diff --git a/project.godot b/project.godot new file mode 100644 index 0000000..f408378 --- /dev/null +++ b/project.godot @@ -0,0 +1,116 @@ +; Engine configuration file. +; It's best edited using the editor UI and not directly, +; since the parameters that go here are not all obvious. +; +; Format: +; [section] ; section goes between [] +; param=value ; assign values to parameters + +config_version=5 + +[application] + +config/name="Raider" +run/main_scene="res://shader_compiler.tscn" +config/features=PackedStringArray("4.3", "GL Compatibility") +config/icon="res://icon.svg" + +[autoload] + +HudSignalBus="*res://Globals/HudSignalBus.gd" +Crt="*res://crt.tscn" + +[display] + +window/size/viewport_width=1280 +window/size/viewport_height=960 +window/stretch/mode="viewport" +window/stretch/scale=2.0 + +[editor] + +movie_writer/movie_file="C:/Users/Felix/Godot/test.avi" + +[input] + +move_front={ +"deadzone": 0.5, +"events": [Object(InputEventKey,"resource_local_to_scene":false,"resource_name":"","device":-1,"window_id":0,"alt_pressed":false,"shift_pressed":false,"ctrl_pressed":false,"meta_pressed":false,"pressed":false,"keycode":0,"physical_keycode":87,"key_label":0,"unicode":119,"location":0,"echo":false,"script":null) +, Object(InputEventJoypadMotion,"resource_local_to_scene":false,"resource_name":"","device":-1,"axis":1,"axis_value":-1.0,"script":null) +] +} +move_back={ +"deadzone": 0.5, +"events": [Object(InputEventKey,"resource_local_to_scene":false,"resource_name":"","device":-1,"window_id":0,"alt_pressed":false,"shift_pressed":false,"ctrl_pressed":false,"meta_pressed":false,"pressed":false,"keycode":0,"physical_keycode":83,"key_label":0,"unicode":115,"location":0,"echo":false,"script":null) +, Object(InputEventJoypadMotion,"resource_local_to_scene":false,"resource_name":"","device":-1,"axis":1,"axis_value":1.0,"script":null) +] +} +strafe_left={ +"deadzone": 0.5, +"events": [Object(InputEventKey,"resource_local_to_scene":false,"resource_name":"","device":-1,"window_id":0,"alt_pressed":false,"shift_pressed":false,"ctrl_pressed":false,"meta_pressed":false,"pressed":false,"keycode":0,"physical_keycode":65,"key_label":0,"unicode":97,"location":0,"echo":false,"script":null) +, Object(InputEventJoypadMotion,"resource_local_to_scene":false,"resource_name":"","device":-1,"axis":0,"axis_value":-1.0,"script":null) +] +} +strafe_right={ +"deadzone": 0.5, +"events": [Object(InputEventKey,"resource_local_to_scene":false,"resource_name":"","device":-1,"window_id":0,"alt_pressed":false,"shift_pressed":false,"ctrl_pressed":false,"meta_pressed":false,"pressed":false,"keycode":0,"physical_keycode":68,"key_label":0,"unicode":100,"location":0,"echo":false,"script":null) +, Object(InputEventJoypadMotion,"resource_local_to_scene":false,"resource_name":"","device":-1,"axis":0,"axis_value":1.0,"script":null) +] +} +turn_left={ +"deadzone": 0.5, +"events": [Object(InputEventKey,"resource_local_to_scene":false,"resource_name":"","device":-1,"window_id":0,"alt_pressed":false,"shift_pressed":false,"ctrl_pressed":false,"meta_pressed":false,"pressed":false,"keycode":0,"physical_keycode":4194319,"key_label":0,"unicode":0,"location":0,"echo":false,"script":null) +, Object(InputEventJoypadMotion,"resource_local_to_scene":false,"resource_name":"","device":-1,"axis":2,"axis_value":-1.0,"script":null) +] +} +turn_right={ +"deadzone": 0.5, +"events": [Object(InputEventKey,"resource_local_to_scene":false,"resource_name":"","device":-1,"window_id":0,"alt_pressed":false,"shift_pressed":false,"ctrl_pressed":false,"meta_pressed":false,"pressed":false,"keycode":0,"physical_keycode":4194321,"key_label":0,"unicode":0,"location":0,"echo":false,"script":null) +, Object(InputEventJoypadMotion,"resource_local_to_scene":false,"resource_name":"","device":-1,"axis":2,"axis_value":1.0,"script":null) +] +} +shoot1={ +"deadzone": 0.5, +"events": [Object(InputEventKey,"resource_local_to_scene":false,"resource_name":"","device":-1,"window_id":0,"alt_pressed":false,"shift_pressed":false,"ctrl_pressed":false,"meta_pressed":false,"pressed":false,"keycode":0,"physical_keycode":32,"key_label":0,"unicode":32,"location":0,"echo":false,"script":null) +, Object(InputEventJoypadButton,"resource_local_to_scene":false,"resource_name":"","device":-1,"button_index":10,"pressure":0.0,"pressed":false,"script":null) +] +} +shoot2={ +"deadzone": 0.5, +"events": [Object(InputEventKey,"resource_local_to_scene":false,"resource_name":"","device":-1,"window_id":0,"alt_pressed":false,"shift_pressed":false,"ctrl_pressed":false,"meta_pressed":false,"pressed":false,"keycode":0,"physical_keycode":4194325,"key_label":0,"unicode":0,"location":0,"echo":false,"script":null) +, Object(InputEventJoypadButton,"resource_local_to_scene":false,"resource_name":"","device":-1,"button_index":9,"pressure":0.0,"pressed":false,"script":null) +] +} +shoot3={ +"deadzone": 0.5, +"events": [Object(InputEventKey,"resource_local_to_scene":false,"resource_name":"","device":-1,"window_id":0,"alt_pressed":false,"shift_pressed":false,"ctrl_pressed":false,"meta_pressed":false,"pressed":false,"keycode":0,"physical_keycode":80,"key_label":0,"unicode":112,"location":0,"echo":false,"script":null) +] +} +pause={ +"deadzone": 0.5, +"events": [Object(InputEventKey,"resource_local_to_scene":false,"resource_name":"","device":-1,"window_id":0,"alt_pressed":false,"shift_pressed":false,"ctrl_pressed":false,"meta_pressed":false,"pressed":false,"keycode":0,"physical_keycode":4194305,"key_label":0,"unicode":0,"location":0,"echo":false,"script":null) +] +} +advance_dialog={ +"deadzone": 0.5, +"events": [Object(InputEventKey,"resource_local_to_scene":false,"resource_name":"","device":-1,"window_id":0,"alt_pressed":false,"shift_pressed":false,"ctrl_pressed":false,"meta_pressed":false,"pressed":false,"keycode":0,"physical_keycode":4194309,"key_label":0,"unicode":0,"location":0,"echo":false,"script":null) +] +} + +[layer_names] + +3d_physics/layer_1="Level Geometry" +3d_physics/layer_2="Player Geometry" +3d_physics/layer_3="Enemy Geometry" +3d_physics/layer_4="Player Hitbox" +3d_physics/layer_5="Player Hurtbox" +3d_physics/layer_6="Enemy Hitbox" +3d_physics/layer_7="Enemy Hurtbox" +3d_physics/layer_8="HealthPickup" +3d_physics/layer_9="AmmoPickup" + +[rendering] + +renderer/rendering_method="gl_compatibility" +renderer/rendering_method.mobile="gl_compatibility" +environment/defaults/default_clear_color=Color(0, 0, 0, 1) diff --git a/shader_compiler.gd b/shader_compiler.gd new file mode 100644 index 0000000..2991aed --- /dev/null +++ b/shader_compiler.gd @@ -0,0 +1,19 @@ +extends Node3D +@onready var label: Label = $ColorRect/Label + + +# Called when the node enters the scene tree for the first time. +func _ready() -> void: + AudioServer.set_bus_volume_db(0,-80) + get_tree().create_timer(3).timeout.connect(foo) + + +# Called every frame. 'delta' is the elapsed time since the previous frame. +func _process(delta: float) -> void: + pass + +func foo(): + get_tree().create_tween().tween_property(label, "modulate", Color.TRANSPARENT, 1) + await get_tree().create_timer(1).timeout + AudioServer.set_bus_volume_db(0,0) + get_tree().change_scene_to_file("res://mainmenu.tscn") diff --git a/shader_compiler.tscn b/shader_compiler.tscn new file mode 100644 index 0000000..d3219da --- /dev/null +++ b/shader_compiler.tscn @@ -0,0 +1,88 @@ +[gd_scene load_steps=13 format=3 uid="uid://ddgahv7it7ik4"] + +[ext_resource type="Script" path="res://shader_compiler.gd" id="1_2webn"] +[ext_resource type="PackedScene" uid="uid://mxk40hn15e7b" path="res://player/weapons/missile/missile_projectile.tscn" id="1_aqwms"] +[ext_resource type="PackedScene" uid="uid://serk58t3v1t3" path="res://player/weapons/minigun/minigun_projectile.tscn" id="2_efjmm"] +[ext_resource type="PackedScene" uid="uid://5q0aw58r81vp" path="res://effects/explosion.tscn" id="3_fy4qm"] +[ext_resource type="PackedScene" uid="uid://ddmv73d5ey1yg" path="res://enemies/thug/thug.tscn" id="4_cqhjc"] +[ext_resource type="PackedScene" uid="uid://begy52yll3dbl" path="res://enemies/turret/plasma_projectile.tscn" id="5_44v1u"] +[ext_resource type="FontFile" uid="uid://cxsy0lcmx4shj" path="res://ui/Kenney Pixel.ttf" id="7_cuj4e"] + +[sub_resource type="ProceduralSkyMaterial" id="ProceduralSkyMaterial_fs7ys"] +sky_horizon_color = Color(0.64625, 0.65575, 0.67075, 1) +ground_horizon_color = Color(0.64625, 0.65575, 0.67075, 1) + +[sub_resource type="Sky" id="Sky_0qgjt"] +sky_material = SubResource("ProceduralSkyMaterial_fs7ys") + +[sub_resource type="Environment" id="Environment_ooct4"] +background_mode = 2 +sky = SubResource("Sky_0qgjt") +tonemap_mode = 2 + +[sub_resource type="BoxShape3D" id="BoxShape3D_jfqom"] +size = Vector3(7, 6, 1) + +[sub_resource type="LabelSettings" id="LabelSettings_u1htm"] +font = ExtResource("7_cuj4e") +font_size = 32 + +[node name="ShaderCompiler" type="Node3D"] +script = ExtResource("1_2webn") + +[node name="WorldEnvironment" type="WorldEnvironment" parent="."] +environment = SubResource("Environment_ooct4") + +[node name="DirectionalLight3D" type="DirectionalLight3D" parent="."] +transform = Transform3D(-0.866023, -0.433016, 0.250001, 0, 0.499998, 0.866027, -0.500003, 0.749999, -0.43301, 0, 0, 0) +shadow_enabled = true + +[node name="Missile Projectile" parent="." instance=ExtResource("1_aqwms")] + +[node name="MinigunProjectile" parent="." instance=ExtResource("2_efjmm")] + +[node name="Explosion" parent="." instance=ExtResource("3_fy4qm")] + +[node name="Camera3D" type="Camera3D" parent="."] +transform = Transform3D(0.620493, -0.508242, 0.597226, 0, 0.761562, 0.648092, -0.784212, -0.402136, 0.472544, 3.29257, 3.83605, 1.91267) + +[node name="thug" parent="." instance=ExtResource("4_cqhjc")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 0, 0, -6) + +[node name="StaticBody3D" type="StaticBody3D" parent="."] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 0, 0, -7) + +[node name="CollisionShape3D" type="CollisionShape3D" parent="StaticBody3D"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 0, -0.5, 0) +shape = SubResource("BoxShape3D_jfqom") + +[node name="StaticBody3D2" type="StaticBody3D" parent="."] +transform = Transform3D(1, 0, 0, 0, -4.37114e-08, -1, 0, 1, -4.37114e-08, 0, -1, -7) + +[node name="CollisionShape3D" type="CollisionShape3D" parent="StaticBody3D2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 0, -0.5, 0) +shape = SubResource("BoxShape3D_jfqom") + +[node name="PlasmaProjectile" parent="." instance=ExtResource("5_44v1u")] + +[node name="ColorRect" type="ColorRect" parent="."] +anchors_preset = 15 +anchor_right = 1.0 +anchor_bottom = 1.0 +grow_horizontal = 2 +grow_vertical = 2 +color = Color(0, 0, 0, 0) + +[node name="Label" type="Label" parent="ColorRect"] +layout_mode = 1 +anchors_preset = 15 +anchor_right = 1.0 +anchor_bottom = 1.0 +grow_horizontal = 2 +grow_vertical = 2 +text = "Pre-Caching Shaders..." +label_settings = SubResource("LabelSettings_u1htm") +horizontal_alignment = 1 +vertical_alignment = 1 + +[connection signal="ready" from="." to="Explosion" method="play"] diff --git a/turrettest.gd b/turrettest.gd new file mode 100644 index 0000000..0b27995 --- /dev/null +++ b/turrettest.gd @@ -0,0 +1,18 @@ +extends Node3D + +@onready var y_rotator: Node3D = $blockbench_export/Node/base/bearing +@onready var x_rotator: Node3D = $blockbench_export/Node/base/bearing/tilt + +@export var target : Node3D + +func _physics_process(delta: float) -> void: + if is_instance_valid(target): + var t_pos = target.global_position + var y_rot_pos = Vector3(t_pos.x, y_rotator.global_position.y, t_pos.z) + y_rotator.look_at(y_rot_pos) + x_rotator.look_at(t_pos) + x_rotator.rotation_degrees.x = clamp(x_rotator.rotation_degrees.x, -20, 60) + y_rotator.rotation_degrees.y = clamp(y_rotator.rotation_degrees.y, -180, 180) + +func set_target(value: Node3D): + target = value diff --git a/turrettest.tscn b/turrettest.tscn new file mode 100644 index 0000000..c2c5c33 --- /dev/null +++ b/turrettest.tscn @@ -0,0 +1,39 @@ +[gd_scene load_steps=6 format=3 uid="uid://bh717enfr1oka"] + +[ext_resource type="Script" path="res://turrettest.gd" id="1_50m0j"] + +[sub_resource type="BoxMesh" id="BoxMesh_8wa40"] + +[sub_resource type="SphereMesh" id="SphereMesh_box7w"] +height = 0.5 +is_hemisphere = true + +[sub_resource type="CylinderMesh" id="CylinderMesh_4v8x4"] +top_radius = 0.1 +bottom_radius = 0.1 +height = 1.0 + +[sub_resource type="CapsuleMesh" id="CapsuleMesh_8ecox"] + +[node name="turrettest" type="Node3D" node_paths=PackedStringArray("target")] +script = ExtResource("1_50m0j") +target = NodePath("Target") + +[node name="TurretBase" type="MeshInstance3D" parent="."] +mesh = SubResource("BoxMesh_8wa40") +skeleton = NodePath("") + +[node name="YRotator" type="MeshInstance3D" parent="TurretBase"] +transform = Transform3D(-4.37114e-08, 0, 1, 0, 1, 0, -1, 0, -4.37114e-08, 0, 0.5, 0) +mesh = SubResource("SphereMesh_box7w") + +[node name="XRotator" type="Node3D" parent="TurretBase/YRotator"] +transform = Transform3D(1, 0, 0, 0, 0.984732, -0.174078, 0, 0.174078, 0.984732, 0, 0, 0) + +[node name="MeshInstance3D" type="MeshInstance3D" parent="TurretBase/YRotator/XRotator"] +transform = Transform3D(1, -2.98023e-08, 1.49012e-08, 1.49012e-08, -2.98023e-08, -1, -2.98023e-08, 1, -2.98023e-08, 1.49012e-08, 2.98023e-08, -0.5) +mesh = SubResource("CylinderMesh_4v8x4") + +[node name="Target" type="MeshInstance3D" parent="."] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -6, 2, 6) +mesh = SubResource("CapsuleMesh_8ecox") diff --git a/ui/Harmful or Fatal.mp3 b/ui/Harmful or Fatal.mp3 new file mode 100644 index 0000000..862e080 Binary files /dev/null and b/ui/Harmful or Fatal.mp3 differ diff --git a/ui/Harmful or Fatal.mp3.import b/ui/Harmful or Fatal.mp3.import new file mode 100644 index 0000000..8b19d61 --- /dev/null +++ b/ui/Harmful or Fatal.mp3.import @@ -0,0 +1,19 @@ +[remap] + +importer="mp3" +type="AudioStreamMP3" +uid="uid://bhdgj026wwjyf" +path="res://.godot/imported/Harmful or Fatal.mp3-04cdd511ddc3c52186868478be3df699.mp3str" + +[deps] + +source_file="res://ui/Harmful or Fatal.mp3" +dest_files=["res://.godot/imported/Harmful or Fatal.mp3-04cdd511ddc3c52186868478be3df699.mp3str"] + +[params] + +loop=false +loop_offset=0 +bpm=0 +beat_count=0 +bar_beats=4 diff --git a/ui/Kenney Pixel.ttf b/ui/Kenney Pixel.ttf new file mode 100644 index 0000000..0020733 Binary files /dev/null and b/ui/Kenney Pixel.ttf differ diff --git a/ui/Kenney Pixel.ttf.import b/ui/Kenney Pixel.ttf.import new file mode 100644 index 0000000..4591f61 --- /dev/null +++ b/ui/Kenney Pixel.ttf.import @@ -0,0 +1,34 @@ +[remap] + +importer="font_data_dynamic" +type="FontFile" +uid="uid://cxsy0lcmx4shj" +path="res://.godot/imported/Kenney Pixel.ttf-ea0ba1af7a618281ed12ae4bb9dbfa6b.fontdata" + +[deps] + +source_file="res://ui/Kenney Pixel.ttf" +dest_files=["res://.godot/imported/Kenney Pixel.ttf-ea0ba1af7a618281ed12ae4bb9dbfa6b.fontdata"] + +[params] + +Rendering=null +antialiasing=1 +generate_mipmaps=false +disable_embedded_bitmaps=true +multichannel_signed_distance_field=false +msdf_pixel_range=8 +msdf_size=48 +allow_system_fallback=true +force_autohinter=false +hinting=1 +subpixel_positioning=1 +oversampling=0.0 +Fallbacks=null +fallbacks=[] +Compress=null +compress=true +preload=[] +language_support={} +script_support={} +opentype_features={} diff --git a/ui/Rocket.mp3 b/ui/Rocket.mp3 new file mode 100644 index 0000000..2f36d8e Binary files /dev/null and b/ui/Rocket.mp3 differ diff --git a/ui/Rocket.mp3.import b/ui/Rocket.mp3.import new file mode 100644 index 0000000..407b1de --- /dev/null +++ b/ui/Rocket.mp3.import @@ -0,0 +1,19 @@ +[remap] + +importer="mp3" +type="AudioStreamMP3" +uid="uid://8su8i2fdv5b0" +path="res://.godot/imported/Rocket.mp3-a68900d95a69284de7e9b3c22983218e.mp3str" + +[deps] + +source_file="res://ui/Rocket.mp3" +dest_files=["res://.godot/imported/Rocket.mp3-a68900d95a69284de7e9b3c22983218e.mp3str"] + +[params] + +loop=false +loop_offset=0 +bpm=0 +beat_count=0 +bar_beats=4 diff --git a/ui/ammo.png b/ui/ammo.png new file mode 100644 index 0000000..298197e Binary files /dev/null and b/ui/ammo.png differ diff --git a/ui/ammo.png.import b/ui/ammo.png.import new file mode 100644 index 0000000..daa2ce8 --- /dev/null +++ b/ui/ammo.png.import @@ -0,0 +1,34 @@ +[remap] + +importer="texture" +type="CompressedTexture2D" +uid="uid://cifu5rvbmveey" +path="res://.godot/imported/ammo.png-440272a6e8c516bc0986ccf8ee55bca7.ctex" +metadata={ +"vram_texture": false +} + +[deps] + +source_file="res://ui/ammo.png" +dest_files=["res://.godot/imported/ammo.png-440272a6e8c516bc0986ccf8ee55bca7.ctex"] + +[params] + +compress/mode=0 +compress/high_quality=false +compress/lossy_quality=0.7 +compress/hdr_compression=1 +compress/normal_map=0 +compress/channel_pack=0 +mipmaps/generate=false +mipmaps/limit=-1 +roughness/mode=0 +roughness/src_normal="" +process/fix_alpha_border=true +process/premult_alpha=false +process/normal_map_invert_y=false +process/hdr_as_srgb=false +process/hdr_clamp_exposure=false +process/size_limit=0 +detect_3d/compress_to=1 diff --git a/ui/ammobar.png b/ui/ammobar.png new file mode 100644 index 0000000..192dfee Binary files /dev/null and b/ui/ammobar.png differ diff --git a/ui/ammobar.png.import b/ui/ammobar.png.import new file mode 100644 index 0000000..6c9694c --- /dev/null +++ b/ui/ammobar.png.import @@ -0,0 +1,34 @@ +[remap] + +importer="texture" +type="CompressedTexture2D" +uid="uid://6e0sno8b8kp1" +path="res://.godot/imported/ammobar.png-d59079af03a80049797e29f6c70fd897.ctex" +metadata={ +"vram_texture": false +} + +[deps] + +source_file="res://ui/ammobar.png" +dest_files=["res://.godot/imported/ammobar.png-d59079af03a80049797e29f6c70fd897.ctex"] + +[params] + +compress/mode=0 +compress/high_quality=false +compress/lossy_quality=0.7 +compress/hdr_compression=1 +compress/normal_map=0 +compress/channel_pack=0 +mipmaps/generate=false +mipmaps/limit=-1 +roughness/mode=0 +roughness/src_normal="" +process/fix_alpha_border=true +process/premult_alpha=false +process/normal_map_invert_y=false +process/hdr_as_srgb=false +process/hdr_clamp_exposure=false +process/size_limit=0 +detect_3d/compress_to=1 diff --git a/ui/armor_chip.png b/ui/armor_chip.png new file mode 100644 index 0000000..f901479 Binary files /dev/null and b/ui/armor_chip.png differ diff --git a/ui/armor_chip.png.import b/ui/armor_chip.png.import new file mode 100644 index 0000000..a1613f1 --- /dev/null +++ b/ui/armor_chip.png.import @@ -0,0 +1,34 @@ +[remap] + +importer="texture" +type="CompressedTexture2D" +uid="uid://bhc78ab33sstd" +path="res://.godot/imported/armor_chip.png-3b0512b136eac5e49aece69fbb4f16cd.ctex" +metadata={ +"vram_texture": false +} + +[deps] + +source_file="res://ui/armor_chip.png" +dest_files=["res://.godot/imported/armor_chip.png-3b0512b136eac5e49aece69fbb4f16cd.ctex"] + +[params] + +compress/mode=0 +compress/high_quality=false +compress/lossy_quality=0.7 +compress/hdr_compression=1 +compress/normal_map=0 +compress/channel_pack=0 +mipmaps/generate=false +mipmaps/limit=-1 +roughness/mode=0 +roughness/src_normal="" +process/fix_alpha_border=true +process/premult_alpha=false +process/normal_map_invert_y=false +process/hdr_as_srgb=false +process/hdr_clamp_exposure=false +process/size_limit=0 +detect_3d/compress_to=1 diff --git a/ui/armorbar.png b/ui/armorbar.png new file mode 100644 index 0000000..06c99ef Binary files /dev/null and b/ui/armorbar.png differ diff --git a/ui/armorbar.png.import b/ui/armorbar.png.import new file mode 100644 index 0000000..a1c4344 --- /dev/null +++ b/ui/armorbar.png.import @@ -0,0 +1,34 @@ +[remap] + +importer="texture" +type="CompressedTexture2D" +uid="uid://c2blxg2oh7wsx" +path="res://.godot/imported/armorbar.png-9445f70843e08e2d4c34cdf146fef06c.ctex" +metadata={ +"vram_texture": false +} + +[deps] + +source_file="res://ui/armorbar.png" +dest_files=["res://.godot/imported/armorbar.png-9445f70843e08e2d4c34cdf146fef06c.ctex"] + +[params] + +compress/mode=0 +compress/high_quality=false +compress/lossy_quality=0.7 +compress/hdr_compression=1 +compress/normal_map=0 +compress/channel_pack=0 +mipmaps/generate=false +mipmaps/limit=-1 +roughness/mode=0 +roughness/src_normal="" +process/fix_alpha_border=true +process/premult_alpha=false +process/normal_map_invert_y=false +process/hdr_as_srgb=false +process/hdr_clamp_exposure=false +process/size_limit=0 +detect_3d/compress_to=1 diff --git a/ui/armorhit.ogg b/ui/armorhit.ogg new file mode 100644 index 0000000..cc527fa Binary files /dev/null and b/ui/armorhit.ogg differ diff --git a/ui/armorhit.ogg.import b/ui/armorhit.ogg.import new file mode 100644 index 0000000..8bd8305 --- /dev/null +++ b/ui/armorhit.ogg.import @@ -0,0 +1,19 @@ +[remap] + +importer="oggvorbisstr" +type="AudioStreamOggVorbis" +uid="uid://bquih7puk711s" +path="res://.godot/imported/armorhit.ogg-58b8f4e133b4d48849ed42541a9e3e47.oggvorbisstr" + +[deps] + +source_file="res://ui/armorhit.ogg" +dest_files=["res://.godot/imported/armorhit.ogg-58b8f4e133b4d48849ed42541a9e3e47.oggvorbisstr"] + +[params] + +loop=false +loop_offset=0 +bpm=0 +beat_count=0 +bar_beats=4 diff --git a/ui/blipSelect(4).wav b/ui/blipSelect(4).wav new file mode 100644 index 0000000..319bde7 Binary files /dev/null and b/ui/blipSelect(4).wav differ diff --git a/ui/blipSelect(4).wav.import b/ui/blipSelect(4).wav.import new file mode 100644 index 0000000..ed562a7 --- /dev/null +++ b/ui/blipSelect(4).wav.import @@ -0,0 +1,24 @@ +[remap] + +importer="wav" +type="AudioStreamWAV" +uid="uid://c706bklll356l" +path="res://.godot/imported/blipSelect(4).wav-7d8acddd56355288b0ed226378e534c2.sample" + +[deps] + +source_file="res://ui/blipSelect(4).wav" +dest_files=["res://.godot/imported/blipSelect(4).wav-7d8acddd56355288b0ed226378e534c2.sample"] + +[params] + +force/8_bit=false +force/mono=false +force/max_rate=false +force/max_rate_hz=44100 +edit/trim=false +edit/normalize=false +edit/loop_mode=0 +edit/loop_begin=0 +edit/loop_end=-1 +compress/mode=0 diff --git a/ui/buttonsettings.tres b/ui/buttonsettings.tres new file mode 100644 index 0000000..21c81ca --- /dev/null +++ b/ui/buttonsettings.tres @@ -0,0 +1,9 @@ +[gd_resource type="LabelSettings" load_steps=2 format=3 uid="uid://ctjkw4olkyj6p"] + +[ext_resource type="FontFile" uid="uid://cxsy0lcmx4shj" path="res://ui/Kenney Pixel.ttf" id="1_s60x0"] + +[resource] +font = ExtResource("1_s60x0") +font_size = 128 +outline_size = 22 +outline_color = Color(0, 0, 0, 1) diff --git a/ui/dialog_box.gd b/ui/dialog_box.gd new file mode 100644 index 0000000..89e043c --- /dev/null +++ b/ui/dialog_box.gd @@ -0,0 +1,9 @@ +extends Area3D + +@export_multiline var strings: Array[String] + + + +func _on_body_entered(body: Node3D) -> void: + if body is Player: + HudSignalBus.roll_dialog.emit(strings) diff --git a/ui/dialogbox.gd b/ui/dialogbox.gd new file mode 100644 index 0000000..fb8b247 --- /dev/null +++ b/ui/dialogbox.gd @@ -0,0 +1,44 @@ +extends TextureRect + +@onready var label: Label = $MarginContainer/Label +var current_string : int = 0 +var current_strings : Array[String] +@onready var timer: Timer = $Timer +signal dialog_page_finished +@onready var enternote: Label = $ENTERNOTE + +func _ready() -> void: + HudSignalBus.roll_dialog.connect(roll_dialog) + +func roll_dialog(strings: Array[String]): + enternote.visible = false + get_tree().create_tween().tween_property(self, "position:y", 395, 1) + await get_tree().create_timer(1).timeout + current_strings = strings + current_string = 0 + roll_page() + +func roll_page(): + enternote.visible = false + label.text = current_strings[current_string] + label.visible_characters = 0 + timer.start() + current_string = current_string + 1 + +func _process(delta: float) -> void: + if Input.is_action_just_pressed("advance_dialog") and current_strings.size() > 0 and timer.is_stopped(): + if current_string < current_strings.size(): + roll_page() + else: + current_strings = [] + label.text = "" + get_tree().create_tween().tween_property(self, "position:y", 648, 1) + + +func _on_timer_timeout() -> void: + if label.visible_characters < label.text.length(): + label.visible_characters += 3 + else: + enternote.visible = true + timer.stop() + dialog_page_finished.emit() diff --git a/ui/grabber.tres b/ui/grabber.tres new file mode 100644 index 0000000..b0f647a --- /dev/null +++ b/ui/grabber.tres @@ -0,0 +1,7 @@ +[gd_resource type="AtlasTexture" load_steps=2 format=3 uid="uid://df85ux2pf7kt"] + +[ext_resource type="Texture2D" uid="uid://dq635fgef7krw" path="res://ui/raiderbutton.png" id="1_dw6yo"] + +[resource] +atlas = ExtResource("1_dw6yo") +region = Rect2(281, 81.5, 55, 55) diff --git a/ui/grabbergrabbed.tres b/ui/grabbergrabbed.tres new file mode 100644 index 0000000..da0479a --- /dev/null +++ b/ui/grabbergrabbed.tres @@ -0,0 +1,7 @@ +[gd_resource type="AtlasTexture" load_steps=2 format=3 uid="uid://c7hkswt8vjxr8"] + +[ext_resource type="Texture2D" uid="uid://dq635fgef7krw" path="res://ui/raiderbutton.png" id="1_wdg66"] + +[resource] +atlas = ExtResource("1_wdg66") +region = Rect2(285, 85.5, 50, 50) diff --git a/ui/hud.tscn b/ui/hud.tscn new file mode 100644 index 0000000..b472c61 --- /dev/null +++ b/ui/hud.tscn @@ -0,0 +1,290 @@ +[gd_scene load_steps=24 format=3 uid="uid://bjplc6hm4ce4o"] + +[ext_resource type="Texture2D" uid="uid://cf8xg6bohoij0" path="res://ui/target.png" id="1_8is2x"] +[ext_resource type="Script" path="res://ui/target_reticle.gd" id="2_vb68s"] +[ext_resource type="Texture2D" uid="uid://biwtstdgbcrey" path="res://ui/raider_uii.png" id="3_cgh4y"] +[ext_resource type="Texture2D" uid="uid://6e0sno8b8kp1" path="res://ui/ammobar.png" id="4_ruqdu"] +[ext_resource type="Script" path="res://ui/weapon_progress_bar.gd" id="5_6eqwa"] +[ext_resource type="Texture2D" uid="uid://cifu5rvbmveey" path="res://ui/ammo.png" id="6_yr201"] +[ext_resource type="Texture2D" uid="uid://c2blxg2oh7wsx" path="res://ui/armorbar.png" id="7_bmin4"] +[ext_resource type="Texture2D" uid="uid://bhc78ab33sstd" path="res://ui/armor_chip.png" id="8_g0mxm"] +[ext_resource type="Texture2D" uid="uid://c5l30hicfpu7i" path="res://ui/missile_bar.png" id="8_ombef"] +[ext_resource type="Texture2D" uid="uid://33o2l11bfifq" path="res://ui/missile.png" id="9_dv7f0"] +[ext_resource type="Texture2D" uid="uid://dtnf1tacuer52" path="res://ui/raiderui v2.png" id="11_pixjs"] +[ext_resource type="Script" path="res://ui/dialogbox.gd" id="12_2f8jb"] +[ext_resource type="AudioStream" uid="uid://c706bklll356l" path="res://ui/blipSelect(4).wav" id="13_qfwy3"] +[ext_resource type="FontFile" uid="uid://cxsy0lcmx4shj" path="res://ui/Kenney Pixel.ttf" id="13_syern"] + +[sub_resource type="ParticleProcessMaterial" id="ParticleProcessMaterial_pw65h"] +particle_flag_disable_z = true +angle_min = 239.5 +angle_max = 239.5 +spread = 10.0 +initial_velocity_min = 140.15 +initial_velocity_max = 172.71 +angular_velocity_min = 300.0 +angular_velocity_max = 310.0 +gravity = Vector3(0, 100, 0) +scale_min = 0.07 +scale_max = 0.09 + +[sub_resource type="LabelSettings" id="LabelSettings_rqb8c"] +font_size = 128 +outline_size = 20 +outline_color = Color(0, 0, 0, 1) + +[sub_resource type="ParticleProcessMaterial" id="ParticleProcessMaterial_imc84"] +particle_flag_disable_z = true +direction = Vector3(0, 1, 0) +spread = 5.0 +initial_velocity_min = -2300.0 +initial_velocity_max = -2300.0 +angular_velocity_min = -180.0 +angular_velocity_max = 180.0 +gravity = Vector3(0, 98, 0) +scale_min = 0.08 +scale_max = 0.08 + +[sub_resource type="ParticleProcessMaterial" id="ParticleProcessMaterial_8ihp0"] +particle_flag_disable_z = true +spread = 0.0 +initial_velocity_min = 2000.0 +initial_velocity_max = 2000.0 +gravity = Vector3(0, 98, 0) +damping_min = 105.11 +damping_max = 105.11 +scale_min = 0.06 +scale_max = 0.06 + +[sub_resource type="LabelSettings" id="LabelSettings_q0bbp"] +font = ExtResource("13_syern") +font_size = 92 + +[sub_resource type="LabelSettings" id="LabelSettings_8y4bg"] +font = ExtResource("13_syern") +font_size = 92 + +[sub_resource type="Animation" id="Animation_q0r4o"] +length = 0.001 +tracks/0/type = "value" +tracks/0/imported = false +tracks/0/enabled = true +tracks/0/path = NodePath(".:modulate") +tracks/0/interp = 1 +tracks/0/loop_wrap = true +tracks/0/keys = { +"times": PackedFloat32Array(0), +"transitions": PackedFloat32Array(1), +"update": 0, +"values": [Color(1, 1, 1, 1)] +} + +[sub_resource type="Animation" id="Animation_rhbqr"] +resource_name = "new_animation" +loop_mode = 1 +tracks/0/type = "value" +tracks/0/imported = false +tracks/0/enabled = true +tracks/0/path = NodePath(".:modulate") +tracks/0/interp = 0 +tracks/0/loop_wrap = true +tracks/0/keys = { +"times": PackedFloat32Array(0, 0.5), +"transitions": PackedFloat32Array(1, 1), +"update": 0, +"values": [Color(1, 1, 1, 1), Color(1, 1, 1, 0)] +} + +[sub_resource type="AnimationLibrary" id="AnimationLibrary_o3jym"] +_data = { +"RESET": SubResource("Animation_q0r4o"), +"new_animation": SubResource("Animation_rhbqr") +} + +[node name="HUD" type="CanvasLayer"] + +[node name="TargetReticle" type="TextureRect" parent="."] +modulate = Color(0.576471, 1, 0.494118, 1) +anchors_preset = 8 +anchor_left = 0.5 +anchor_top = 0.5 +anchor_right = 0.5 +anchor_bottom = 0.5 +offset_left = -20.0 +offset_top = -20.0 +offset_right = 20.0 +offset_bottom = 20.0 +grow_horizontal = 2 +grow_vertical = 2 +texture = ExtResource("1_8is2x") +script = ExtResource("2_vb68s") + +[node name="TextureRect" type="TextureRect" parent="."] +anchors_preset = 2 +anchor_top = 1.0 +anchor_bottom = 1.0 +offset_top = -127.0 +offset_right = 507.0 +offset_bottom = 380.0 +grow_vertical = 0 +scale = Vector2(0.25, 0.25) +texture = ExtResource("3_cgh4y") + +[node name="MinigunProgressBar" type="TextureProgressBar" parent="TextureRect"] +z_index = -1 +layout_mode = 1 +anchors_preset = -1 +offset_left = 228.0 +offset_top = 64.0 +offset_right = 898.0 +offset_bottom = 484.0 +scale = Vector2(0.415, 0.415) +min_value = -50.0 +value = 100.0 +texture_progress = ExtResource("4_ruqdu") +script = ExtResource("5_6eqwa") + +[node name="GPUParticles2D" type="GPUParticles2D" parent="TextureRect/MinigunProgressBar"] +z_index = -2 +position = Vector2(173.494, 202.409) +scale = Vector2(9.63855, 9.63855) +emitting = false +amount = 16 +process_material = SubResource("ParticleProcessMaterial_pw65h") +texture = ExtResource("6_yr201") +lifetime = 2.0 +speed_scale = 1.5 +fixed_fps = 60 + +[node name="Label" type="Label" parent="TextureRect/MinigunProgressBar"] +visible = false +z_index = 1 +layout_mode = 0 +offset_left = -39.0 +offset_top = 96.0 +offset_right = 229.0 +offset_bottom = 310.0 +text = "999" +label_settings = SubResource("LabelSettings_rqb8c") +horizontal_alignment = 1 +vertical_alignment = 1 + +[node name="ArmorProgressBar" type="TextureProgressBar" parent="TextureRect"] +z_index = -1 +layout_mode = 0 +offset_left = 44.0 +offset_top = 16.0 +offset_right = 727.0 +offset_bottom = 1386.0 +scale = Vector2(0.243, 0.29) +value = 100.0 +fill_mode = 3 +texture_progress = ExtResource("7_bmin4") +script = ExtResource("5_6eqwa") +weapon_signal_name = "armor" + +[node name="GPUParticles2D" type="GPUParticles2D" parent="TextureRect/ArmorProgressBar"] +position = Vector2(329.218, 1379.31) +emitting = false +amount = 24 +process_material = SubResource("ParticleProcessMaterial_imc84") +texture = ExtResource("8_g0mxm") +lifetime = 3.0 +speed_scale = 2.0 + +[node name="Label" type="Label" parent="TextureRect/ArmorProgressBar"] +visible = false +layout_mode = 0 +offset_right = 40.0 +offset_bottom = 23.0 + +[node name="MissileProgressBar" type="TextureProgressBar" parent="TextureRect"] +z_index = -1 +layout_mode = 0 +offset_left = 276.0 +offset_top = 240.0 +offset_right = 1257.0 +offset_bottom = 1089.0 +scale = Vector2(0.245, 0.245) +min_value = -25.0 +value = 100.0 +texture_progress = ExtResource("8_ombef") +script = ExtResource("5_6eqwa") +weapon_signal_name = "missile" + +[node name="Label" type="Label" parent="TextureRect/MissileProgressBar"] +visible = false +layout_mode = 0 +offset_right = 40.0 +offset_bottom = 23.0 + +[node name="GPUParticles2D" type="GPUParticles2D" parent="TextureRect/MissileProgressBar"] +z_index = -1 +position = Vector2(97.9592, 293.878) +emitting = false +amount = 12 +process_material = SubResource("ParticleProcessMaterial_8ihp0") +texture = ExtResource("9_dv7f0") +lifetime = 2.0 +speed_scale = 2.0 +fixed_fps = 60 + +[node name="Dialogbox" type="TextureRect" parent="."] +anchors_preset = -1 +anchor_top = 0.283333 +anchor_right = 0.292266 +anchor_bottom = 0.413333 +offset_left = 263.0 +offset_top = 291.0 +offset_right = 1135.9 +offset_bottom = 582.2 +grow_vertical = 2 +scale = Vector2(0.3, 0.2) +texture = ExtResource("11_pixjs") +script = ExtResource("12_2f8jb") + +[node name="MarginContainer" type="MarginContainer" parent="Dialogbox"] +layout_mode = 1 +anchors_preset = 15 +anchor_right = 1.0 +anchor_bottom = 1.0 +grow_horizontal = 2 +grow_vertical = 2 +theme_override_constants/margin_left = 64 +theme_override_constants/margin_top = 64 +theme_override_constants/margin_right = 64 +theme_override_constants/margin_bottom = 64 + +[node name="Label" type="Label" parent="Dialogbox/MarginContainer"] +custom_minimum_size = Vector2(200, 400) +layout_mode = 2 +label_settings = SubResource("LabelSettings_q0bbp") +vertical_alignment = 1 +autowrap_mode = 2 + +[node name="Timer" type="Timer" parent="Dialogbox"] +wait_time = 0.05 + +[node name="AudioStreamPlayer" type="AudioStreamPlayer" parent="Dialogbox"] +stream = ExtResource("13_qfwy3") +volume_db = -15.0 +bus = &"SFX" + +[node name="ENTERNOTE" type="Label" parent="Dialogbox"] +visible = false +layout_mode = 0 +offset_left = 936.667 +offset_top = 290.002 +offset_right = 1186.67 +offset_bottom = 360.002 +text = "ENTER ->" +label_settings = SubResource("LabelSettings_8y4bg") + +[node name="AnimationPlayer" type="AnimationPlayer" parent="Dialogbox/ENTERNOTE"] +libraries = { +"": SubResource("AnimationLibrary_o3jym") +} +autoplay = "new_animation" + +[connection signal="timeout" from="Dialogbox/Timer" to="Dialogbox" method="_on_timer_timeout"] +[connection signal="timeout" from="Dialogbox/Timer" to="Dialogbox/AudioStreamPlayer" method="play"] diff --git a/ui/missile.png b/ui/missile.png new file mode 100644 index 0000000..e1c393f Binary files /dev/null and b/ui/missile.png differ diff --git a/ui/missile.png.import b/ui/missile.png.import new file mode 100644 index 0000000..a6a004e --- /dev/null +++ b/ui/missile.png.import @@ -0,0 +1,34 @@ +[remap] + +importer="texture" +type="CompressedTexture2D" +uid="uid://33o2l11bfifq" +path="res://.godot/imported/missile.png-638d0d9da549cd7130ba3b18e6c170ab.ctex" +metadata={ +"vram_texture": false +} + +[deps] + +source_file="res://ui/missile.png" +dest_files=["res://.godot/imported/missile.png-638d0d9da549cd7130ba3b18e6c170ab.ctex"] + +[params] + +compress/mode=0 +compress/high_quality=false +compress/lossy_quality=0.7 +compress/hdr_compression=1 +compress/normal_map=0 +compress/channel_pack=0 +mipmaps/generate=false +mipmaps/limit=-1 +roughness/mode=0 +roughness/src_normal="" +process/fix_alpha_border=true +process/premult_alpha=false +process/normal_map_invert_y=false +process/hdr_as_srgb=false +process/hdr_clamp_exposure=false +process/size_limit=0 +detect_3d/compress_to=1 diff --git a/ui/missile_bar.png b/ui/missile_bar.png new file mode 100644 index 0000000..44b3237 Binary files /dev/null and b/ui/missile_bar.png differ diff --git a/ui/missile_bar.png.import b/ui/missile_bar.png.import new file mode 100644 index 0000000..5744ec8 --- /dev/null +++ b/ui/missile_bar.png.import @@ -0,0 +1,34 @@ +[remap] + +importer="texture" +type="CompressedTexture2D" +uid="uid://c5l30hicfpu7i" +path="res://.godot/imported/missile_bar.png-74808ae3082f76c7579716b45a845e4b.ctex" +metadata={ +"vram_texture": false +} + +[deps] + +source_file="res://ui/missile_bar.png" +dest_files=["res://.godot/imported/missile_bar.png-74808ae3082f76c7579716b45a845e4b.ctex"] + +[params] + +compress/mode=0 +compress/high_quality=false +compress/lossy_quality=0.7 +compress/hdr_compression=1 +compress/normal_map=0 +compress/channel_pack=0 +mipmaps/generate=false +mipmaps/limit=-1 +roughness/mode=0 +roughness/src_normal="" +process/fix_alpha_border=true +process/premult_alpha=false +process/normal_map_invert_y=false +process/hdr_as_srgb=false +process/hdr_clamp_exposure=false +process/size_limit=0 +detect_3d/compress_to=1 diff --git a/ui/raider title.png b/ui/raider title.png new file mode 100644 index 0000000..4ef73f3 Binary files /dev/null and b/ui/raider title.png differ diff --git a/ui/raider title.png.import b/ui/raider title.png.import new file mode 100644 index 0000000..9cf1334 --- /dev/null +++ b/ui/raider title.png.import @@ -0,0 +1,34 @@ +[remap] + +importer="texture" +type="CompressedTexture2D" +uid="uid://c6x7cpyc3s57s" +path="res://.godot/imported/raider title.png-6072a547477597e3a8d945bec2ba2ed8.ctex" +metadata={ +"vram_texture": false +} + +[deps] + +source_file="res://ui/raider title.png" +dest_files=["res://.godot/imported/raider title.png-6072a547477597e3a8d945bec2ba2ed8.ctex"] + +[params] + +compress/mode=0 +compress/high_quality=false +compress/lossy_quality=0.7 +compress/hdr_compression=1 +compress/normal_map=0 +compress/channel_pack=0 +mipmaps/generate=false +mipmaps/limit=-1 +roughness/mode=0 +roughness/src_normal="" +process/fix_alpha_border=true +process/premult_alpha=false +process/normal_map_invert_y=false +process/hdr_as_srgb=false +process/hdr_clamp_exposure=false +process/size_limit=0 +detect_3d/compress_to=1 diff --git a/ui/raider_ui.mtl b/ui/raider_ui.mtl new file mode 100644 index 0000000..d92d4ea --- /dev/null +++ b/ui/raider_ui.mtl @@ -0,0 +1,8 @@ +# WaveFront *.mtl file (generated by Autodesk ATF) + +newmtl Steel_-_Satin_(1) +Kd 0.000000 0.000000 0.000000 + +newmtl Steel_-_Satin +Kd 0.000000 0.000000 0.000000 + diff --git a/ui/raider_uii.png b/ui/raider_uii.png new file mode 100644 index 0000000..6a5a2b2 Binary files /dev/null and b/ui/raider_uii.png differ diff --git a/ui/raider_uii.png.import b/ui/raider_uii.png.import new file mode 100644 index 0000000..d775975 --- /dev/null +++ b/ui/raider_uii.png.import @@ -0,0 +1,34 @@ +[remap] + +importer="texture" +type="CompressedTexture2D" +uid="uid://biwtstdgbcrey" +path="res://.godot/imported/raider_uii.png-825016fd6589fff7eb9215d094474df3.ctex" +metadata={ +"vram_texture": false +} + +[deps] + +source_file="res://ui/raider_uii.png" +dest_files=["res://.godot/imported/raider_uii.png-825016fd6589fff7eb9215d094474df3.ctex"] + +[params] + +compress/mode=0 +compress/high_quality=false +compress/lossy_quality=0.7 +compress/hdr_compression=1 +compress/normal_map=0 +compress/channel_pack=0 +mipmaps/generate=false +mipmaps/limit=-1 +roughness/mode=0 +roughness/src_normal="" +process/fix_alpha_border=true +process/premult_alpha=false +process/normal_map_invert_y=false +process/hdr_as_srgb=false +process/hdr_clamp_exposure=false +process/size_limit=0 +detect_3d/compress_to=1 diff --git a/ui/raiderbutton.png b/ui/raiderbutton.png new file mode 100644 index 0000000..c53fc35 Binary files /dev/null and b/ui/raiderbutton.png differ diff --git a/ui/raiderbutton.png.import b/ui/raiderbutton.png.import new file mode 100644 index 0000000..a2a8f78 --- /dev/null +++ b/ui/raiderbutton.png.import @@ -0,0 +1,34 @@ +[remap] + +importer="texture" +type="CompressedTexture2D" +uid="uid://dq635fgef7krw" +path="res://.godot/imported/raiderbutton.png-ce570d50bfc4c5b6fab872e60935f802.ctex" +metadata={ +"vram_texture": false +} + +[deps] + +source_file="res://ui/raiderbutton.png" +dest_files=["res://.godot/imported/raiderbutton.png-ce570d50bfc4c5b6fab872e60935f802.ctex"] + +[params] + +compress/mode=0 +compress/high_quality=false +compress/lossy_quality=0.7 +compress/hdr_compression=1 +compress/normal_map=0 +compress/channel_pack=0 +mipmaps/generate=false +mipmaps/limit=-1 +roughness/mode=0 +roughness/src_normal="" +process/fix_alpha_border=true +process/premult_alpha=false +process/normal_map_invert_y=false +process/hdr_as_srgb=false +process/hdr_clamp_exposure=false +process/size_limit=0 +detect_3d/compress_to=1 diff --git a/ui/raiderbuttonpressed.png b/ui/raiderbuttonpressed.png new file mode 100644 index 0000000..2db540c Binary files /dev/null and b/ui/raiderbuttonpressed.png differ diff --git a/ui/raiderbuttonpressed.png.import b/ui/raiderbuttonpressed.png.import new file mode 100644 index 0000000..21e58eb --- /dev/null +++ b/ui/raiderbuttonpressed.png.import @@ -0,0 +1,34 @@ +[remap] + +importer="texture" +type="CompressedTexture2D" +uid="uid://dtiygj2v6kfpw" +path="res://.godot/imported/raiderbuttonpressed.png-0d936b307b7cd93f8bc8491818e60b88.ctex" +metadata={ +"vram_texture": false +} + +[deps] + +source_file="res://ui/raiderbuttonpressed.png" +dest_files=["res://.godot/imported/raiderbuttonpressed.png-0d936b307b7cd93f8bc8491818e60b88.ctex"] + +[params] + +compress/mode=0 +compress/high_quality=false +compress/lossy_quality=0.7 +compress/hdr_compression=1 +compress/normal_map=0 +compress/channel_pack=0 +mipmaps/generate=false +mipmaps/limit=-1 +roughness/mode=0 +roughness/src_normal="" +process/fix_alpha_border=true +process/premult_alpha=false +process/normal_map_invert_y=false +process/hdr_as_srgb=false +process/hdr_clamp_exposure=false +process/size_limit=0 +detect_3d/compress_to=1 diff --git a/ui/raiderui v2.png b/ui/raiderui v2.png new file mode 100644 index 0000000..676915f Binary files /dev/null and b/ui/raiderui v2.png differ diff --git a/ui/raiderui v2.png.import b/ui/raiderui v2.png.import new file mode 100644 index 0000000..838ba05 --- /dev/null +++ b/ui/raiderui v2.png.import @@ -0,0 +1,34 @@ +[remap] + +importer="texture" +type="CompressedTexture2D" +uid="uid://dtnf1tacuer52" +path="res://.godot/imported/raiderui v2.png-cd9051398ed719d2dbbe220edf92ff26.ctex" +metadata={ +"vram_texture": false +} + +[deps] + +source_file="res://ui/raiderui v2.png" +dest_files=["res://.godot/imported/raiderui v2.png-cd9051398ed719d2dbbe220edf92ff26.ctex"] + +[params] + +compress/mode=0 +compress/high_quality=false +compress/lossy_quality=0.7 +compress/hdr_compression=1 +compress/normal_map=0 +compress/channel_pack=0 +mipmaps/generate=false +mipmaps/limit=-1 +roughness/mode=0 +roughness/src_normal="" +process/fix_alpha_border=true +process/premult_alpha=false +process/normal_map_invert_y=false +process/hdr_as_srgb=false +process/hdr_clamp_exposure=false +process/size_limit=0 +detect_3d/compress_to=1 diff --git a/ui/rough_sketch3.mp3 b/ui/rough_sketch3.mp3 new file mode 100644 index 0000000..ef55d36 Binary files /dev/null and b/ui/rough_sketch3.mp3 differ diff --git a/ui/rough_sketch3.mp3.import b/ui/rough_sketch3.mp3.import new file mode 100644 index 0000000..fd1124d --- /dev/null +++ b/ui/rough_sketch3.mp3.import @@ -0,0 +1,19 @@ +[remap] + +importer="mp3" +type="AudioStreamMP3" +uid="uid://nmgx57isjld3" +path="res://.godot/imported/rough_sketch3.mp3-a3378f10c0a608923c77803ddafb6864.mp3str" + +[deps] + +source_file="res://ui/rough_sketch3.mp3" +dest_files=["res://.godot/imported/rough_sketch3.mp3-a3378f10c0a608923c77803ddafb6864.mp3str"] + +[params] + +loop=false +loop_offset=0 +bpm=0 +beat_count=0 +bar_beats=4 diff --git a/ui/start_button.gd b/ui/start_button.gd new file mode 100644 index 0000000..74df7d6 --- /dev/null +++ b/ui/start_button.gd @@ -0,0 +1,18 @@ +extends TextureButton + +@onready var color_rect: ColorRect = $"../ColorRect" + +# Called when the node enters the scene tree for the first time. +func _ready() -> void: + pass # Replace with function body. + + +# Called every frame. 'delta' is the elapsed time since the previous frame. +func _process(delta: float) -> void: + pass + + +func _on_pressed() -> void: + get_tree().create_tween().tween_property(color_rect, "color", Color.BLACK, 1) + await get_tree().create_timer(1).timeout + get_tree().change_scene_to_file("res://level/level_2.tscn") diff --git a/ui/target.png b/ui/target.png new file mode 100644 index 0000000..ae91da5 Binary files /dev/null and b/ui/target.png differ diff --git a/ui/target.png.import b/ui/target.png.import new file mode 100644 index 0000000..d782e5d --- /dev/null +++ b/ui/target.png.import @@ -0,0 +1,34 @@ +[remap] + +importer="texture" +type="CompressedTexture2D" +uid="uid://cf8xg6bohoij0" +path="res://.godot/imported/target.png-3debb5b15fab6478ba90d58d780f2869.ctex" +metadata={ +"vram_texture": false +} + +[deps] + +source_file="res://ui/target.png" +dest_files=["res://.godot/imported/target.png-3debb5b15fab6478ba90d58d780f2869.ctex"] + +[params] + +compress/mode=0 +compress/high_quality=false +compress/lossy_quality=0.7 +compress/hdr_compression=1 +compress/normal_map=0 +compress/channel_pack=0 +mipmaps/generate=false +mipmaps/limit=-1 +roughness/mode=0 +roughness/src_normal="" +process/fix_alpha_border=true +process/premult_alpha=false +process/normal_map_invert_y=false +process/hdr_as_srgb=false +process/hdr_clamp_exposure=false +process/size_limit=0 +detect_3d/compress_to=1 diff --git a/ui/target_reticle.gd b/ui/target_reticle.gd new file mode 100644 index 0000000..ba7de04 --- /dev/null +++ b/ui/target_reticle.gd @@ -0,0 +1,21 @@ +extends TextureRect + +var current_target : Node3D +var current_camera : Camera3D + +func _ready() -> void: + HudSignalBus.current_camera_changed.connect(set_current_camera) + current_camera = HudSignalBus.current_camera + HudSignalBus.new_weapon_target.connect(set_current_target) + +func set_current_camera(value): + current_camera = value + +func set_current_target(value): + current_target = value + +func _physics_process(delta: float) -> void: + if is_instance_valid(current_target): + position = current_camera.unproject_position(current_target.global_position)-Vector2(32,32) + else: + position = Vector2(-300,-300) diff --git a/ui/weapon_progress_bar.gd b/ui/weapon_progress_bar.gd new file mode 100644 index 0000000..8881d29 --- /dev/null +++ b/ui/weapon_progress_bar.gd @@ -0,0 +1,23 @@ +extends TextureProgressBar + +@export var weapon_signal_name = "minigun" +@onready var reset_position = position + +var last_ammo : int = 99999 + +func _ready() -> void: + HudSignalBus.connect(weapon_signal_name, update) + +func update(current_ammo : int, max_ammo : int): + if current_ammo < last_ammo: + last_ammo = current_ammo + $GPUParticles2D.emitting = true + get_tree().create_timer(0.1).timeout.connect(particle_foo) + value = (current_ammo*100.0)/max_ammo + $Label.text = str(current_ammo) + var tween = get_tree().create_tween() + tween.tween_property(self, "position", reset_position+(6*Vector2.ONE),.05) + tween.tween_property(self, "position", reset_position,.05) + +func particle_foo(): + $GPUParticles2D.emitting = false