diff --git a/.idea/.idea.3D-Character-Controller-Template.dir/.idea/.gitignore b/.idea/.idea.3D-Character-Controller-Template.dir/.idea/.gitignore new file mode 100644 index 0000000..bacdacd --- /dev/null +++ b/.idea/.idea.3D-Character-Controller-Template.dir/.idea/.gitignore @@ -0,0 +1,13 @@ +# Default ignored files +/shelf/ +/workspace.xml +# Rider ignored files +/.idea.3D-Character-Controller-Template.iml +/contentModel.xml +/modules.xml +/projectSettingsUpdater.xml +# Editor-based HTTP Client requests +/httpRequests/ +# Datasource local storage ignored files +/dataSources/ +/dataSources.local.xml diff --git a/.idea/.idea.3D-Character-Controller-Template.dir/.idea/encodings.xml b/.idea/.idea.3D-Character-Controller-Template.dir/.idea/encodings.xml new file mode 100644 index 0000000..df87cf9 --- /dev/null +++ b/.idea/.idea.3D-Character-Controller-Template.dir/.idea/encodings.xml @@ -0,0 +1,4 @@ + + + + \ No newline at end of file diff --git a/.idea/.idea.3D-Character-Controller-Template.dir/.idea/indexLayout.xml b/.idea/.idea.3D-Character-Controller-Template.dir/.idea/indexLayout.xml new file mode 100644 index 0000000..7b08163 --- /dev/null +++ b/.idea/.idea.3D-Character-Controller-Template.dir/.idea/indexLayout.xml @@ -0,0 +1,8 @@ + + + + + + + + \ No newline at end of file diff --git a/.idea/.idea.3D-Character-Controller-Template.dir/.idea/vcs.xml b/.idea/.idea.3D-Character-Controller-Template.dir/.idea/vcs.xml new file mode 100644 index 0000000..35eb1dd --- /dev/null +++ b/.idea/.idea.3D-Character-Controller-Template.dir/.idea/vcs.xml @@ -0,0 +1,6 @@ + + + + + + \ No newline at end of file diff --git a/addons/debug_menu/debug_menu.gd b/addons/debug_menu/debug_menu.gd index adce78e..727e405 100644 --- a/addons/debug_menu/debug_menu.gd +++ b/addons/debug_menu/debug_menu.gd @@ -34,10 +34,10 @@ const GRAPH_MAX_FRAMETIME = 1.0 / GRAPH_MAX_FPS ## Debug menu display style. enum Style { - HIDDEN, ## Debug menu is hidden. - VISIBLE_COMPACT, ## Debug menu is visible, with only the FPS, FPS cap (if any) and time taken to render the last frame. - VISIBLE_DETAILED, ## Debug menu is visible with full information, including graphs. - MAX, ## Represents the size of the Style enum. + HIDDEN, ## Debug menu is hidden. + VISIBLE_COMPACT, ## Debug menu is visible, with only the FPS, FPS cap (if any) and time taken to render the last frame. + VISIBLE_DETAILED, ## Debug menu is visible with full information, including graphs. + MAX, ## Represents the size of the Style enum. } ## The style to use when drawing the debug menu. @@ -70,7 +70,7 @@ var sum_func := func avg(accum: float, number: float) -> float: return accum + n var frame_history_total: Array[float] = [] var frame_history_cpu: Array[float] = [] var frame_history_gpu: Array[float] = [] -var fps_history: Array[float] = [] # Only used for graphs. +var fps_history: Array[float] = [] # Only used for graphs. var frametime_avg := GRAPH_MIN_FRAMETIME var frametime_cpu_avg := GRAPH_MAX_FRAMETIME @@ -106,10 +106,10 @@ func _ready() -> void: # (red = 10 FPS, yellow = 60 FPS, green = 110 FPS, cyan = 160 FPS). # This makes the color gradient non-linear. # Colors are taken from . - frame_time_gradient.set_color(0, Color8(239, 68, 68)) # red-500 - frame_time_gradient.set_color(1, Color8(56, 189, 248)) # light-blue-400 - frame_time_gradient.add_point(0.3333, Color8(250, 204, 21)) # yellow-400 - frame_time_gradient.add_point(0.6667, Color8(128, 226, 95)) # 50-50 mix of lime-400 and green-400 + frame_time_gradient.set_color(0, Color(239, 68, 68)) # red-500 + frame_time_gradient.set_color(1, Color(56, 189, 248)) # light-blue-400 + frame_time_gradient.add_point(0.3333, Color(250, 204, 21)) # yellow-400 + frame_time_gradient.add_point(0.6667, Color(128, 226, 95)) # 50-50 mix of lime-400 and green-400 get_viewport().size_changed.connect(update_settings_label) @@ -274,8 +274,8 @@ func update_information_label() -> void: information.text = ( "%s, %d threads\n" % [OS.get_processor_name().replace("(R)", "").replace("(TM)", ""), OS.get_processor_count()] - + "%s %s (%s %s), %s %s\n" % [OS.get_name(), "64-bit" if OS.has_feature("64") else "32-bit", release_string, "double" if OS.has_feature("double") else "single", graphics_api_string, RenderingServer.get_video_adapter_api_version()] - + "%s, %s" % [adapter_string, driver_info_string] + +"%s %s (%s %s), %s %s\n" % [OS.get_name(), "64-bit" if OS.has_feature("64") else "32-bit", release_string, "double" if OS.has_feature("double") else "single", graphics_api_string, RenderingServer.get_video_adapter_api_version()] + +"%s, %s" % [adapter_string, driver_info_string] ) diff --git a/addons/debug_menu/debug_menu.gd.uid b/addons/debug_menu/debug_menu.gd.uid new file mode 100644 index 0000000..c731934 --- /dev/null +++ b/addons/debug_menu/debug_menu.gd.uid @@ -0,0 +1 @@ +uid://uy4ruqo71tqe diff --git a/addons/debug_menu/debug_menu.tscn b/addons/debug_menu/debug_menu.tscn index 2aaf0c1..b0d99c7 100644 --- a/addons/debug_menu/debug_menu.tscn +++ b/addons/debug_menu/debug_menu.tscn @@ -1,7 +1,20 @@ -[gd_scene load_steps=3 format=3 uid="uid://cggqb75a8w8r"] +[gd_scene load_steps=6 format=3 uid="uid://cggqb75a8w8r"] [ext_resource type="Script" path="res://addons/debug_menu/debug_menu.gd" id="1_p440y"] +[sub_resource type="SystemFont" id="SystemFont_f56mb"] +font_names = PackedStringArray("Sans-Serif", "", "", "", "", "", "", "", "", "") + +[sub_resource type="Theme" id="Theme_qdnc2"] +default_font = SubResource("SystemFont_f56mb") + +[sub_resource type="StyleBoxFlat" id="StyleBoxFlat_6qqxv"] +bg_color = Color(0, 0, 0, 0.498039) +expand_margin_left = 8.0 +expand_margin_top = 8.0 +expand_margin_right = 8.0 +expand_margin_bottom = 8.0 + [sub_resource type="StyleBoxFlat" id="StyleBoxFlat_ki0n8"] bg_color = Color(0, 0, 0, 0.25098) @@ -9,20 +22,19 @@ bg_color = Color(0, 0, 0, 0.25098) process_mode = 3 layer = 128 -[node name="DebugMenu" type="Control" parent="." node_paths=PackedStringArray("fps", "frame_time", "frame_number", "frame_history_total_avg", "frame_history_total_min", "frame_history_total_max", "frame_history_total_last", "frame_history_cpu_avg", "frame_history_cpu_min", "frame_history_cpu_max", "frame_history_cpu_last", "frame_history_gpu_avg", "frame_history_gpu_min", "frame_history_gpu_max", "frame_history_gpu_last", "fps_graph", "total_graph", "cpu_graph", "gpu_graph", "information", "settings")] +[node name="DebugMenu" type="PanelContainer" parent="." node_paths=PackedStringArray("fps", "frame_time", "frame_number", "frame_history_total_avg", "frame_history_total_min", "frame_history_total_max", "frame_history_total_last", "frame_history_cpu_avg", "frame_history_cpu_min", "frame_history_cpu_max", "frame_history_cpu_last", "frame_history_gpu_avg", "frame_history_gpu_min", "frame_history_gpu_max", "frame_history_gpu_last", "fps_graph", "total_graph", "cpu_graph", "gpu_graph", "information", "settings")] custom_minimum_size = Vector2(400, 400) -layout_mode = 3 -anchors_preset = 1 +anchors_preset = 11 anchor_left = 1.0 anchor_right = 1.0 -offset_left = -416.0 -offset_top = 8.0 -offset_right = -16.0 -offset_bottom = 408.0 +anchor_bottom = 1.0 +offset_left = -277.0 grow_horizontal = 0 +grow_vertical = 2 size_flags_horizontal = 8 -size_flags_vertical = 4 mouse_filter = 2 +theme = SubResource("Theme_qdnc2") +theme_override_styles/panel = SubResource("StyleBoxFlat_6qqxv") script = ExtResource("1_p440y") fps = NodePath("VBoxContainer/FPS") frame_time = NodePath("VBoxContainer/FrameTime") @@ -47,13 +59,7 @@ information = NodePath("VBoxContainer/Information") settings = NodePath("VBoxContainer/Settings") [node name="VBoxContainer" type="VBoxContainer" parent="DebugMenu"] -layout_mode = 1 -anchors_preset = 1 -anchor_left = 1.0 -anchor_right = 1.0 -offset_left = -300.0 -offset_bottom = 374.0 -grow_horizontal = 0 +layout_mode = 2 mouse_filter = 2 theme_override_constants/separation = 0 @@ -61,8 +67,8 @@ theme_override_constants/separation = 0 modulate = Color(0, 1, 0, 1) layout_mode = 2 theme_override_colors/font_outline_color = Color(0, 0, 0, 1) -theme_override_constants/outline_size = 5 theme_override_constants/line_spacing = 0 +theme_override_constants/outline_size = 5 theme_override_font_sizes/font_size = 18 text = "60 FPS" horizontal_alignment = 2 diff --git a/addons/debug_menu/plugin.gd.uid b/addons/debug_menu/plugin.gd.uid new file mode 100644 index 0000000..8a3ad24 --- /dev/null +++ b/addons/debug_menu/plugin.gd.uid @@ -0,0 +1 @@ +uid://c15ljqrjuqgvh diff --git a/addons/lightmap_probe_grid/Depth.gdshader b/addons/lightmap_probe_grid/Depth.gdshader new file mode 100644 index 0000000..f0362ff --- /dev/null +++ b/addons/lightmap_probe_grid/Depth.gdshader @@ -0,0 +1,9 @@ +shader_type spatial; +render_mode unshaded; + +uniform sampler2D depth_texture : source_color, hint_depth_texture, filter_nearest, repeat_disable; + +void fragment() { + float depth = texture(depth_texture, SCREEN_UV).x; + ALBEDO = vec3(depth); +} diff --git a/addons/lightmap_probe_grid/Depth.gdshader.uid b/addons/lightmap_probe_grid/Depth.gdshader.uid new file mode 100644 index 0000000..eec8b96 --- /dev/null +++ b/addons/lightmap_probe_grid/Depth.gdshader.uid @@ -0,0 +1 @@ +uid://0dexnhbddxfl diff --git a/addons/lightmap_probe_grid/LICENSE.txt b/addons/lightmap_probe_grid/LICENSE.txt new file mode 100644 index 0000000..5db5b6c --- /dev/null +++ b/addons/lightmap_probe_grid/LICENSE.txt @@ -0,0 +1,21 @@ +MIT License + +Copyright (c) 2023 SpockBauru + +Permission is hereby granted, free of charge, to any person obtaining a copy +of this software and associated documentation files (the "Software"), to deal +in the Software without restriction, including without limitation the rights +to use, copy, modify, merge, publish, distribute, sublicense, and/or sell +copies of the Software, and to permit persons to whom the Software is +furnished to do so, subject to the following conditions: + +The above copyright notice and this permission notice shall be included in all +copies or substantial portions of the Software. + +THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR +IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, +FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE +AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER +LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, +OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE +SOFTWARE. diff --git a/addons/lightmap_probe_grid/README.md b/addons/lightmap_probe_grid/README.md new file mode 100644 index 0000000..f6d652e --- /dev/null +++ b/addons/lightmap_probe_grid/README.md @@ -0,0 +1,79 @@ +# LightmapProbeGrid +Create a grid of Lightmap Probes and cut unwanted ones! + +LightmapProbeGrid is an extension for [Godot Engine](https://godotengine.org/) that helps on the demanding task of placing Lightmap Probes where LightmapGI fails to do it. + +**Disclaimer:** If you are getting the error `scene/3d/lightmap_gi.cpp:529 - Inconsistency found in triangulation...` is because [Godot Issue 82642](https://github.com/godotengine/godot/issues/82642). If you have the knowledge, would you kindly contrubute to fix the issue please? \o/ + +### Video Tutorial +https://www.youtube.com/watch?v=HzZSQ0BPpuk + +# Index + * [What's new](#whats-new) + * [How to install](#how-to-install) + * [Making a grid of Light Probes](#making-a-grid-of-light-probes) + * [Cut Obstructed Probes](#cut-obstructed-probes) + * [Cut probes inside objects](#cut-probes-inside-objects) + * [Cut probes far from objects](#cut-probes-far-from-objects) + * [Limitations](#limitations) + * [Compatibility](#compatibility) + * [Ending notes](#ending-notes) + * [Changelog](#changelog) + +# What's New +Thanks to [dwarfses](https://twitter.com/dwarfses/status/1731691097263362513), LightmapProbeGrid v2.0 now uses GPU raycast instead of the regular Physics raycast. It may be slower but means that colliders are not needed anymore! If the camera can see, it should work! + +NOTE: The Cull Mask from v1.0 is not compatible with v2.0. + +# How to install +1) Download the file `LightmapProbeGrid_v2.0.zip` from the [Download Page](https://github.com/SpockBauru/LightmapProbeGrid/releases) +2) Extract the `addons` folder on the root of your project (`res://`). Other files/folders are optional. +3) Go to Godot's "Project" menu -> "Project Settings" -> "Plugins" tab -> enable "LightmapProbeGrid". +4) Restart Godot. + +You can also open the `DemoScene` to see how it works. + +# Making a grid of Light Probes +- Place the LightmapProbeGrid Node in the scene. It's located at "Add Node" -> Node3D -> LightmapProbeGrid. +- Use the handles (red dots) to resize the grid. +- In the LightmapProbeGrid Inspector you can set the number of Light Probes on each axis with the minimum of 2. Press "Generate Probes" to apply the settings and place your grid of Light Probes in the Scene. + +Now you can cut unwanted probes with the methods bellow. + +## Cut Obstructed Probes +This method is designed to cut probes that are placed beyond visual limits such as the ground or the walls of a cave. + +On LightmapProbeGrid Inscpector click on "Cut Obstructed Probes". It will test each Light Probe from the center of the grid to the probe and see if the line intercepts an object. The probe will be cut if there's something blocking the line. + +## Cut probes inside objects +This method is designed to delete probes that are inside objects. It will test all 6 axis of each Light Probe: Up, Down, Left, Right, Forward and Backward by the distance indicated in `Max Object Size`. + +If at least 4 of these lines hit something the probe will be cut. It considers only 4 hits to cut probes on long objects like pillars and trees. + +## Cut probes far from objects +This method is designed to delete probes that are far away from any object. Normally these probes don't contain any relevant light information but use with care in places that have a high usage of spotlights. + +When you click the button the area around the Light Probe is tested on various directions by the distance indicated in `Max Distance`. The probe will be cut if none of the rays intercept an object. + +## Using masks +You can select which 3D render layers LightmapProbeGrid will interact on the section Visual Cull Mask. Only selected layers will be used on detection for the Cut methods above. + +Use masks to filter out objects to not interact with the rays, like characters or moving objects. + +# Limitations +LightmapProbeGrid is not designed to work with a huge number of Light Probes at once covering a vast area. It is designed to be placed multiple times in a scene with relatively small grids (less than 1,000 probes). + +# Compatibility +LightmapProbeGrid is compatible with Godot 4.2 and there are plans to continue supporting onward. + +# Ending notes +This tool was entirely made on my free time. If you want to support me, please make an awesome asset and publish for free to the community! + +# Changelog +v2.0: +- Major changes: now uses GPU Raycast instead of Physics raycast +- This means that colliders are not needed anymore! +- The Cull Mask from v1.0 is not compatible with v2.0 + +v1.0: +- First release. diff --git a/addons/lightmap_probe_grid/UI.gd b/addons/lightmap_probe_grid/UI.gd new file mode 100644 index 0000000..b19f5c1 --- /dev/null +++ b/addons/lightmap_probe_grid/UI.gd @@ -0,0 +1,89 @@ +@tool +extends Node + +@export var probes_x: SpinBox +@export var probes_y: SpinBox +@export var probes_z: SpinBox +@export var planned_probes: RichTextLabel + +@export var generate_button: Button + +@export var far_distance: SpinBox +@export var object_size: SpinBox + +var root_node: Node +var probe_grid: LightmapProbeGrid + + +func _ready() -> void: + root_node = EditorInterface.get_edited_scene_root() + if EditorInterface.get_selection().get_selected_nodes().size() == 1: + probe_grid = EditorInterface.get_selection().get_selected_nodes()[0] as LightmapProbeGrid + else: + return + + # connecting signals + if not probe_grid.probes_changed.is_connected(_get_probes): + probe_grid.probes_changed.connect(_get_probes) + if not probe_grid.probes_changed.is_connected(planned_probes_text): + probe_grid.probes_changed.connect(planned_probes_text) + + # initializing values + far_distance.value = probe_grid.far_distance + object_size.value = probe_grid.object_size + _get_probes() + planned_probes_text() + planned_probes.tooltip_text = "Maximum is %s" % probe_grid.max_probes + + +func planned_probes_text() -> void: + var total: int = probe_grid.planned_probes + var current: int = probe_grid.current_probes + var max_probes: int = probe_grid.max_probes + + if total <= max_probes: + planned_probes.text = "Probes Planned/Current: " + str(total) + " / " + str(current) + generate_button.disabled = false + else: + planned_probes.text = "[color=red]Planned Probes: %s [/color] \ + \nWarning: Max number of probes is %s" % [total, max_probes] + generate_button.disabled = true + + +func _set_probes_number(_value: float) -> void: + var number_of_probes: Vector3i = Vector3i.ONE + number_of_probes.x = int(probes_x.value) + number_of_probes.y = int(probes_y.value) + number_of_probes.z = int(probes_z.value) + probe_grid.probes_number = number_of_probes + + +func _on_generate_probes_pressed() -> void: + probe_grid.generate_probes() + + +func _get_probes() -> void: + var number: Vector3i = probe_grid.probes_number + probes_x.value = number.x + probes_y.value = number.y + probes_z.value = number.z + + +func _on_cut_by_mask_pressed() -> void: + probe_grid.cut_obstructed() + + +func _cut_far_probes(): + probe_grid.cut_far() + + +func _set_far_distance(value): + probe_grid.far_distance = value + + +func _cut_inside(): + probe_grid.cut_inside() + + +func _set_object_size(value): + probe_grid.object_size = value diff --git a/addons/lightmap_probe_grid/UI.gd.uid b/addons/lightmap_probe_grid/UI.gd.uid new file mode 100644 index 0000000..e220008 --- /dev/null +++ b/addons/lightmap_probe_grid/UI.gd.uid @@ -0,0 +1 @@ +uid://l34dvbnsrsna diff --git a/addons/lightmap_probe_grid/controls_scene.tscn b/addons/lightmap_probe_grid/controls_scene.tscn new file mode 100644 index 0000000..6e096e0 --- /dev/null +++ b/addons/lightmap_probe_grid/controls_scene.tscn @@ -0,0 +1,198 @@ +[gd_scene load_steps=3 format=3 uid="uid://xp1820rv0uy"] + +[ext_resource type="Script" path="res://addons/lightmap_probe_grid/UI.gd" id="1_4a60v"] +[ext_resource type="StyleBox" uid="uid://4nfudftbnexo" path="res://addons/lightmap_probe_grid/style_box_flat.tres" id="2_rdj4j"] + +[node name="RootContainer" type="VBoxContainer" node_paths=PackedStringArray("probes_x", "probes_y", "probes_z", "planned_probes", "generate_button", "far_distance", "object_size")] +offset_right = 257.0 +offset_bottom = 346.0 +script = ExtResource("1_4a60v") +probes_x = NodePath("ProbesContainer/ProbesX") +probes_y = NodePath("ProbesContainer/ProbesY") +probes_z = NodePath("ProbesContainer/ProbesZ") +planned_probes = NodePath("PlannedLabel") +generate_button = NodePath("GenerateProbes") +far_distance = NodePath("CutFarProbesContainer/Distance") +object_size = NodePath("CutInsideContainer/Size") + +[node name="ProbesLabel" type="Label" parent="."] +clip_contents = true +layout_mode = 2 +tooltip_text = "Number of probes on each axis" +mouse_filter = 0 +text = "Number of Probes" +vertical_alignment = 1 + +[node name="ProbesContainer" type="HBoxContainer" parent="."] +layout_mode = 2 + +[node name="ProbesX" type="SpinBox" parent="ProbesContainer"] +layout_mode = 2 +size_flags_horizontal = 3 +tooltip_text = "Minimum is 2" +min_value = 2.0 +max_value = 250.0 +value = 2.0 +alignment = 2 +prefix = "x:" +select_all_on_focus = true + +[node name="ProbesY" type="SpinBox" parent="ProbesContainer"] +layout_mode = 2 +size_flags_horizontal = 3 +tooltip_text = "Minimum is 2" +min_value = 2.0 +max_value = 250.0 +value = 2.0 +alignment = 2 +prefix = "y:" +select_all_on_focus = true + +[node name="ProbesZ" type="SpinBox" parent="ProbesContainer"] +layout_mode = 2 +size_flags_horizontal = 3 +tooltip_text = "Minimum is 2" +min_value = 2.0 +max_value = 250.0 +value = 2.0 +alignment = 2 +prefix = "z:" +select_all_on_focus = true + +[node name="PlannedLabel" type="RichTextLabel" parent="."] +layout_mode = 2 +tooltip_text = "Maximum is xxxx" +bbcode_enabled = true +text = "Planned Probes: xxxx" +fit_content = true + +[node name="GenerateProbes" type="Button" parent="."] +layout_mode = 2 +theme_override_styles/normal = ExtResource("2_rdj4j") +text = "Generate Probes" + +[node name="HSeparator" type="HSeparator" parent="."] +layout_mode = 2 + +[node name="ObscuredLabel" type="Label" parent="."] +layout_mode = 2 +tooltip_text = "Test from center to each probe, +and cut the probe if the path is obstructed by an object. + +Use Collision Mask to filter objects." +mouse_filter = 0 +text = "Probes obscured from center" +vertical_alignment = 1 + +[node name="Cut by Mask" type="Button" parent="."] +layout_mode = 2 +tooltip_text = "Test from center to each probe, +and cut the probe if the path is obstructed by an object. + +Use Collision Mask to filter objects." +theme_override_styles/normal = ExtResource("2_rdj4j") +text = "Cut Obstructed Probes" + +[node name="HSeparator2" type="HSeparator" parent="."] +layout_mode = 2 + +[node name="Label" type="Label" parent="."] +layout_mode = 2 +tooltip_text = "For each probe, test if there is any object within an Max distance. +If there isn't any object the probe is cut. + +Use Collision Mask to filter objects." +mouse_filter = 0 +text = "Probes far from any object" + +[node name="CutFarProbesContainer" type="HBoxContainer" parent="."] +layout_mode = 2 +alignment = 1 + +[node name="DistanceLabel" type="Label" parent="CutFarProbesContainer"] +custom_minimum_size = Vector2(67, 0) +layout_mode = 2 +tooltip_text = "The distance from the probe that objects will be detected" +mouse_filter = 0 +text = "Max distance" + +[node name="Distance" type="SpinBox" parent="CutFarProbesContainer"] +layout_mode = 2 +tooltip_text = "The distance from the probe that objects will be detected" +step = 0.0 +value = 1.0 +allow_greater = true +suffix = "m" +custom_arrow_step = 1.0 +select_all_on_focus = true + +[node name="CutFarProbes" type="Button" parent="."] +custom_minimum_size = Vector2(148, 0) +layout_mode = 2 +tooltip_text = "For each probe, test if there is any object within an Max distance. +If there isn't any object the probe is cut. + +Use Collision Mask to filter objects." +theme_override_styles/normal = ExtResource("2_rdj4j") +text = "Cut Far Probes" + +[node name="HSeparator3" type="HSeparator" parent="."] +layout_mode = 2 + +[node name="Label2" type="Label" parent="."] +layout_mode = 2 +tooltip_text = "For each probe, test if the same object is intercepted by the yellow lines. + +If the same object is detected 4 times or more, +the probe is considered to be inside and will be cut. + +Only 4 lines are tested instead of 6 because is common for +objects to not have 2 faces, like pillars. + +Use Collision Mask to filter objects." +mouse_filter = 0 +text = "Probes inside objects" + +[node name="CutInsideContainer" type="HBoxContainer" parent="."] +layout_mode = 2 +alignment = 1 + +[node name="SizeLabel" type="Label" parent="CutInsideContainer"] +layout_mode = 2 +tooltip_text = "Distance tested from the probes (size of yellow lines)" +mouse_filter = 0 +text = "Max object size" + +[node name="Size" type="SpinBox" parent="CutInsideContainer"] +layout_mode = 2 +tooltip_text = "Distance tested from the probes (size of yellow lines)" +step = 0.0 +value = 1.0 +allow_greater = true +suffix = "m" +custom_arrow_step = 1.0 + +[node name="CutInsideObjects" type="Button" parent="."] +custom_minimum_size = Vector2(148, 0) +layout_mode = 2 +tooltip_text = "For each probe, test if the same object is intercepted by the yellow lines. + +If the same object is detected 4 times or more, +the probe is considered to be inside and will be cut. + +Only 4 lines are tested instead of 6 because is common for +objects to not have 2 faces, like pillars. + +Use Collision Mask to filter objects." +theme_override_styles/normal = ExtResource("2_rdj4j") +text = "Cut Inside Objects" + +[connection signal="value_changed" from="ProbesContainer/ProbesX" to="." method="_set_probes_number"] +[connection signal="value_changed" from="ProbesContainer/ProbesY" to="." method="_set_probes_number"] +[connection signal="value_changed" from="ProbesContainer/ProbesZ" to="." method="_set_probes_number"] +[connection signal="pressed" from="GenerateProbes" to="." method="_on_generate_probes_pressed"] +[connection signal="pressed" from="Cut by Mask" to="." method="_on_cut_by_mask_pressed"] +[connection signal="value_changed" from="CutFarProbesContainer/Distance" to="." method="_set_far_distance"] +[connection signal="pressed" from="CutFarProbes" to="." method="_cut_far_probes"] +[connection signal="value_changed" from="CutInsideContainer/Size" to="." method="_set_object_size"] +[connection signal="pressed" from="CutInsideObjects" to="." method="_cut_inside"] diff --git a/addons/lightmap_probe_grid/editor_inspector_plugin.gd b/addons/lightmap_probe_grid/editor_inspector_plugin.gd new file mode 100644 index 0000000..759110e --- /dev/null +++ b/addons/lightmap_probe_grid/editor_inspector_plugin.gd @@ -0,0 +1,16 @@ +extends EditorInspectorPlugin + +var ui_control: PackedScene = preload("controls_scene.tscn") +var ui: Control = null + +func _can_handle(object: Object) -> bool: + if object is LightmapProbeGrid: + return true + else: + return false + +func _parse_category(_object: Object, category: String) -> void: + if category.begins_with("lightmap_probe_grid"): + if ui == null: + ui = ui_control.instantiate() + add_property_editor("LighmapProbeGrid", ui) diff --git a/addons/lightmap_probe_grid/editor_inspector_plugin.gd.uid b/addons/lightmap_probe_grid/editor_inspector_plugin.gd.uid new file mode 100644 index 0000000..436a3f9 --- /dev/null +++ b/addons/lightmap_probe_grid/editor_inspector_plugin.gd.uid @@ -0,0 +1 @@ +uid://cyh1thwnyn2ra diff --git a/addons/lightmap_probe_grid/gizmo.gd b/addons/lightmap_probe_grid/gizmo.gd new file mode 100644 index 0000000..8d7eac8 --- /dev/null +++ b/addons/lightmap_probe_grid/gizmo.gd @@ -0,0 +1,159 @@ +# my_custom_gizmo_plugin.gd +extends EditorNode3DGizmoPlugin + +const handles_axis: PackedVector3Array = [ + Vector3(1, 0, 0), + Vector3(0, 1, 0), + Vector3(0, 0, 1), + Vector3(-1, 0, 0), + Vector3(0, -1, 0), + Vector3(0, 0, -1) +] + +const box_lines: PackedVector3Array = [ + # plane -x + Vector3(-1, -1, -1), Vector3(-1, -1, 1), + Vector3(-1, -1, 1), Vector3(-1, 1, 1), + Vector3(-1, 1, 1), Vector3(-1, 1, -1), + Vector3(-1, 1, -1), Vector3(-1, -1, -1), + # plane +x + Vector3(1, -1, -1), Vector3(1, -1, 1), + Vector3(1, -1, 1), Vector3(1, 1, 1), + Vector3(1, 1, 1), Vector3(1, 1, -1), + Vector3(1, 1, -1), Vector3(1, -1, -1), + # connecting plane x with -x + Vector3(1, -1, -1), Vector3(-1, -1, -1), + Vector3(1, -1, 1), Vector3(-1, -1, 1), + Vector3(1, 1, -1), Vector3(-1, 1, -1), + Vector3(1, 1, 1), Vector3(-1, 1, 1), +] + +var icon: Texture2D = preload("lightmap_probe_grid_icon.svg") + +var timer: Timer = Timer.new() +var is_awayting: bool = false + + +func _get_gizmo_name() -> String: + return "LightmapProbeGrid" + + +func _init() -> void: + create_material("main_material", Color(0,0,0)) + create_material("tool_material", Color(1, 0.9, 0)) + create_handle_material("handles_material") + create_icon_material("icon_material", icon) + + +func _has_gizmo(node: Node3D) -> bool: + if node is LightmapProbeGrid: + if not node.size_changed.is_connected(node.update_gizmos): + node.size_changed.connect(node.update_gizmos) + if not node.probes_changed.is_connected(node.update_gizmos): + node.probes_changed.connect(node.update_gizmos) + return true + else: + return false + + +func _redraw(gizmo: EditorNode3DGizmo) -> void: + gizmo.clear() + var box: LightmapProbeGrid = gizmo.get_node_3d() as LightmapProbeGrid + var size: Vector3 = box.size + + var icon_gizmo: Material = get_material("icon_material") + gizmo.add_unscaled_billboard(icon_gizmo, 0.05) + + # Setting box lines + var lines: PackedVector3Array = [] + for pos: Vector3 in box_lines: + var scaled: Vector3 = 0.5 * pos * size + lines.append(scaled) + gizmo.add_lines(lines, get_material("main_material", gizmo)) + + # Setting handles + var handles: PackedVector3Array = [] + for pos: Vector3 in handles_axis: + var scaled: Vector3 = 0.5 * pos * size + handles.append(scaled) + gizmo.add_handles(handles, get_material("handles_material", gizmo), []) + + # Setting extra tool lines from main script + var tool_lines: PackedVector3Array = box.gizmo_lines + if not tool_lines.is_empty(): + gizmo.add_lines(tool_lines, get_material("tool_material", gizmo)) + clear_tool_await(box) + + +# Wait 3 seconds before clear the main script gizmos. If called twice the timer is reset +func clear_tool_await(box: LightmapProbeGrid): + if timer == null: + timer = Timer.new() + # Add timer to the scene + if timer.get_parent() == null: + var root_node = EditorInterface.get_edited_scene_root() + root_node.add_child(timer) + timer.name = "lightmap_probe_grid_timer" + + timer.wait_time = 3.0 + timer.start() + + if is_awayting: + return + + is_awayting = true + await timer.timeout + is_awayting = false + + timer.stop + box.gizmo_lines.clear() + box.update_gizmos() + + +# Based on github.com/godotengine/godot/blob/master/editor/plugins/gizmos/gizmo_3d_helper.cpp +# please, make it available to GDScript plugin developers... +func _set_handle(gizmo: EditorNode3DGizmo, index: int, _sec: bool, camera: Camera3D, point: Vector2) -> void: + var box: LightmapProbeGrid = gizmo.get_node_3d() as LightmapProbeGrid + var axis: Vector3 = handles_axis[index] + var axis_index: int = axis.abs().max_axis_index() + + var inverse: Transform3D = box.global_transform.affine_inverse() + var ray_from: Vector3 = camera.project_ray_origin(point) + var ray_to: Vector3 = camera.project_ray_normal(point) + var camera_position: Vector3 = inverse * ray_from + var camera_to_mouse: Vector3 = inverse * (ray_from + ray_to * 5000) + + var segment1: Vector3 = axis * 5000 + var segment2: Vector3 = axis * -5000 + + var intersection: PackedVector3Array = Geometry3D.get_closest_points_between_segments(segment2, + segment1, camera_position, camera_to_mouse) + + # Distance between the center and the handle (without scale) + var distance: float = intersection[0][axis_index] + # multiply axis signal to cancel distance signal + distance *= axis[axis_index] + + var old_distance: float = 0.5 * box.size[axis_index] + + # Defining new size and positions + var new_size: float = distance + old_distance + + # Translate halfway through the size difference + var translate: Vector3 = 0.5 * (distance - old_distance) * axis + + # Updating size and position + box.size[axis_index] = new_size + box.translate(translate) + + # Update Gizmo + box.update_gizmos() + + +func _get_handle_name(_gizmo: EditorNode3DGizmo, _handle_id: int, _sec: bool) -> String: + return "Probe Grid Size" + + +func _get_handle_value(gizmo: EditorNode3DGizmo, _id: int, _sec: bool) -> Vector3: + var box: LightmapProbeGrid = gizmo.get_node_3d() as LightmapProbeGrid + return box.size diff --git a/addons/lightmap_probe_grid/gizmo.gd.uid b/addons/lightmap_probe_grid/gizmo.gd.uid new file mode 100644 index 0000000..16a50bd --- /dev/null +++ b/addons/lightmap_probe_grid/gizmo.gd.uid @@ -0,0 +1 @@ +uid://cww446exifamp diff --git a/addons/lightmap_probe_grid/lightmap_probe_grid.gd b/addons/lightmap_probe_grid/lightmap_probe_grid.gd new file mode 100644 index 0000000..77262ad --- /dev/null +++ b/addons/lightmap_probe_grid/lightmap_probe_grid.gd @@ -0,0 +1,453 @@ +@tool +extends Node3D +class_name LightmapProbeGrid + +signal size_changed +signal probes_changed + +const max_probes: int = 1000 + +## Only selected layers will be seen by LightmapProbeGrid. Works like Camera3D Cull Mask.[br][br] +## NOTE: NOT compatible with LightmapProbeGrid v1.0 +@export_flags_3d_render var visual_cull_mask: int = 1048575 + +@export var size: Vector3 = Vector3.ONE: + set(value): + # size cannot be zero or negative + size = value.clamp(Vector3(1E-6, 1E-6, 1E-6), Vector3.INF) + size_changed.emit() + get: + return size + +@onready var depth_shader: Shader = preload("Depth.gdshader") + +var probes_number: Vector3i = Vector3i(2, 2, 2): + set(value): + probes_number = value + set_probes_number() + get: + return probes_number + +var planned_probes: int = 8 +var current_probes: int = 8 + +var old_size: Vector3 = Vector3.ONE +var old_scale: Vector3 = Vector3.ONE +var warned: bool = false + +var far_distance: float = 1 +var object_size: float = 1 + +var gizmo_lines: PackedVector3Array = [] + + +func _get_property_list() -> Array[Dictionary]: + var properties: Array[Dictionary] = [] + + properties.append({ + "name": "probes_number", + "type": TYPE_VECTOR3I, + "usage": PROPERTY_USAGE_STORAGE + }) + + properties.append({ + "name": "far_distance", + "type": TYPE_FLOAT, + "usage": PROPERTY_USAGE_STORAGE + }) + + properties.append({ + "name": "object_size", + "type": TYPE_FLOAT, + "usage": PROPERTY_USAGE_STORAGE + }) + + return properties + + +func _enter_tree() -> void: + if get_child_count() < 1: + generate_probes() + + +func _ready() -> void: + size_changed.connect(scale_probes) + set_notify_local_transform(true) + old_size = size + old_scale = scale + current_probes = get_child_count() + + +# Keep local scale fixed. Reflect in "size" if the user try to scale +func _notification(what: int) -> void: + if (what == NOTIFICATION_LOCAL_TRANSFORM_CHANGED) and not scale.is_equal_approx(Vector3.ONE): + if not warned: + printerr("LightmapProbeGrid: Resetting Scale, please use the handles (red dots) or ", + "the property \"Size\" in LightmapProbeGridsection") + warned = true + + if(scale.x <= 0): + scale = Vector3.ONE + return + + # TODO take a look on this workaround + var scale_diff: Vector3 = abs(scale - Vector3.ONE) + var size_sign: Vector3 = sign(scale - old_scale) + size += size_sign * scale_diff / 10.0 + + old_scale = scale + scale = Vector3.ONE + + +func _get_configuration_warnings() -> PackedStringArray: + var warnings: PackedStringArray = [] + + if planned_probes > max_probes: + var text: String = "LightmapProbeGrid: The maximum number of Probes must be " + \ + str(max_probes) + ". Please consider add more instances of LightmapProbeGrid" + warnings.append(text) + printerr(text) + + # Returning an empty array means "no warning". + return warnings + + +func set_probes_number() -> void: + planned_probes = probes_number.x * probes_number.y * probes_number.z + update_configuration_warnings() + probes_changed.emit() + + +func scale_probes() -> void: + var new_size: Vector3 = size / old_size + + # Scaling all probes + for probe: Node3D in get_children(): + probe.position *= new_size + + old_size = size + + +func generate_probes() -> void: + # check number of probes + if planned_probes > max_probes: + return + + # Clear all previews probes + for i: int in get_child_count(): + get_child(i).queue_free() + # Wait for the last one to be cleaned + if i == get_child_count() -1: + await get_child(i).tree_exited + + # Defining probe arrays + var probes_positions: Array[Vector3] = [] + var probes_names: Array[String] = [] + + var probes_x: float = probes_number.x + var probes_y: float = probes_number.y + var probes_z: float = probes_number.z + + # Distance between probes + var step_x: float = size.x / (probes_x - 1) + var step_y: float = size.y / (probes_y - 1) + var step_z: float = size.z / (probes_z - 1) + + # Starting relative positions + var start_position: Vector3 = Vector3.ONE * size / 2.0 + var current_position: Vector3 = Vector3.ZERO + + # Defining Probes relative positions and names + for x: float in probes_x: + for y: float in probes_y: + for z: float in probes_z: + current_position.x = start_position.x - step_x * x + current_position.y = start_position.y - step_y * y + current_position.z = start_position.z - step_z * z + probes_positions.append(current_position) + probes_names.append("LightmapProbe %.f, %.f, %.f" % [x, y, z]) + + # Generating probes + var root_node: Node = get_tree().edited_scene_root + + for i: int in range(probes_positions.size()): + var probe: LightmapProbe = LightmapProbe.new() + probe.position = probes_positions[i] + probe.name = probes_names[i] + add_child(probe) + probe.set_owner(root_node) + + current_probes = probes_number.x * probes_number.y * probes_number.z + set_probes_number() + + +# Workaround to raycast without colliders. Consists in a camera with a filter in front that shows +# the depth texture. The camera.far is the "ray" lenght and camera rotation is the "ray" orientation +# https://docs.godotengine.org/en/stable/tutorials/shaders/advanced_postprocessing.html#depth-texture +func add_GPU_raycaster(probe: Node3D) -> void: + var root_node: Node = get_tree().edited_scene_root + + # SubViewport that will host the camera + var sub_viewport: SubViewport = SubViewport.new() + sub_viewport.name = "GPUraycast" + sub_viewport.size = Vector2(2, 2) + sub_viewport.render_target_update_mode = SubViewport.UPDATE_DISABLED + sub_viewport.render_target_clear_mode = SubViewport.CLEAR_MODE_NEVER + sub_viewport.handle_input_locally = false + sub_viewport.debug_draw = Viewport.DEBUG_DRAW_UNSHADED + + sub_viewport.positional_shadow_atlas_size = 0 + sub_viewport.positional_shadow_atlas_quad_0 = Viewport.SHADOW_ATLAS_QUADRANT_SUBDIV_DISABLED + sub_viewport.positional_shadow_atlas_quad_1 = Viewport.SHADOW_ATLAS_QUADRANT_SUBDIV_DISABLED + sub_viewport.positional_shadow_atlas_quad_2 = Viewport.SHADOW_ATLAS_QUADRANT_SUBDIV_DISABLED + sub_viewport.positional_shadow_atlas_quad_3 = Viewport.SHADOW_ATLAS_QUADRANT_SUBDIV_DISABLED + + probe.add_child(sub_viewport) + sub_viewport.set_owner(root_node) + + # Camera for the viewport + var camera_3d: Camera3D = Camera3D.new() + camera_3d.projection = Camera3D.PROJECTION_ORTHOGONAL + camera_3d.size = 0.001 + camera_3d.near = 0.001 + camera_3d.far = 1.0 + sub_viewport.add_child(camera_3d) + camera_3d.set_owner(root_node) + camera_3d.position = probe.global_position + camera_3d.rotation = Vector3.ZERO + camera_3d.cull_mask = visual_cull_mask + + # Depth filter: A quad with a material that shows the Depth texture. This goes in front of the + # camera + var depth_material: ShaderMaterial = ShaderMaterial.new() + depth_material.shader = depth_shader + + var depth_filter: MeshInstance3D = MeshInstance3D.new() + var depth_mesh: QuadMesh = QuadMesh.new() + depth_filter.mesh = depth_mesh + depth_mesh.material = depth_material + depth_mesh.size = Vector2.ONE * 0.001 + camera_3d.add_child(depth_filter) + depth_filter.set_owner(root_node) + depth_filter.position = Vector3(0, 0, -0.002) + depth_filter.rotation = Vector3.ZERO + + +func generate_probes_raycasters(distance: float) -> void: + for probe in get_children(): + add_GPU_raycaster(probe) + + +func remove_probes_raycasters() -> void: + for probe in get_children(): + for child in probe.get_children(): + child.queue_free(); + + +# The function look_at not always work. Exceptions are handled here +func rotate_camera(camera: Camera3D, to: Vector3) -> void: + var from: Vector3 = camera.position + # look_at don't work if the node and target have the same position. You cannot look at yourself + if from == to: + return + + # look_at don't work if the direction and rotation axix have same orientation. In this case, + # change the rotation axis + var direction: Vector3 = abs(to - from) + var mag = (direction.normalized() - Vector3.UP).length() + if mag > 0.001: + camera.look_at(to) + else: + camera.look_at(to, Vector3.RIGHT) + + +# Shoot rays from the center to all the probes. If any object is detected so the probe is +# obstructed and will be cut +func cut_obstructed() -> void: + await generate_probes_raycasters(far_distance) + + var probes_array: Array[LightmapProbe] = [] + var camera_array: Array[Camera3D] = [] + var subViewport_array: Array[SubViewport] = [] + var results_array: Array[float] = [] + + # Populating arrays + for probe: LightmapProbe in get_children(): + probes_array.append(probe) + gizmo_lines.append_array([Vector3.ZERO, probe.position]) + var sub_viewport: SubViewport = probe.get_child(0) + subViewport_array.append(sub_viewport) + var camera: Camera3D = sub_viewport.get_child(0) + camera_array.append(camera) + + # Rotating cameras and updating sub_viewports + for i in range(camera_array.size()): + var camera: Camera3D = camera_array[i] + var probe_pos: Vector3 = probes_array[i].global_position + var sub_viewport: SubViewport = subViewport_array[i] + + camera.position = position + # The lenght of the "Ray" + camera.far = (probe_pos - position).length() + # The direction of the "Ray" + rotate_camera(camera, probe_pos) + sub_viewport.render_target_update_mode = SubViewport.UPDATE_ONCE + + # Getting the values + await RenderingServer.frame_post_draw + for i in range(subViewport_array.size()): + var sub_viewport = subViewport_array[i] + var texture: Image = sub_viewport.get_texture().get_image() + var color: Color = texture.get_pixel(0,0) + var colorValue: float = color.r + var result: float = colorValue + results_array.append(result) + + # Cutting probes + for i in range(subViewport_array.size()): + var result: float = results_array[i] + if result < 1.0: + var probe = probes_array[i] + probe.queue_free() + current_probes -= 1 + + set_probes_number() + remove_probes_raycasters() + + +# Detect if the probe is far from any object. It will shoot rays on all 6 axis and 8 quadrants. +# If there aren't any objects the probe will be cut +func cut_far() -> void: + await generate_probes_raycasters(far_distance) + + # 6 axis and 8 quadrants + var directions: Array[Vector3] = [ + # 6 Axis + Vector3(0, 0, 1), Vector3(0, 1, 0), Vector3(1, 0, 0), + Vector3(0, 0, -1), Vector3(0, -1, 0), Vector3(-1, 0, 0), + # 8 Quadrants + Vector3(1, 1, 1).normalized(), Vector3(1, 1, -1).normalized(), + Vector3(1, -1, 1).normalized(), Vector3(1, -1, -1).normalized(), + Vector3(-1, 1, 1).normalized(), Vector3(-1, 1, -1).normalized(), + Vector3(-1, -1, 1).normalized(), Vector3(-1, -1, -1).normalized() + ] + + var probes_array: Array[LightmapProbe] = [] + var camera_array: Array[Camera3D] = [] + var subViewport_array: Array[SubViewport] = [] + var collisions_number: Array[int] = [] + + # Populating arrays + for probe: LightmapProbe in get_children(): + probes_array.append(probe) + var sub_viewport: SubViewport = probe.get_child(0) + subViewport_array.append(sub_viewport) + var camera: Camera3D = sub_viewport.get_child(0) + camera_array.append(camera) + collisions_number.resize(camera_array.size()) + collisions_number.fill(0) + + # Getting data for all cameras on each direction + for dir in directions: + # Rotating all cameras to the same direction, and updating viewport + for i in camera_array.size(): + var probe: LightmapProbe = probes_array[i] + var sub_viewport: SubViewport = subViewport_array[i] + var camera: Camera3D = camera_array[i] + + camera.position = probe.global_position + # The lenght of the "Ray" + camera.far = far_distance + # The direction of the "Ray" + rotate_camera(camera, probe.global_position + dir) + sub_viewport.render_target_update_mode = SubViewport.UPDATE_ONCE + + gizmo_lines.append_array([probe.position, probe.position + dir * far_distance]) + + # Getting all values for the current direction + await RenderingServer.frame_post_draw + for i in range(subViewport_array.size()): + var sub_viewport = subViewport_array[i] + var texture: Image = sub_viewport.get_texture().get_image() + var color: Color = texture.get_pixel(0,0) + var colorValue: float = color.r + var result: float = colorValue + if result < 1.0: + collisions_number[i] += 1 + + # Cut probes if there are no collisions + for i in probes_array.size(): + if collisions_number[i] < 1: + var probe = probes_array[i] + probe.queue_free() + current_probes -= 1 + + set_probes_number() + remove_probes_raycasters() + + +# Detect if probe is inside an object. It will shoot rays from all 6 axis to the probe. If at least +# 4 are obstructed, the probe will be cut +func cut_inside() -> void: + await generate_probes_raycasters(far_distance) + + # 6 Axis + var axis: Array[Vector3] = [ + Vector3(0, 0, 1), Vector3(0, 1, 0), Vector3(1, 0, 0), + Vector3(0, 0, -1), Vector3(0, -1, 0), Vector3(-1, 0, 0), + ] + + var probes_array: Array[LightmapProbe] = [] + var camera_array: Array[Camera3D] = [] + var subViewport_array: Array[SubViewport] = [] + var collisions_number: Array[int] = [] + + # Populating arrays + for probe: LightmapProbe in get_children(): + probes_array.append(probe) + var sub_viewport: SubViewport = probe.get_child(0) + subViewport_array.append(sub_viewport) + var camera: Camera3D = sub_viewport.get_child(0) + camera_array.append(camera) + collisions_number.resize(camera_array.size()) + collisions_number.fill(0) + + # Getting data for all cameras on each axis + for dir in axis: + # For each direction, position all cameras to look from outside + # to each probe in object_size distance + for i in camera_array.size(): + var probe: LightmapProbe = probes_array[i] + var sub_viewport: SubViewport = subViewport_array[i] + var camera: Camera3D = camera_array[i] + + camera.position = probe.global_position + dir * object_size + # The lenght of the "Ray" + camera.far = object_size + # The direction of the "Ray" + rotate_camera(camera, probe.global_position) + sub_viewport.render_target_update_mode = SubViewport.UPDATE_ONCE + + gizmo_lines.append_array([probe.position, probe.position + dir * object_size]) + + # Getting all values for the current direction + await RenderingServer.frame_post_draw + for i in range(subViewport_array.size()): + var sub_viewport = subViewport_array[i] + var texture: Image = sub_viewport.get_texture().get_image() + var color: Color = texture.get_pixel(0,0) + var colorValue: float = color.r + var result: float = colorValue + if result < 1.0: + collisions_number[i] += 1 + + # Cut probes if there are more than 4 collisions + for i in probes_array.size(): + if collisions_number[i] > 3: + var probe = probes_array[i] + probe.queue_free() + current_probes -= 1 + + set_probes_number() + remove_probes_raycasters() + diff --git a/addons/lightmap_probe_grid/lightmap_probe_grid.gd.uid b/addons/lightmap_probe_grid/lightmap_probe_grid.gd.uid new file mode 100644 index 0000000..4dbecef --- /dev/null +++ b/addons/lightmap_probe_grid/lightmap_probe_grid.gd.uid @@ -0,0 +1 @@ +uid://dy5lhlfkbk5t6 diff --git a/addons/lightmap_probe_grid/lightmap_probe_grid_icon.svg b/addons/lightmap_probe_grid/lightmap_probe_grid_icon.svg new file mode 100644 index 0000000..c6d864a --- /dev/null +++ b/addons/lightmap_probe_grid/lightmap_probe_grid_icon.svg @@ -0,0 +1,4 @@ + + + + \ No newline at end of file diff --git a/addons/lightmap_probe_grid/lightmap_probe_grid_icon.svg.import b/addons/lightmap_probe_grid/lightmap_probe_grid_icon.svg.import new file mode 100644 index 0000000..eb73175 --- /dev/null +++ b/addons/lightmap_probe_grid/lightmap_probe_grid_icon.svg.import @@ -0,0 +1,37 @@ +[remap] + +importer="texture" +type="CompressedTexture2D" +uid="uid://dtmcycli3j3j1" +path="res://.godot/imported/lightmap_probe_grid_icon.svg-71f84c7339e4d62a065aeef79112e123.ctex" +metadata={ +"vram_texture": false +} + +[deps] + +source_file="res://addons/lightmap_probe_grid/lightmap_probe_grid_icon.svg" +dest_files=["res://.godot/imported/lightmap_probe_grid_icon.svg-71f84c7339e4d62a065aeef79112e123.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=0 +svg/scale=1.0 +editor/scale_with_editor_scale=false +editor/convert_colors_with_editor_theme=false diff --git a/addons/lightmap_probe_grid/plugin.cfg b/addons/lightmap_probe_grid/plugin.cfg new file mode 100644 index 0000000..e50f745 --- /dev/null +++ b/addons/lightmap_probe_grid/plugin.cfg @@ -0,0 +1,7 @@ +[plugin] + +name="LightmapProbeGrid" +description="Create a grid of LightmapProbes, and cut unwanted ones!" +author="SpockBauru" +version="2.0" +script="plugin.gd" diff --git a/addons/lightmap_probe_grid/plugin.gd b/addons/lightmap_probe_grid/plugin.gd new file mode 100644 index 0000000..6ea43d8 --- /dev/null +++ b/addons/lightmap_probe_grid/plugin.gd @@ -0,0 +1,25 @@ +@tool +extends EditorPlugin + +var custom_node: Script = preload("lightmap_probe_grid.gd") +var icon: Texture2D = preload("lightmap_probe_grid_icon.svg") + +var inspector_script: Script = preload("editor_inspector_plugin.gd") +var inspector_plugin: EditorInspectorPlugin = inspector_script.new() + +var gizmo_script: Script = preload("gizmo.gd") +var gizmo_plugin: EditorNode3DGizmoPlugin = gizmo_script.new() + +func _get_plugin_name() -> String: + return "LightmapProbeGrid" + +func _enter_tree() -> void: + add_custom_type("LightmapProbeGrid", "Node3D", custom_node, icon) + add_inspector_plugin(inspector_plugin) + add_node_3d_gizmo_plugin(gizmo_plugin) + + +func _exit_tree() -> void: + remove_custom_type("LightmapProbeGrid") + remove_inspector_plugin(inspector_plugin) + remove_node_3d_gizmo_plugin(gizmo_plugin) diff --git a/addons/lightmap_probe_grid/plugin.gd.uid b/addons/lightmap_probe_grid/plugin.gd.uid new file mode 100644 index 0000000..d5f61d3 --- /dev/null +++ b/addons/lightmap_probe_grid/plugin.gd.uid @@ -0,0 +1 @@ +uid://df4lt60aa1ac8 diff --git a/addons/lightmap_probe_grid/style_box_flat.tres b/addons/lightmap_probe_grid/style_box_flat.tres new file mode 100644 index 0000000..867120c --- /dev/null +++ b/addons/lightmap_probe_grid/style_box_flat.tres @@ -0,0 +1,13 @@ +[gd_resource type="StyleBoxFlat" format=3 uid="uid://4nfudftbnexo"] + +[resource] +draw_center = false +border_width_left = 1 +border_width_top = 1 +border_width_right = 1 +border_width_bottom = 1 +border_color = Color(0.5, 0.5, 0.5, 1) +corner_radius_top_left = 2 +corner_radius_top_right = 2 +corner_radius_bottom_right = 2 +corner_radius_bottom_left = 2 diff --git a/default_bus_layout.tres b/default_bus_layout.tres new file mode 100644 index 0000000..8ccabe6 --- /dev/null +++ b/default_bus_layout.tres @@ -0,0 +1,27 @@ +[gd_resource type="AudioBusLayout" format=3 uid="uid://dykupbfl42kqe"] + +[resource] +bus/1/name = &"Music" +bus/1/solo = false +bus/1/mute = false +bus/1/bypass_fx = false +bus/1/volume_db = 0.0 +bus/1/send = &"Master" +bus/2/name = &"Voice" +bus/2/solo = false +bus/2/mute = false +bus/2/bypass_fx = false +bus/2/volume_db = 0.0 +bus/2/send = &"Master" +bus/3/name = &"Effects" +bus/3/solo = false +bus/3/mute = false +bus/3/bypass_fx = false +bus/3/volume_db = 0.0 +bus/3/send = &"Master" +bus/4/name = &"Environment" +bus/4/solo = false +bus/4/mute = false +bus/4/bypass_fx = false +bus/4/volume_db = 0.0 +bus/4/send = &"Master" diff --git a/export_presets.cfg b/export_presets.cfg index b65518b..eff03d5 100644 --- a/export_presets.cfg +++ b/export_presets.cfg @@ -3,16 +3,21 @@ name="Windows Desktop" platform="Windows Desktop" runnable=true +advanced_options=false dedicated_server=false custom_features="" -export_filter="all_resources" +export_filter="exclude" +export_files=PackedStringArray("res://meshes/tailandia.glb") include_filter="" exclude_filter="" -export_path="C:/Users/Midnight/Desktop/export2/not_bar.exe" +export_path="C:/Users/Midnight/Desktop/export2/quacc.exe" +patches=PackedStringArray() encryption_include_filters="" encryption_exclude_filters="" +seed=0 encrypt_pck=false encrypt_directory=false +script_export_mode=2 [preset.0.options] @@ -20,14 +25,12 @@ custom_template/debug="" custom_template/release="" debug/export_console_wrapper=1 binary_format/embed_pck=false -texture_format/bptc=true -texture_format/s3tc=true -texture_format/etc=false -texture_format/etc2=false +texture_format/s3tc_bptc=true +texture_format/etc2_astc=false binary_format/architecture="x86_64" -codesign/enable=false +codesign/enable=true codesign/timestamp=true -codesign/timestamp_server_url="" +codesign/timestamp_server_url="http://timestamp.digicert.com" codesign/digest_algorithm=1 codesign/description="" codesign/custom_options=PackedStringArray() @@ -37,12 +40,14 @@ application/console_wrapper_icon="" application/icon_interpolation=4 application/file_version="" application/product_version="" -application/company_name="" -application/product_name="" +application/company_name="MNXS" +application/product_name="Quacc" application/file_description="" application/copyright="" application/trademarks="" application/export_angle=0 +application/export_d3d12=0 +application/d3d12_agility_sdk_multiarch=true ssh_remote_deploy/enabled=false ssh_remote_deploy/host="user@host_ip" ssh_remote_deploy/port="22" @@ -60,43 +65,52 @@ Unregister-ScheduledTask -TaskName godot_remote_debug -Confirm:$false -ErrorActi ssh_remote_deploy/cleanup_script="Stop-ScheduledTask -TaskName godot_remote_debug -ErrorAction:SilentlyContinue Unregister-ScheduledTask -TaskName godot_remote_debug -Confirm:$false -ErrorAction:SilentlyContinue Remove-Item -Recurse -Force '{temp_dir}'" - -[preset.1] - -name="Linux/X11" -platform="Linux/X11" -runnable=true -dedicated_server=false -custom_features="" -export_filter="all_resources" -include_filter="" -exclude_filter="" -export_path="C:/Users/Midnight/Desktop/export2/not_bar.x86_64" -encryption_include_filters="" -encryption_exclude_filters="" -encrypt_pck=false -encrypt_directory=false - -[preset.1.options] - -custom_template/debug="" -custom_template/release="" -debug/export_console_wrapper=1 -binary_format/embed_pck=false texture_format/bptc=true texture_format/s3tc=true texture_format/etc=false texture_format/etc2=false -binary_format/architecture="x86_64" -ssh_remote_deploy/enabled=false -ssh_remote_deploy/host="user@host_ip" -ssh_remote_deploy/port="22" -ssh_remote_deploy/extra_args_ssh="" -ssh_remote_deploy/extra_args_scp="" -ssh_remote_deploy/run_script="#!/usr/bin/env bash -export DISPLAY=:0 -unzip -o -q \"{temp_dir}/{archive_name}\" -d \"{temp_dir}\" -\"{temp_dir}/{exe_name}\" {cmd_args}" -ssh_remote_deploy/cleanup_script="#!/usr/bin/env bash -kill $(pgrep -x -f \"{temp_dir}/{exe_name} {cmd_args}\") -rm -rf \"{temp_dir}\"" + +[preset.1] + +name="Web" +platform="Web" +runnable=true +advanced_options=true +dedicated_server=false +custom_features="" +export_filter="scenes" +export_files=PackedStringArray("res://cloud_sky/clouds_material.tres", "res://meshes/characters/animations/idle.res", "res://cloud_sky/worlnoise.bmp", "res://cloud_sky/weather.bmp", "res://cloud_sky/transmittance_lut.tres", "res://cloud_sky/transmittance_lut.gd", "res://cloud_sky/transmittance-lut.glsl", "res://cloud_sky/sun.gd", "res://cloud_sky/sky_lut.tres", "res://cloud_sky/sky_lut.gd", "res://cloud_sky/sky-lut.glsl", "res://cloud_sky/perlworlnoise.tga", "res://cloud_sky/cloud_sky.gd", "res://cloud_sky/clouds_sky.tres", "res://meshes/characters/animations/Fast Run.fbx", "res://cloud_sky/clouds.gdshader", "res://cloud_sky/clouds.glsl", "res://meshes/characters/animations/Breathing Idle.fbx", "res://ui/main_menu.tscn", "res://ui/pause_menu.tscn", "res://ui/loading_screen.tscn", "res://scenes/world2.tscn") +include_filter="" +exclude_filter="" +export_path="../../export/index.html" +patches=PackedStringArray() +encryption_include_filters="" +encryption_exclude_filters="" +seed=0 +encrypt_pck=false +encrypt_directory=false +script_export_mode=2 + +[preset.1.options] + +custom_template/debug="E:/godot/bin/godot.web.template_debug.wasm32.zip" +custom_template/release="E:/godot/bin/godot.web.template_release.wasm32.zip" +variant/extensions_support=false +variant/thread_support=true +vram_texture_compression/for_desktop=true +vram_texture_compression/for_mobile=false +html/export_icon=true +html/custom_html_shell="" +html/head_include="" +html/canvas_resize_policy=2 +html/focus_canvas_on_start=true +html/experimental_virtual_keyboard=false +progressive_web_app/enabled=false +progressive_web_app/ensure_cross_origin_isolation_headers=true +progressive_web_app/offline_page="" +progressive_web_app/display=1 +progressive_web_app/orientation=0 +progressive_web_app/icon_144x144="" +progressive_web_app/icon_180x180="" +progressive_web_app/icon_512x512="" +progressive_web_app/background_color=Color(0, 0, 0, 1) diff --git a/fonts/AvQest.ttf b/fonts/AvQest.ttf new file mode 100644 index 0000000..5d2b94b Binary files /dev/null and b/fonts/AvQest.ttf differ diff --git a/fonts/AvQest.ttf.import b/fonts/AvQest.ttf.import new file mode 100644 index 0000000..f8bf8b4 --- /dev/null +++ b/fonts/AvQest.ttf.import @@ -0,0 +1,35 @@ +[remap] + +importer="font_data_dynamic" +type="FontFile" +uid="uid://clefrrtb0iqcs" +path="res://.godot/imported/AvQest.ttf-8a9bbbf8c014311bb9ece744c14defe9.fontdata" + +[deps] + +source_file="res://fonts/AvQest.ttf" +dest_files=["res://.godot/imported/AvQest.ttf-8a9bbbf8c014311bb9ece744c14defe9.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 +keep_rounding_remainders=true +oversampling=0.0 +Fallbacks=null +fallbacks=[] +Compress=null +compress=true +preload=[] +language_support={} +script_support={} +opentype_features={} diff --git a/fonts/metamorphous.ttf b/fonts/metamorphous.ttf new file mode 100644 index 0000000..2962aea Binary files /dev/null and b/fonts/metamorphous.ttf differ diff --git a/fonts/metamorphous.ttf.import b/fonts/metamorphous.ttf.import new file mode 100644 index 0000000..82c97de --- /dev/null +++ b/fonts/metamorphous.ttf.import @@ -0,0 +1,35 @@ +[remap] + +importer="font_data_dynamic" +type="FontFile" +uid="uid://dtm8cvgc4twhr" +path="res://.godot/imported/metamorphous.ttf-40928e049f9e7314a379893081234c51.fontdata" + +[deps] + +source_file="res://fonts/metamorphous.ttf" +dest_files=["res://.godot/imported/metamorphous.ttf-40928e049f9e7314a379893081234c51.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 +keep_rounding_remainders=true +oversampling=0.0 +Fallbacks=null +fallbacks=[] +Compress=null +compress=true +preload=[] +language_support={} +script_support={} +opentype_features={} diff --git a/icon.svg.import b/icon.svg.import index 2c51913..d46ed49 100644 --- a/icon.svg.import +++ b/icon.svg.import @@ -15,7 +15,7 @@ dest_files=["res://.godot/imported/icon.svg-218a8f2b3041327d8a5756f3a245f83b.cte [params] -compress/mode=0 +compress/mode=4 compress/high_quality=false compress/lossy_quality=0.7 compress/hdr_compression=1 diff --git a/materials/highlight.tres b/materials/highlight.tres new file mode 100644 index 0000000..a35ec54 --- /dev/null +++ b/materials/highlight.tres @@ -0,0 +1,6 @@ +[gd_resource type="StandardMaterial3D" format=3 uid="uid://db6w5h7nkrh"] + +[resource] +transparency = 1 +shading_mode = 0 +albedo_color = Color(1, 1, 1, 0.196078) diff --git a/prefabs/box.tscn b/prefabs/box.tscn new file mode 100644 index 0000000..2076fd2 --- /dev/null +++ b/prefabs/box.tscn @@ -0,0 +1,24 @@ +[gd_scene load_steps=5 format=3 uid="uid://ch5futrap650a"] + +[ext_resource type="Script" path="res://src/interactable.gd" id="1_n5lwj"] +[ext_resource type="Material" uid="uid://db6w5h7nkrh" path="res://materials/highlight.tres" id="2_ho87k"] + +[sub_resource type="BoxShape3D" id="BoxShape3D_gru1n"] + +[sub_resource type="StandardMaterial3D" id="StandardMaterial3D_0fl8j"] +albedo_color = Color(0.027451, 0.0784314, 0.203922, 1) + +[node name="Box" type="RigidBody3D" node_paths=PackedStringArray("visual_mesh")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -4.68274, 0.831629, 0) +freeze_mode = 1 +script = ExtResource("1_n5lwj") +action_label = "Pick up hexahedron" +can_be_picked_up = true +visual_mesh = NodePath("CSGBox3D") +highlight_material = ExtResource("2_ho87k") + +[node name="CollisionShape3D" type="CollisionShape3D" parent="."] +shape = SubResource("BoxShape3D_gru1n") + +[node name="CSGBox3D" type="CSGBox3D" parent="."] +material = SubResource("StandardMaterial3D_0fl8j") diff --git a/prefabs/character.tscn b/prefabs/character.tscn index 0e87f8d..8970a40 100644 --- a/prefabs/character.tscn +++ b/prefabs/character.tscn @@ -1,8 +1,10 @@ -[gd_scene load_steps=6 format=3 uid="uid://c4orppao35wg6"] +[gd_scene load_steps=8 format=3 uid="uid://c4orppao35wg6"] [ext_resource type="Script" path="res://src/character/character_controller.gd" id="1_2yciu"] -[ext_resource type="Script" path="res://src/character/physics_interpolate.gd" id="2_jbufo"] +[ext_resource type="Script" path="res://src/character/character.gd" id="1_vj5gi"] +[ext_resource type="Script" path="res://src/character/physics_interpolator.gd" id="2_jbufo"] [ext_resource type="Script" path="res://src/character/camera_controller.gd" id="3_i1tod"] +[ext_resource type="PackedScene" uid="uid://82ichxq5e8vn" path="res://prefabs/interactor.tscn" id="5_ww8qu"] [sub_resource type="CapsuleShape3D" id="CapsuleShape3D_m1ch2"] radius = 0.4 @@ -13,6 +15,7 @@ radius = 0.4 height = 1.8 [node name="Character" type="Node"] +script = ExtResource("1_vj5gi") [node name="Physics" type="CharacterBody3D" parent="."] script = ExtResource("1_2yciu") @@ -30,7 +33,7 @@ transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 0, 1.28439, 0) [node name="CSGMesh3D" type="CSGMesh3D" parent="Visual"] transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 0, 0.9, 0) -gi_mode = 0 +gi_mode = 2 mesh = SubResource("CapsuleMesh_64ysj") [node name="CameraArm" type="Node3D" parent="." node_paths=PackedStringArray("target")] @@ -39,3 +42,5 @@ script = ExtResource("3_i1tod") target = NodePath("../Visual/CameraTarget") [node name="Camera3D" type="Camera3D" parent="CameraArm"] + +[node name="Interactor" parent="CameraArm/Camera3D" instance=ExtResource("5_ww8qu")] diff --git a/prefabs/crosshair001.png b/prefabs/crosshair001.png new file mode 100644 index 0000000..f866490 Binary files /dev/null and b/prefabs/crosshair001.png differ diff --git a/prefabs/crosshair001.png.import b/prefabs/crosshair001.png.import new file mode 100644 index 0000000..7c9b101 --- /dev/null +++ b/prefabs/crosshair001.png.import @@ -0,0 +1,34 @@ +[remap] + +importer="texture" +type="CompressedTexture2D" +uid="uid://bxjrbdprlgxct" +path="res://.godot/imported/crosshair001.png-5a77c6a19a8aec551adc95eddf196f48.ctex" +metadata={ +"vram_texture": false +} + +[deps] + +source_file="res://prefabs/crosshair001.png" +dest_files=["res://.godot/imported/crosshair001.png-5a77c6a19a8aec551adc95eddf196f48.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/prefabs/interactor.tscn b/prefabs/interactor.tscn new file mode 100644 index 0000000..f19b329 --- /dev/null +++ b/prefabs/interactor.tscn @@ -0,0 +1,33 @@ +[gd_scene load_steps=3 format=3 uid="uid://82ichxq5e8vn"] + +[ext_resource type="Script" path="res://src/interactor.gd" id="1_funnq"] +[ext_resource type="Texture2D" uid="uid://bxjrbdprlgxct" path="res://prefabs/crosshair001.png" id="2_ja03y"] + +[node name="Interactor" type="RayCast3D"] +target_position = Vector3(0, 0, -2) +debug_shape_thickness = 4 +script = ExtResource("1_funnq") + +[node name="TextureRect" type="TextureRect" parent="."] +anchors_preset = 8 +anchor_left = 0.5 +anchor_top = 0.5 +anchor_right = 0.5 +anchor_bottom = 0.5 +offset_left = -32.0 +offset_top = -32.0 +offset_right = 32.0 +offset_bottom = 32.0 +grow_horizontal = 2 +grow_vertical = 2 +texture = ExtResource("2_ja03y") + +[node name="ActionLabel" type="Label" parent="TextureRect"] +unique_name_in_owner = true +visible = false +layout_mode = 0 +offset_left = 69.0 +offset_top = 40.0 +offset_right = 125.0 +offset_bottom = 63.0 +text = "(E) Pick up" diff --git a/prefabs/npc.tscn b/prefabs/npc.tscn new file mode 100644 index 0000000..b302682 --- /dev/null +++ b/prefabs/npc.tscn @@ -0,0 +1,191 @@ +[gd_scene load_steps=4 format=3 uid="uid://b5g7ddxfeppvx"] + +[ext_resource type="Script" uid="uid://fuvfffq4q7ef" path="res://src/npc.gd" id="1_d0qpm"] +[ext_resource type="PackedScene" uid="uid://ct6p6ydhfl804" path="res://meshes/characters/T-Pose.fbx" id="2_0mk55"] + +[sub_resource type="CapsuleShape3D" id="CapsuleShape3D_1l2f7"] +radius = 0.4 +height = 1.8 + +[node name="NPC" type="CharacterBody3D"] +physics_interpolation_mode = 2 +script = ExtResource("1_d0qpm") + +[node name="T-Pose" parent="." instance=ExtResource("2_0mk55")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 0, -0.00448216, 0) + +[node name="GeneralSkeleton" parent="T-Pose" index="0"] +bones/1/position = Vector3(0, 0.0946559, -0.0117907) +bones/1/rotation = Quaternion(-0.061923, 0, 0, 0.998081) +bones/2/position = Vector3(0, 0.111285, 2.84894e-08) +bones/2/rotation = Quaternion(1.42729e-07, 0, 0, 1) +bones/3/position = Vector3(0, 0.127183, -3.52342e-08) +bones/3/rotation = Quaternion(-1.4774e-08, 0, 0, 1) +bones/4/position = Vector3(0, 0.143081, -3.33495e-08) +bones/5/position = Vector3(0, 0.0494095, 0.0249997) +bones/5/rotation = Quaternion(-1.13181e-07, 0, 0, 1) +bones/6/position = Vector3(0, 0.226388, 0.114546) +bones/6/rotation = Quaternion(0, 0, 0, 1) +bones/7/position = Vector3(0.0708039, 0.124583, -0.00243831) +bones/7/rotation = Quaternion(-0.549518, -0.440092, 0.568695, -0.425365) +bones/8/position = Vector3(1.64174e-08, 0.146701, -4.25559e-08) +bones/8/rotation = Quaternion(-0.11015, 0.00129146, -0.0116524, 0.993846) +bones/9/position = Vector3(2.39573e-08, 0.206401, 9.46234e-08) +bones/9/rotation = Quaternion(-0.0188662, -0.000742645, 0.0393264, 0.999048) +bones/10/position = Vector3(-6.083e-10, 0.270119, 6.64848e-09) +bones/10/rotation = Quaternion(0.0246826, 0.0864194, 0.0211101, 0.995729) +bones/10/scale = Vector3(1, 1, 0.999999) +bones/11/position = Vector3(-0.0296331, 0.0362177, 0.0149941) +bones/11/rotation = Quaternion(0.150473, 0.041319, 0.261549, 0.952493) +bones/11/scale = Vector3(1, 1, 1) +bones/12/position = Vector3(-0.00558544, 0.0389127, -8.83865e-09) +bones/12/rotation = Quaternion(0.0758692, 0, 1.2998e-15, 0.997118) +bones/13/position = Vector3(0.000380543, 0.0318881, -3.05415e-08) +bones/13/rotation = Quaternion(-0.101666, -2.22045e-16, -2.09205e-15, 0.994819) +bones/14/position = Vector3(0.00520489, 0.0237031, -8.4574e-09) +bones/14/rotation = Quaternion(-1.85354e-07, 1.87368e-08, 1.70666e-08, 1) +bones/15/position = Vector3(-0.0359067, 0.108951, -0.000933027) +bones/15/rotation = Quaternion(0.0937537, 0.00505781, 0.0536316, 0.994137) +bones/16/position = Vector3(2.13687e-05, 0.0315754, -1.88231e-08) +bones/16/rotation = Quaternion(-0.000366765, 8.08381e-16, 6.02611e-15, 1) +bones/16/scale = Vector3(1, 1, 1) +bones/17/position = Vector3(2.13443e-05, 0.03027, 7.89213e-09) +bones/17/rotation = Quaternion(0.029664, 4.44089e-16, -8.53051e-15, 0.99956) +bones/18/position = Vector3(-4.27005e-05, 0.0260917, 2.99808e-08) +bones/18/rotation = Quaternion(1.92264e-07, -1.55263e-08, -1.73503e-07, 1) +bones/19/position = Vector3(-0.0121138, 0.111764, -0.00312779) +bones/19/rotation = Quaternion(0.0521865, -0.000730626, -0.0139798, 0.998539) +bones/19/scale = Vector3(1, 0.999999, 1) +bones/20/position = Vector3(3.88185e-05, 0.0324591, 1.28761e-09) +bones/20/rotation = Quaternion(0.0629448, -5.55112e-16, -8.10468e-16, 0.998017) +bones/21/position = Vector3(-7.87746e-06, 0.0318309, -1.11432e-08) +bones/21/rotation = Quaternion(0.0415088, 8.32667e-17, 6.31729e-16, 0.999138) +bones/21/scale = Vector3(1, 1, 1) +bones/22/position = Vector3(-3.09351e-05, 0.0269894, -1.8146e-08) +bones/22/rotation = Quaternion(-1.26141e-07, 2.52855e-08, -9.39375e-09, 1) +bones/22/scale = Vector3(1, 1, 0.999999) +bones/23/position = Vector3(0.0125747, 0.111394, -0.00249342) +bones/23/rotation = Quaternion(0.0901657, -0.00189277, -0.020902, 0.995706) +bones/23/scale = Vector3(1, 1, 1) +bones/24/position = Vector3(6.0861e-06, 0.0275166, 2.0708e-10) +bones/24/rotation = Quaternion(0.0454985, 2.19963e-15, 1.29236e-17, 0.998964) +bones/25/position = Vector3(-1.59501e-05, 0.02733, -3.19401e-08) +bones/25/rotation = Quaternion(-0.0573265, -1.08247e-15, 6.11988e-17, 0.998356) +bones/25/scale = Vector3(1, 1, 0.999999) +bones/26/position = Vector3(9.86724e-06, 0.0232578, 2.49986e-08) +bones/26/rotation = Quaternion(2.6651e-07, 9.35013e-09, 6.94633e-09, 1) +bones/27/position = Vector3(0.0354459, 0.111288, -0.00132103) +bones/27/rotation = Quaternion(0.116323, -0.000496744, -0.00424138, 0.993202) +bones/27/scale = Vector3(1, 0.999999, 1) +bones/28/position = Vector3(2.04901e-05, 0.0226638, -1.31721e-08) +bones/28/rotation = Quaternion(0.0671736, 2.56739e-16, 8.82181e-17, 0.997741) +bones/28/scale = Vector3(1, 1, 1) +bones/29/position = Vector3(-2.63039e-05, 0.0187958, -1.38333e-08) +bones/29/rotation = Quaternion(-0.111705, 2.22045e-16, 2.57535e-16, 0.993741) +bones/29/scale = Vector3(1, 1, 1) +bones/30/position = Vector3(5.83173e-06, 0.013525, 1.10174e-08) +bones/30/rotation = Quaternion(1.21056e-07, -1.17241e-08, 2.10356e-08, 1) +bones/30/scale = Vector3(1, 0.999999, 1) +bones/31/position = Vector3(-0.0708039, 0.12455, -0.00217417) +bones/31/rotation = Quaternion(0.550674, -0.43917, 0.567773, 0.426054) +bones/32/position = Vector3(-1.66065e-08, 0.146701, -3.89434e-08) +bones/32/rotation = Quaternion(-0.11373, -0.005173, 0.0451427, 0.992472) +bones/33/position = Vector3(-6.64912e-08, 0.207486, 8.37591e-08) +bones/33/rotation = Quaternion(-0.0136241, 0.00128459, -0.0938633, 0.995491) +bones/33/scale = Vector3(1, 1, 0.999999) +bones/34/position = Vector3(1.83398e-07, 0.270706, 2.17597e-08) +bones/34/rotation = Quaternion(0.0242138, -0.0809339, 0.00343991, 0.996419) +bones/35/position = Vector3(0.0277536, 0.0338319, 0.0134154) +bones/35/rotation = Quaternion(0.144393, -0.0397373, -0.262346, 0.953282) +bones/35/scale = Vector3(1, 1, 1) +bones/36/position = Vector3(0.00522835, 0.0362403, 2.45995e-08) +bones/36/rotation = Quaternion(0.0898731, -8.88178e-16, -8.90066e-16, 0.995953) +bones/37/position = Vector3(6.44886e-05, 0.033922, -1.21894e-08) +bones/37/rotation = Quaternion(-0.00971079, 1.54043e-15, -9.14928e-16, 0.999953) +bones/38/position = Vector3(-0.00529284, 0.0281232, -9.91702e-09) +bones/38/rotation = Quaternion(-6.96115e-08, -1.37624e-08, -2.92125e-08, 1) +bones/39/position = Vector3(0.0361521, 0.112448, -0.000865398) +bones/39/rotation = Quaternion(0.101104, -0.00551963, -0.0542322, 0.993381) +bones/39/scale = Vector3(1, 1, 1) +bones/40/position = Vector3(1.09527e-05, 0.0312823, 2.20154e-08) +bones/40/rotation = Quaternion(-0.00680271, 1.11022e-16, 1.47061e-15, 0.999977) +bones/40/scale = Vector3(0.999999, 1, 1) +bones/41/position = Vector3(-1.09194e-05, 0.0286288, -2.22716e-08) +bones/41/rotation = Quaternion(0.00352998, 0, -5.36496e-15, 0.999994) +bones/42/position = Vector3(-3.27257e-08, 0.024896, 8.33895e-09) +bones/42/rotation = Quaternion(8.36304e-08, -2.54468e-08, -1.34001e-07, 1) +bones/42/scale = Vector3(1, 1, 0.999999) +bones/43/position = Vector3(0.0113633, 0.11171, -0.00380454) +bones/43/rotation = Quaternion(0.0674643, 0.00106551, 0.0157557, 0.997597) +bones/43/scale = Vector3(1, 1, 1) +bones/44/position = Vector3(-4.98381e-05, 0.0331341, -5.19649e-09) +bones/44/rotation = Quaternion(0.0485227, 2.56739e-16, 2.25758e-18, 0.998822) +bones/44/scale = Vector3(1, 0.999999, 1) +bones/45/position = Vector3(3.24958e-05, 0.0320891, 2.62778e-08) +bones/45/rotation = Quaternion(-0.00719727, 0, 1.06293e-15, 0.999974) +bones/46/position = Vector3(1.73256e-05, 0.0274142, -2.83088e-08) +bones/46/rotation = Quaternion(-1.04717e-08, 2.64603e-08, 1.79778e-08, 1) +bones/47/position = Vector3(-0.0130033, 0.11305, -0.00347693) +bones/47/scale = Vector3(1, 1, 1) +bones/48/position = Vector3(3.75592e-05, 0.0273692, 4.85618e-09) +bones/48/rotation = Quaternion(0.0283073, -4.996e-16, -3.55853e-16, 0.999599) +bones/49/position = Vector3(7.48375e-05, 0.0273446, 5.56498e-09) +bones/49/rotation = Quaternion(-0.170363, -2.9976e-15, -1.91593e-17, 0.985381) +bones/50/position = Vector3(-0.0001124, 0.0232244, 2.50928e-09) +bones/50/rotation = Quaternion(-3.68732e-08, 5.22652e-09, -1.6046e-10, 1) +bones/51/position = Vector3(-0.0345121, 0.110545, -0.000652299) +bones/51/rotation = Quaternion(0.108203, 0.00270327, 0.0248287, 0.993815) +bones/51/scale = Vector3(1, 1, 1) +bones/52/position = Vector3(-9.74535e-05, 0.022956, 8.91163e-09) +bones/52/rotation = Quaternion(0.0636609, -7.97973e-16, 9.83177e-17, 0.997972) +bones/52/scale = Vector3(0.999999, 1, 1) +bones/53/position = Vector3(1.92768e-05, 0.0187969, -6.46676e-09) +bones/53/rotation = Quaternion(0.00868856, -1.94289e-16, -1.84944e-17, 0.999962) +bones/53/scale = Vector3(1, 1, 0.999999) +bones/54/position = Vector3(7.81744e-05, 0.0144151, 1.29186e-08) +bones/54/rotation = Quaternion(-1.26305e-08, -1.23625e-09, -5.18408e-09, 1) +bones/54/scale = Vector3(1, 0.999999, 1) +bones/55/position = Vector3(0.0983166, -0.0526747, -0.00602804) +bones/55/rotation = Quaternion(-0.000522738, -0.016105, 0.999344, -0.0324368) +bones/56/position = Vector3(9.70817e-09, 0.403269, 1.83691e-08) +bones/56/rotation = Quaternion(-0.0296365, 2.38372e-05, -0.000803968, 0.99956) +bones/56/scale = Vector3(1, 1, 1) +bones/57/position = Vector3(-1.29331e-08, 0.436716, -2.23544e-08) +bones/57/rotation = Quaternion(0.461439, -0.0247855, 0.0128979, 0.886732) +bones/58/position = Vector3(-2.21237e-08, 0.170605, 1.37787e-07) +bones/58/rotation = Quaternion(0.338196, -0.0542781, 0.0195428, 0.939306) +bones/59/position = Vector3(-2.68487e-09, 0.0631742, -1.0103e-07) +bones/59/rotation = Quaternion(1.45411e-08, -2.13903e-08, 2.13483e-08, 1) +bones/59/scale = Vector3(0.999999, 1, 1) +bones/60/position = Vector3(-0.0983166, -0.0526747, -0.00177373) +bones/60/rotation = Quaternion(0.000690124, -0.0212702, 0.999248, 0.0324212) +bones/61/position = Vector3(-2.12297e-08, 0.403424, 3.28663e-09) +bones/62/position = Vector3(2.86445e-08, 0.436795, -1.35928e-08) +bones/62/rotation = Quaternion(0.454934, 0.0258923, -0.0132344, 0.89005) +bones/63/position = Vector3(2.97813e-08, 0.167352, 9.66457e-08) +bones/63/rotation = Quaternion(0.345796, 0.0543638, -0.020073, 0.936518) +bones/63/scale = Vector3(1, 1, 1) +bones/64/position = Vector3(-1.0848e-08, 0.0615458, -7.80347e-08) +bones/64/rotation = Quaternion(-1.54572e-07, 1.46948e-08, -1.67451e-08, 1) + +[node name="Ch35" parent="T-Pose/GeneralSkeleton" index="0"] +gi_mode = 2 + +[node name="CollisionShape3D" type="CollisionShape3D" parent="."] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 0, 0.9, 0) +shape = SubResource("CapsuleShape3D_1l2f7") + +[node name="NavigationAgent3D" type="NavigationAgent3D" parent="."] +debug_enabled = true + +[node name="Label" type="Label" parent="."] +auto_translate_mode = 1 +offset_right = 133.0 +offset_bottom = 62.0 +theme_override_colors/font_color = Color(1, 1, 1, 1) +text = "uppsz" + +[node name="CameraTarget" type="Node3D" parent="."] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 0, 1.45037, 0) + +[editable path="T-Pose"] diff --git a/project.godot b/project.godot index 60c5e81..13a32a6 100644 --- a/project.godot +++ b/project.godot @@ -13,19 +13,24 @@ config_version=5 config/name="3D Character Controller Template" config/version="0.0.2" config/tags=PackedStringArray("3d") -run/main_scene="res://scenes/main.tscn" -config/features=PackedStringArray("4.2", "Forward Plus") +run/main_scene="res://ui/main_menu.tscn" +config/features=PackedStringArray("4.4", "Forward Plus") boot_splash/bg_color=Color(0, 0, 0, 1) config/icon="res://icon.svg" [autoload] -DebugMenu="*res://addons/debug_menu/debug_menu.tscn" GameManager="*res://src/game_manager.gd" +SceneLoader="*res://src/loader/SceneLoader.gd" +DebugMenu="*res://addons/debug_menu/debug_menu.tscn" [display] +window/size/viewport_width=1920 +window/size/viewport_height=1080 window/size/mode=4 +window/vsync/vsync_mode=2 +mouse_cursor/custom_image="res://ui/8_white.png" [editor_plugins] @@ -38,45 +43,60 @@ folder_colors={ "res://prefabs/": "green", "res://scenes/": "blue", "res://shaders/": "orange", +"res://sounds/": "purple", "res://src/": "orange", "res://ui/": "pink" } +[global_group] + +navigation_source="" + +[gui] + +theme/custom="res://ui/theme/ui_theme.tres" + [input] +ui_cancel={ +"deadzone": 0.5, +"events": [Object(InputEventKey,"resource_local_to_scene":false,"resource_name":"","device":0,"window_id":0,"alt_pressed":false,"shift_pressed":false,"ctrl_pressed":false,"meta_pressed":false,"pressed":false,"keycode":4194305,"physical_keycode":0,"key_label":0,"unicode":0,"location":0,"echo":false,"script":null) +, Object(InputEventKey,"resource_local_to_scene":false,"resource_name":"","device":0,"window_id":0,"alt_pressed":false,"shift_pressed":false,"ctrl_pressed":false,"meta_pressed":false,"pressed":false,"keycode":0,"physical_keycode":4194313,"key_label":0,"unicode":0,"location":0,"echo":false,"script":null) +] +} move_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,"echo":false,"script":null) +"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) ] } move_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,"echo":false,"script":null) +"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) ] } move_up={ "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,"echo":false,"script":null) +"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_down={ "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,"echo":false,"script":null) +"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) ] } jump={ "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,"echo":false,"script":null) +"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":0,"pressure":0.0,"pressed":true,"script":null) ] } sprint={ "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,"echo":false,"script":null) +"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(InputEventJoypadMotion,"resource_local_to_scene":false,"resource_name":"","device":-1,"axis":4,"axis_value":1.0,"script":null) ] } @@ -110,9 +130,46 @@ look_down={ "events": [Object(InputEventJoypadMotion,"resource_local_to_scene":false,"resource_name":"","device":-1,"axis":3,"axis_value":1.0,"script":null) ] } +toggle_fullscreen={ +"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":4194341,"key_label":0,"unicode":0,"location":0,"echo":false,"script":null) +] +} +interact={ +"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":70,"key_label":0,"unicode":102,"location":0,"echo":false,"script":null) +] +} + +[internationalization] + +locale/translations_pot_files=PackedStringArray("res://ui/pause_menu.tscn", "res://prefabs/box.tscn") +locale/test="hu" +pseudolocalization/replace_with_accents=false + +[physics] + +common/physics_jitter_fix=0.0 +3d/physics_engine="Jolt Physics" +common/physics_interpolation=true [rendering] -scaling_3d/mode=2 +renderer/rendering_method="gl_compatibility" +renderer/rendering_method.mobile="gl_compatibility" +lights_and_shadows/directional_shadow/soft_shadow_filter_quality=3 +reflections/sky_reflections/texture_array_reflections=false +camera/depth_of_field/depth_of_field_use_jitter=true +environment/ssao/quality=3 +environment/ssao/half_size=false +environment/ssao/adaptive_target=1.0 +environment/ssao/blur_passes=0 +environment/ssil/quality=3 +environment/ssil/half_size=false +environment/ssil/adaptive_target=1.0 +environment/ssil/blur_passes=2 +environment/glow/upscale_mode=0 +environment/volumetric_fog/volume_size=512 +environment/volumetric_fog/volume_depth=128 environment/defaults/default_clear_color=Color(0, 0, 0, 1) -environment/defaults/default_environment="res://scenes/main/main_environment.tres" +anti_aliasing/quality/screen_space_aa=1 diff --git a/scenes/blockout/level_blockout.glb b/scenes/blockout/level_blockout.glb new file mode 100644 index 0000000..4eadc8f Binary files /dev/null and b/scenes/blockout/level_blockout.glb differ diff --git a/scenes/blockout/level_blockout.glb.import b/scenes/blockout/level_blockout.glb.import new file mode 100644 index 0000000..c9a6794 --- /dev/null +++ b/scenes/blockout/level_blockout.glb.import @@ -0,0 +1,37 @@ +[remap] + +importer="scene" +importer_version=1 +type="PackedScene" +uid="uid://bvfmq3k66cfig" +path="res://.godot/imported/level_blockout.glb-64553bee7328cb2e3f4be5ac0bb253c6.scn" + +[deps] + +source_file="res://scenes/blockout/level_blockout.glb" +dest_files=["res://.godot/imported/level_blockout.glb-64553bee7328cb2e3f4be5ac0bb253c6.scn"] + +[params] + +nodes/root_type="" +nodes/root_name="" +nodes/apply_root_scale=true +nodes/root_scale=1.0 +nodes/import_as_skeleton_bones=false +nodes/use_node_type_suffixes=true +meshes/ensure_tangents=true +meshes/generate_lods=true +meshes/create_shadow_meshes=true +meshes/light_baking=2 +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/scenes/blockout/level_blockout.glb.unwrap_cache b/scenes/blockout/level_blockout.glb.unwrap_cache new file mode 100644 index 0000000..f6ee607 Binary files /dev/null and b/scenes/blockout/level_blockout.glb.unwrap_cache differ diff --git a/scenes/blockout/level_blockout_0.png b/scenes/blockout/level_blockout_0.png new file mode 100644 index 0000000..80ab87b Binary files /dev/null and b/scenes/blockout/level_blockout_0.png differ diff --git a/scenes/blockout/level_blockout_0.png.import b/scenes/blockout/level_blockout_0.png.import new file mode 100644 index 0000000..4945701 --- /dev/null +++ b/scenes/blockout/level_blockout_0.png.import @@ -0,0 +1,38 @@ +[remap] + +importer="texture" +type="CompressedTexture2D" +uid="uid://h2br251ks6aw" +path.s3tc="res://.godot/imported/level_blockout_0.png-925a57ebe80e7042f621bc58df579904.s3tc.ctex" +metadata={ +"imported_formats": ["s3tc_bptc"], +"vram_texture": true +} +generator_parameters={ +"md5": "b37af0d37f42c985acd5bed9e9f1b62f" +} + +[deps] + +source_file="res://scenes/blockout/level_blockout_0.png" +dest_files=["res://.godot/imported/level_blockout_0.png-925a57ebe80e7042f621bc58df579904.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/scenes/blockout/level_blockout_1.png b/scenes/blockout/level_blockout_1.png new file mode 100644 index 0000000..17ca341 Binary files /dev/null and b/scenes/blockout/level_blockout_1.png differ diff --git a/scenes/blockout/level_blockout_1.png.import b/scenes/blockout/level_blockout_1.png.import new file mode 100644 index 0000000..4904eaf --- /dev/null +++ b/scenes/blockout/level_blockout_1.png.import @@ -0,0 +1,38 @@ +[remap] + +importer="texture" +type="CompressedTexture2D" +uid="uid://drnhwl5lle7nj" +path.s3tc="res://.godot/imported/level_blockout_1.png-ff45cfa538cbb2b785135ce8305fe5c9.s3tc.ctex" +metadata={ +"imported_formats": ["s3tc_bptc"], +"vram_texture": true +} +generator_parameters={ +"md5": "08a73e42bd2cc43741ad1322783b08da" +} + +[deps] + +source_file="res://scenes/blockout/level_blockout_1.png" +dest_files=["res://.godot/imported/level_blockout_1.png-ff45cfa538cbb2b785135ce8305fe5c9.s3tc.ctex"] + +[params] + +compress/mode=2 +compress/high_quality=false +compress/lossy_quality=0.7 +compress/hdr_compression=1 +compress/normal_map=1 +compress/channel_pack=0 +mipmaps/generate=true +mipmaps/limit=-1 +roughness/mode=1 +roughness/src_normal="res://scenes/blockout/level_blockout_1.png" +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/scenes/blockout/world2.exr b/scenes/blockout/world2.exr new file mode 100644 index 0000000..09a260b Binary files /dev/null and b/scenes/blockout/world2.exr differ diff --git a/scenes/blockout/world2.exr.import b/scenes/blockout/world2.exr.import new file mode 100644 index 0000000..3a117c9 --- /dev/null +++ b/scenes/blockout/world2.exr.import @@ -0,0 +1,28 @@ +[remap] + +importer="2d_array_texture" +type="CompressedTexture2DArray" +uid="uid://ppbb8tjng12h" +path="res://.godot/imported/world2.exr-b6b494ed63130eb40859d0f159ec58c5.ctexarray" +metadata={ +"vram_texture": false +} + +[deps] + +source_file="res://scenes/blockout/world2.exr" +dest_files=["res://.godot/imported/world2.exr-b6b494ed63130eb40859d0f159ec58c5.ctexarray"] + +[params] + +compress/mode=3 +compress/high_quality=false +compress/lossy_quality=0.7 +compress/uastc_level=0 +compress/rdo_quality_loss=0.0 +compress/hdr_compression=1 +compress/channel_pack=1 +mipmaps/generate=false +mipmaps/limit=-1 +slices/horizontal=1 +slices/vertical=1 diff --git a/scenes/blockout/world2.lmbake b/scenes/blockout/world2.lmbake new file mode 100644 index 0000000..68289f8 Binary files /dev/null and b/scenes/blockout/world2.lmbake differ diff --git a/scenes/blockout/world2_shadow.png b/scenes/blockout/world2_shadow.png new file mode 100644 index 0000000..2218ca7 Binary files /dev/null and b/scenes/blockout/world2_shadow.png differ diff --git a/scenes/blockout/world2_shadow.png.import b/scenes/blockout/world2_shadow.png.import new file mode 100644 index 0000000..565713b --- /dev/null +++ b/scenes/blockout/world2_shadow.png.import @@ -0,0 +1,29 @@ +[remap] + +importer="2d_array_texture" +type="CompressedTexture2DArray" +uid="uid://c6646ccokvnit" +path.s3tc="res://.godot/imported/world2_shadow.png-aabe75c38a31dbdf666e29fa3290bae4.s3tc.ctexarray" +metadata={ +"imported_formats": ["s3tc_bptc"], +"vram_texture": true +} + +[deps] + +source_file="res://scenes/blockout/world2_shadow.png" +dest_files=["res://.godot/imported/world2_shadow.png-aabe75c38a31dbdf666e29fa3290bae4.s3tc.ctexarray"] + +[params] + +compress/mode=2 +compress/high_quality=false +compress/lossy_quality=0.7 +compress/uastc_level=0 +compress/rdo_quality_loss=0.0 +compress/hdr_compression=1 +compress/channel_pack=1 +mipmaps/generate=false +mipmaps/limit=-1 +slices/horizontal=1 +slices/vertical=1 diff --git a/scenes/blockout/world3.VoxelGI_data.res b/scenes/blockout/world3.VoxelGI_data.res new file mode 100644 index 0000000..9f24b22 Binary files /dev/null and b/scenes/blockout/world3.VoxelGI_data.res differ diff --git a/scenes/kloofendal_43d_clear_1k.exr b/scenes/kloofendal_43d_clear_1k.exr new file mode 100644 index 0000000..721faa2 Binary files /dev/null and b/scenes/kloofendal_43d_clear_1k.exr differ diff --git a/scenes/kloofendal_43d_clear_1k.exr.import b/scenes/kloofendal_43d_clear_1k.exr.import new file mode 100644 index 0000000..ce9e862 --- /dev/null +++ b/scenes/kloofendal_43d_clear_1k.exr.import @@ -0,0 +1,35 @@ +[remap] + +importer="texture" +type="CompressedTexture2D" +uid="uid://cf3u4fq6ockn7" +path.bptc="res://.godot/imported/kloofendal_43d_clear_1k.exr-7af1fbe739e24906450a27a52b5b4291.bptc.ctex" +metadata={ +"imported_formats": ["s3tc_bptc"], +"vram_texture": true +} + +[deps] + +source_file="res://scenes/kloofendal_43d_clear_1k.exr" +dest_files=["res://.godot/imported/kloofendal_43d_clear_1k.exr-7af1fbe739e24906450a27a52b5b4291.bptc.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/scenes/main.tscn b/scenes/main.tscn deleted file mode 100644 index 437ee7a..0000000 --- a/scenes/main.tscn +++ /dev/null @@ -1,64 +0,0 @@ -[gd_scene load_steps=7 format=3 uid="uid://dgfh1lgxud87u"] - -[ext_resource type="PackedScene" uid="uid://c4orppao35wg6" path="res://prefabs/character.tscn" id="2_v34ds"] -[ext_resource type="Script" path="res://src/spawner.gd" id="3_xxi2i"] - -[sub_resource type="GDScript" id="GDScript_12xd3"] -script/source = "extends Node3D - -func _ready() -> void: - Input.mouse_mode = Input.MOUSE_MODE_CAPTURED -" - -[sub_resource type="StandardMaterial3D" id="StandardMaterial3D_xxbnc"] -albedo_color = Color(0.266667, 0.145098, 0.0823529, 1) - -[sub_resource type="PlaneMesh" id="PlaneMesh_uelfv"] -material = SubResource("StandardMaterial3D_xxbnc") -size = Vector2(50, 50) - -[sub_resource type="BoxShape3D" id="BoxShape3D_vbj2x"] -size = Vector3(50, 1, 50) - -[node name="Main" type="Node3D"] -script = SubResource("GDScript_12xd3") - -[node name="DirectionalLight3D" type="DirectionalLight3D" parent="."] -transform = Transform3D(0.276457, -0.764665, 0.582116, 0.11662, 0.62794, 0.769474, -0.953924, -0.14484, 0.262774, 0, 0, 0) -light_energy = 2.0 -shadow_enabled = true -directional_shadow_fade_start = 1.0 -directional_shadow_max_distance = 50.0 - -[node name="Spawner" type="Node3D" parent="."] -script = ExtResource("3_xxi2i") -object_to_spawn = ExtResource("2_v34ds") - -[node name="CSGMesh3D" type="CSGMesh3D" parent="."] -mesh = SubResource("PlaneMesh_uelfv") - -[node name="StaticBody3D" type="StaticBody3D" parent="CSGMesh3D"] - -[node name="CollisionShape3D" type="CollisionShape3D" parent="CSGMesh3D/StaticBody3D"] -transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 0, -0.5, 0) -shape = SubResource("BoxShape3D_vbj2x") - -[node name="CSGCombiner3D" type="CSGCombiner3D" parent="."] -transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 0, 0.5, 0) -use_collision = true - -[node name="Box" type="CSGBox3D" parent="CSGCombiner3D"] - -[node name="Box5" type="CSGBox3D" parent="CSGCombiner3D"] -transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 4.37539, 1.21157, -5.02753) - -[node name="Box2" type="CSGBox3D" parent="CSGCombiner3D"] -transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 0.5, 0.5, 0.5) - -[node name="Box4" type="CSGBox3D" parent="CSGCombiner3D"] -transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 4.06635, 1.17009, -1.15682) -size = Vector3(1, 1, 4.31364) - -[node name="Box3" type="CSGBox3D" parent="CSGCombiner3D"] -transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 2.15636, 1.09924, 0.824171) -size = Vector3(3.28895, 0.716575, 1) diff --git a/scenes/main/main_environment.tres b/scenes/main/main_environment.tres index 51c1ecc..b137470 100644 --- a/scenes/main/main_environment.tres +++ b/scenes/main/main_environment.tres @@ -1,34 +1,39 @@ -[gd_resource type="Environment" load_steps=4 format=3 uid="uid://b8fqed8jo6yqj"] +[gd_resource type="Environment" load_steps=3 format=3 uid="uid://b8fqed8jo6yqj"] -[ext_resource type="CompressedTexture3D" uid="uid://bus418i6c6y3w" path="res://luts/lut_saturated.png" id="1_3f5y7"] +[sub_resource type="ProceduralSkyMaterial" id="ProceduralSkyMaterial_yhaxv"] -[sub_resource type="ProceduralSkyMaterial" id="ProceduralSkyMaterial_rxwic"] -sky_top_color = Color(0.317647, 0.415686, 0.643137, 1) -sky_horizon_color = Color(0.878431, 0.929412, 1, 1) -ground_bottom_color = Color(0.439216, 0.290196, 0.239216, 1) -ground_horizon_color = Color(0.988235, 0.890196, 0.823529, 1) -sun_angle_max = 0.0 -sun_curve = 1e-05 - -[sub_resource type="Sky" id="Sky_wbc5y"] -sky_material = SubResource("ProceduralSkyMaterial_rxwic") +[sub_resource type="Sky" id="Sky_v5osj"] +sky_material = SubResource("ProceduralSkyMaterial_yhaxv") [resource] background_mode = 2 -sky = SubResource("Sky_wbc5y") -tonemap_mode = 2 +sky = SubResource("Sky_v5osj") +tonemap_mode = 4 +tonemap_exposure = 2.0 tonemap_white = 6.0 -ssao_enabled = true +ssr_fade_in = 1e-05 +ssr_fade_out = 1e-05 +ssao_radius = 5.0 +ssao_detail = 3.94 +ssao_light_affect = 0.35 ssao_ao_channel_affect = 1.0 +ssil_radius = 2.0 +ssil_intensity = 1.5 sdfgi_use_occlusion = true -sdfgi_bounce_feedback = 0.9 -glow_enabled = true +sdfgi_bounce_feedback = 0.98 +sdfgi_min_cell_size = 0.390625 +sdfgi_cascade0_distance = 25.0 +sdfgi_max_distance = 400.0 +sdfgi_energy = 1.3 glow_levels/4 = 1.0 glow_levels/6 = 1.0 glow_levels/7 = 1.0 glow_blend_mode = 4 -fog_sun_scatter = 0.5 -fog_aerial_perspective = 0.9 -volumetric_fog_albedo = Color(0.960784, 0.984314, 1, 1) -adjustment_enabled = true -adjustment_color_correction = ExtResource("1_3f5y7") +fog_enabled = true +fog_light_color = Color(0.47, 0.390492, 0.3055, 1) +fog_sun_scatter = 0.2 +fog_density = 0.001 +fog_aerial_perspective = 0.35 +volumetric_fog_density = 0.002 +volumetric_fog_ambient_inject = 1.0 +adjustment_contrast = 1.05 diff --git a/scenes/test.tscn b/scenes/test.tscn new file mode 100644 index 0000000..262f7de --- /dev/null +++ b/scenes/test.tscn @@ -0,0 +1,288 @@ +[gd_scene load_steps=10 format=3 uid="uid://cusckkfghd7qe"] + +[ext_resource type="Shader" path="res://src/shaders/shadows.gdshader" id="1_k2p3c"] +[ext_resource type="Material" uid="uid://bscbajmcfxxp" path="res://meshes/characters/materials/Ch35_body2.tres" id="1_m20yj"] +[ext_resource type="Material" uid="uid://cyyeargxoor6w" path="res://meshes/characters/materials/Ch35_body.tres" id="2_fe750"] +[ext_resource type="Shader" path="res://src/shaders/depth.gdshader" id="2_x4u4f"] +[ext_resource type="Material" uid="uid://05rqnog8so34" path="res://meshes/characters/materials/Ch35_body1.tres" id="3_8q3ug"] + +[sub_resource type="ShaderMaterial" id="ShaderMaterial_l5duo"] +render_priority = 0 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241, 50, 15, 51, 153, 50, 244, 50, 246, 50, 245, 50, 246, 50, 244, 50, 244, 50, 153, 50, 139, 50, 241, 50, 245, 50, 231, 50, 231, 50, 245, 50, 244, 50, 231, 50, 234, 50, 241, 50, 139, 50, 232, 50, 244, 50, 244, 50, 232, 50, 231, 50, 232, 50, 139, 50, 138, 50, 232, 50, 233, 50, 231, 50, 138, 50, 233, 50, 232, 50, 234, 50, 231, 50, 237, 50, 12, 51, 233, 50, 138, 50, 231, 50, 233, 50, 12, 51, 12, 51, 237, 50, 231, 50, 138, 50, 175, 50, 12, 51, 237, 50, 238, 50, 234, 50, 13, 51, 12, 51, 175, 50, 12, 51, 13, 51, 237, 50, 175, 50, 176, 50, 13, 51, 13, 51, 176, 50, 177, 50, 177, 50, 14, 51, 13, 51, 238, 50, 237, 50, 239, 50, 239, 50, 14, 51, 53, 51, 239, 50, 240, 50, 238, 50, 55, 83, 239, 50, 237, 50, 237, 50, 54, 83, 55, 83, 41, 51, 42, 51, 240, 50, 252, 82, 121, 50, 119, 50, 119, 50, 121, 50, 166, 50, 63, 83, 61, 83, 252, 82, 252, 82, 61, 83, 62, 83, 62, 83, 253, 82, 252, 82, 28, 83, 253, 82, 62, 83, 62, 83, 68, 83, 28, 83, 28, 83, 68, 83, 69, 83, 28, 83, 168, 50, 119, 50, 168, 50, 28, 83, 32, 83, 168, 50, 32, 83, 31, 83, 31, 83, 33, 83, 168, 50, 162, 50, 168, 50, 33, 83, 33, 83, 26, 83, 162, 50, 26, 83, 27, 83, 162, 50, 154, 50, 162, 50, 27, 83, 27, 83, 38, 83, 154, 50, 38, 83, 37, 83, 154, 50, 168, 50, 162, 50, 24, 83, 162, 50, 39, 83, 24, 83, 39, 83, 162, 50, 154, 50, 24, 83, 25, 83, 168, 50, 154, 50, 23, 83, 39, 83, 154, 50, 22, 83, 23, 83, 20, 83, 22, 83, 154, 50, 25, 83, 40, 83, 168, 50, 20, 83, 154, 50, 140, 50, 140, 50, 154, 50, 37, 83, 140, 50, 21, 83, 20, 83, 37, 83, 19, 83, 140, 50, 140, 50, 12, 83, 21, 83, 140, 50, 11, 83, 12, 83, 19, 83, 13, 83, 140, 50, 34, 83, 11, 83, 140, 50, 145, 50, 140, 50, 13, 83, 140, 50, 145, 50, 34, 83, 145, 50, 35, 83, 34, 83, 36, 83, 35, 83, 145, 50, 13, 83, 14, 83, 145, 50, 145, 50, 18, 83, 36, 83, 18, 83, 145, 50, 14, 83, 14, 83, 16, 83, 18, 83, 25, 83, 52, 83, 56, 83, 56, 83, 40, 83, 25, 83, 29, 83, 40, 83, 56, 83, 168, 50, 40, 83, 29, 83, 56, 83, 53, 83, 29, 83, 29, 83, 53, 83, 48, 83, 119, 50, 168, 50, 29, 83, 127, 50, 120, 50, 119, 50, 120, 50, 127, 50, 33, 51, 32, 51, 33, 51, 127, 50, 127, 50, 126, 50, 32, 51, 32, 51, 126, 50, 128, 50, 128, 50, 34, 51, 32, 51, 34, 51, 128, 50, 114, 50, 114, 50, 28, 51, 34, 51, 27, 51, 28, 51, 114, 50, 114, 50, 116, 50, 27, 51, 27, 51, 116, 50, 133, 50, 37, 51, 27, 51, 133, 50, 36, 51, 37, 51, 133, 50, 133, 50, 132, 50, 36, 51, 36, 51, 132, 50, 101, 50, 101, 50, 25, 51, 36, 51, 101, 50, 26, 51, 25, 51, 26, 51, 101, 50, 95, 50, 95, 50, 20, 51, 26, 51, 95, 50, 97, 50, 20, 51, 189, 50, 183, 50, 186, 50, 183, 50, 189, 50, 222, 50, 186, 50, 190, 50, 189, 50, 191, 50, 189, 50, 190, 50, 191, 50, 190, 50, 23, 51, 189, 50, 191, 50, 46, 83, 46, 83, 45, 83, 41, 83, 189, 50, 223, 50, 222, 50, 129, 50, 222, 50, 223, 50, 223, 50, 130, 50, 129, 50, 131, 50, 130, 50, 223, 50, 223, 50, 224, 50, 131, 50, 24, 51, 35, 51, 224, 50, 58, 83, 57, 83, 239, 82, 58, 83, 239, 82, 242, 82, 59, 83, 60, 83, 42, 83, 47, 83, 42, 83, 60, 83, 39, 51, 15, 83, 142, 50, 142, 50, 149, 50, 39, 51, 44, 51, 39, 51, 149, 50, 54, 51, 44, 51, 149, 50, 149, 50, 178, 50, 54, 51, 54, 51, 178, 50, 179, 50, 179, 50, 55, 51, 54, 51, 179, 50, 47, 51, 55, 51, 179, 50, 164, 50, 47, 51, 47, 51, 164, 50, 163, 50, 163, 50, 46, 51, 47, 51, 52, 51, 46, 51, 163, 50, 163, 50, 174, 50, 52, 51, 51, 51, 52, 51, 174, 50, 174, 50, 171, 50, 51, 51, 51, 51, 171, 50, 173, 50, 173, 50, 50, 51, 51, 51, 50, 51, 173, 50, 166, 50, 15, 83, 64, 83, 65, 83, 17, 83, 15, 83, 65, 83, 65, 83, 67, 83, 17, 83, 51, 83, 50, 83, 66, 83, 70, 83, 66, 83, 50, 83, 73, 83, 110, 81, 72, 83, 17, 82, 16, 82, 14, 82, 14, 82, 15, 82, 17, 82), 0.0408825, PackedByteArray(2, 0, 21, 0, 19, 0, 21, 0, 2, 0, 6, 0, 6, 0, 22, 0, 21, 0, 6, 0, 2, 0, 27, 0, 21, 0, 22, 0, 43, 0, 21, 0, 43, 0, 41, 0, 19, 0, 21, 0, 41, 0, 41, 0, 43, 0, 65, 0, 65, 0, 63, 0, 41, 0, 41, 0, 63, 0, 64, 0, 41, 0, 64, 0, 71, 0, 19, 0, 11, 0, 2, 0, 71, 0, 54, 0, 41, 0, 54, 0, 71, 0, 70, 0, 54, 0, 70, 0, 69, 0, 38, 0, 41, 0, 54, 0, 69, 0, 38, 0, 54, 0, 19, 0, 41, 0, 38, 0, 69, 0, 68, 0, 38, 0, 11, 0, 19, 0, 25, 0, 25, 0, 19, 0, 38, 0, 37, 0, 38, 0, 68, 0, 25, 0, 38, 0, 37, 0, 68, 0, 66, 0, 37, 0, 44, 0, 37, 0, 66, 0, 66, 0, 67, 0, 44, 0, 23, 0, 37, 0, 44, 0, 37, 0, 23, 0, 25, 0, 25, 0, 33, 0, 11, 0, 33, 0, 25, 0, 23, 0, 33, 0, 2, 0, 11, 0, 17, 0, 33, 0, 23, 0, 33, 0, 27, 0, 2, 0, 27, 0, 33, 0, 17, 0, 72, 0, 73, 0, 74, 0, 134, 0, 74, 0, 73, 0, 80, 0, 72, 0, 74, 0, 74, 0, 134, 0, 156, 0, 202, 59, 79, 0, 80, 0, 78, 0, 79, 0, 74, 0, 74, 0, 156, 0, 78, 0, 156, 0, 157, 0, 78, 0, 167, 0, 157, 0, 156, 0, 156, 0, 166, 0, 167, 0, 197, 59, 80, 0, 81, 0, 197, 59, 211, 59, 84, 0, 97, 0, 72, 0, 81, 0, 97, 0, 102, 0, 173, 0, 173, 0, 98, 0, 97, 0, 81, 0, 218, 59, 210, 59, 198, 59, 210, 59, 212, 59, 219, 59, 248, 59, 218, 59, 247, 59, 218, 59, 248, 59, 249, 59, 213, 59, 247, 59, 204, 59, 203, 59, 214, 59, 94, 0, 95, 0, 204, 59, 220, 59, 94, 0, 245, 59, 94, 0, 89, 0, 100, 0, 91, 0, 89, 0, 95, 0, 172, 0, 100, 0, 99, 0, 95, 0, 96, 0, 206, 59, 227, 59, 206, 59, 238, 59, 91, 0, 96, 0, 158, 0, 158, 0, 129, 0, 91, 0, 129, 0, 158, 0, 139, 0, 151, 0, 139, 0, 158, 0, 159, 0, 154, 0, 158, 0, 158, 0, 154, 0, 241, 59, 230, 59, 151, 0, 149, 0, 149, 0, 150, 0, 230, 59, 228, 59, 230, 59, 207, 59, 232, 59, 230, 59, 150, 0, 150, 0, 242, 59, 232, 59, 235, 59, 242, 59, 243, 59, 200, 59, 232, 59, 229, 59, 244, 59, 229, 59, 232, 59, 240, 59, 231, 59, 232, 59, 208, 59, 231, 59, 236, 59, 244, 59, 165, 0, 166, 0, 160, 0, 162, 0, 165, 0, 165, 0, 156, 0, 160, 0, 160, 0, 156, 0, 155, 0, 155, 0, 156, 0, 141, 0, 215, 59, 216, 59, 205, 59, 199, 59, 221, 59, 222, 59, 201, 59, 223, 59, 233, 59, 237, 59, 224, 59, 226, 59, 225, 59, 239, 59, 234, 59, 217, 59, 246, 59, 209, 59, 177, 0, 184, 0, 187, 0, 187, 0, 180, 0, 177, 0, 177, 0, 180, 0, 181, 0, 188, 0, 181, 0, 180, 0, 187, 0, 188, 0, 180, 0, 181, 0, 188, 0, 177, 0, 195, 0, 177, 0, 188, 0, 195, 0, 22, 1, 177, 0, 184, 0, 177, 0, 22, 1, 188, 0, 200, 0, 195, 0, 22, 1, 24, 1, 184, 0, 24, 1, 22, 1, 46, 1, 46, 1, 44, 1, 24, 1, 44, 1, 46, 1, 42, 1, 42, 1, 43, 1, 40, 1, 42, 1, 22, 60, 23, 60, 1, 60, 195, 0, 0, 60, 1, 60, 0, 60, 5, 60, 4, 60, 220, 0, 1, 60, 220, 0, 216, 0, 225, 0, 225, 0, 243, 0, 220, 0, 243, 0, 225, 0, 235, 0, 223, 0, 232, 0, 235, 0, 216, 0, 215, 0, 223, 0, 215, 0, 216, 0, 200, 0, 201, 0, 215, 0, 200, 0, 201, 0, 7, 60, 215, 0, 200, 0, 254, 59, 201, 0, 252, 59, 254, 59, 200, 0, 254, 59, 252, 59, 251, 59, 2, 60, 192, 0, 251, 59, 251, 59, 3, 60, 2, 60, 7, 60, 8, 60, 6, 60, 11, 60, 8, 60, 7, 60, 11, 60, 9, 60, 10, 60, 10, 60, 12, 60, 11, 60, 12, 60, 237, 0, 246, 0, 14, 60, 237, 0, 13, 60, 246, 0, 235, 0, 236, 0, 246, 0, 247, 0, 235, 0, 235, 0, 247, 0, 243, 0, 243, 0, 247, 0, 29, 1, 29, 1, 31, 1, 243, 0, 31, 1, 29, 1, 52, 1, 31, 1, 24, 60, 55, 1, 49, 1, 31, 1, 52, 1, 245, 1, 55, 1, 49, 1, 52, 1, 48, 1, 49, 1, 51, 1, 48, 1, 52, 1, 49, 1, 246, 1, 245, 1, 248, 1, 245, 1, 246, 1, 246, 1, 247, 1, 57, 60, 184, 0, 185, 0, 212, 0, 213, 0, 50, 60, 212, 0, 211, 0, 184, 0, 212, 0, 187, 0, 184, 0, 211, 0, 207, 1, 211, 0, 212, 0, 210, 0, 187, 0, 211, 0, 211, 0, 207, 1, 210, 0, 250, 59, 255, 59, 253, 59, 2, 1, 17, 60, 15, 60, 2, 1, 248, 0, 255, 0, 15, 60, 5, 1, 16, 60, 2, 1, 16, 60, 19, 60, 16, 60, 5, 1, 18, 60, 18, 60, 26, 60, 20, 60, 39, 60, 98, 1, 26, 60, 4, 1, 2, 1, 21, 1, 2, 1, 37, 1, 21, 1, 37, 1, 74, 1, 21, 1, 57, 1, 21, 1, 74, 1, 57, 1, 56, 1, 21, 1, 56, 1, 57, 1, 58, 1, 37, 1, 80, 1, 74, 1, 80, 1, 45, 60, 74, 1, 108, 1, 112, 1, 80, 1, 255, 0, 32, 1, 37, 1, 5, 1, 19, 1, 32, 1, 33, 1, 32, 1, 19, 1, 131, 1, 32, 1, 33, 1, 131, 1, 33, 1, 133, 1, 133, 1, 134, 1, 131, 1, 93, 1, 32, 1, 131, 1, 93, 1, 70, 1, 32, 1, 131, 1, 98, 1, 93, 1, 128, 1, 131, 1, 134, 1, 128, 1, 98, 1, 131, 1, 136, 1, 126, 1, 128, 1, 126, 1, 125, 1, 128, 1, 98, 1, 128, 1, 125, 1, 70, 1, 98, 1, 109, 1, 109, 1, 98, 1, 113, 1, 109, 1, 86, 1, 70, 1, 86, 1, 109, 1, 103, 1, 31, 60, 27, 60, 86, 1, 98, 1, 47, 60, 124, 1, 98, 1, 124, 1, 46, 60, 129, 1, 46, 60, 124, 1, 44, 60, 25, 60, 29, 60, 25, 60, 44, 60, 122, 1, 122, 1, 44, 60, 123, 1, 30, 60, 34, 60, 35, 60, 40, 60, 36, 60, 34, 60, 32, 60, 21, 60, 28, 60, 33, 60, 37, 60, 42, 60, 38, 60, 41, 60, 43, 60, 140, 1, 142, 1, 139, 1, 142, 1, 167, 1, 139, 1, 167, 1, 142, 1, 202, 1, 202, 1, 170, 1, 167, 1, 202, 1, 204, 1, 170, 1, 173, 1, 202, 1, 142, 1, 142, 1, 140, 1, 143, 1, 173, 1, 142, 1, 146, 1, 202, 1, 173, 1, 178, 1, 146, 1, 178, 1, 173, 1, 178, 1, 199, 1, 202, 1, 186, 1, 196, 1, 199, 1, 178, 1, 186, 1, 199, 1, 185, 1, 186, 1, 178, 1, 178, 1, 179, 1, 185, 1, 179, 1, 155, 1, 185, 1, 155, 1, 179, 1, 156, 1, 178, 1, 147, 1, 179, 1, 147, 1, 156, 1, 179, 1, 178, 1, 146, 1, 147, 1, 156, 1, 147, 1, 162, 1, 147, 1, 146, 1, 162, 1, 162, 1, 166, 1, 156, 1, 143, 1, 162, 1, 146, 1, 166, 1, 162, 1, 190, 1, 190, 1, 162, 1, 143, 1, 190, 1, 194, 1, 166, 1, 143, 1, 187, 1, 190, 1, 48, 60, 143, 1, 49, 60, 187, 1, 143, 1, 140, 1, 140, 1, 157, 1, 187, 1, 205, 1, 187, 1, 157, 1, 218, 1, 212, 1, 213, 1, 213, 1, 212, 1, 235, 1, 213, 1, 209, 1, 218, 1, 237, 1, 212, 1, 218, 1, 235, 1, 212, 1, 237, 1, 218, 1, 238, 1, 237, 1, 237, 1, 241, 1, 235, 1, 235, 1, 241, 1, 242, 1, 235, 1, 227, 1, 213, 1, 242, 1, 236, 1, 235, 1, 227, 1, 235, 1, 236, 1, 236, 1, 230, 1, 227, 1, 238, 1, 218, 1, 219, 1, 219, 1, 218, 1, 209, 1, 219, 1, 239, 1, 238, 1, 209, 1, 223, 1, 219, 1, 239, 1, 219, 1, 233, 1, 223, 1, 233, 1, 219, 1, 233, 1, 240, 1, 239, 1, 223, 1, 225, 1, 233, 1, 56, 60, 244, 1, 223, 1, 52, 60, 56, 60, 55, 60, 54, 60, 53, 60, 51, 60, 254, 1, 250, 1, 251, 1, 254, 1, 251, 1, 253, 1, 254, 1, 253, 1, 255, 1, 27, 2, 251, 1, 250, 1, 250, 1, 254, 1, 79, 2, 255, 1, 62, 60, 77, 60, 255, 1, 0, 2, 254, 1, 69, 60, 64, 60, 0, 2, 0, 2, 255, 1, 1, 2, 1, 2, 255, 1, 158, 2, 78, 60, 158, 2, 255, 1, 158, 2, 159, 2, 1, 2, 1, 2, 2, 2, 0, 2, 84, 2, 0, 2, 2, 2, 2, 2, 85, 2, 84, 2, 84, 2, 85, 2, 86, 2, 0, 2, 84, 2, 82, 2, 86, 2, 83, 2, 84, 2, 82, 2, 84, 2, 83, 2, 83, 2, 81, 2, 82, 2, 79, 2, 82, 2, 81, 2, 81, 2, 77, 2, 79, 2, 77, 2, 115, 2, 79, 2, 115, 2, 77, 2, 116, 2, 79, 2, 115, 2, 250, 1, 115, 2, 116, 2, 114, 2, 28, 2, 250, 1, 115, 2, 250, 1, 28, 2, 27, 2, 114, 2, 113, 2, 115, 2, 113, 2, 114, 2, 112, 2, 26, 2, 28, 2, 115, 2, 115, 2, 113, 2, 26, 2, 25, 2, 27, 2, 28, 2, 28, 2, 26, 2, 25, 2, 27, 2, 25, 2, 179, 2, 179, 2, 180, 2, 27, 2, 178, 2, 179, 2, 25, 2, 25, 2, 24, 2, 178, 2, 24, 2, 25, 2, 26, 2, 177, 2, 178, 2, 24, 2, 23, 2, 26, 2, 113, 2, 26, 2, 23, 2, 24, 2, 24, 2, 21, 2, 177, 2, 21, 2, 24, 2, 23, 2, 176, 2, 177, 2, 21, 2, 113, 2, 111, 2, 23, 2, 112, 2, 111, 2, 113, 2, 111, 2, 112, 2, 110, 2, 22, 2, 23, 2, 111, 2, 23, 2, 22, 2, 21, 2, 110, 2, 109, 2, 111, 2, 111, 2, 109, 2, 22, 2, 109, 2, 110, 2, 108, 2, 21, 2, 19, 2, 176, 2, 19, 2, 21, 2, 22, 2, 175, 2, 176, 2, 19, 2, 20, 2, 22, 2, 109, 2, 22, 2, 20, 2, 19, 2, 108, 2, 107, 2, 109, 2, 109, 2, 107, 2, 20, 2, 107, 2, 108, 2, 106, 2, 19, 2, 18, 2, 175, 2, 18, 2, 19, 2, 20, 2, 174, 2, 175, 2, 18, 2, 106, 2, 105, 2, 107, 2, 20, 2, 107, 2, 105, 2, 105, 2, 106, 2, 104, 2, 20, 2, 17, 2, 18, 2, 105, 2, 17, 2, 20, 2, 18, 2, 16, 2, 174, 2, 16, 2, 18, 2, 17, 2, 173, 2, 174, 2, 16, 2, 104, 2, 103, 2, 105, 2, 17, 2, 105, 2, 103, 2, 103, 2, 104, 2, 102, 2, 17, 2, 15, 2, 16, 2, 103, 2, 15, 2, 17, 2, 16, 2, 14, 2, 173, 2, 14, 2, 16, 2, 15, 2, 172, 2, 173, 2, 14, 2, 102, 2, 101, 2, 103, 2, 15, 2, 103, 2, 101, 2, 101, 2, 102, 2, 100, 2, 15, 2, 13, 2, 14, 2, 101, 2, 13, 2, 15, 2, 14, 2, 12, 2, 172, 2, 12, 2, 14, 2, 13, 2, 171, 2, 172, 2, 12, 2, 11, 2, 13, 2, 101, 2, 13, 2, 11, 2, 12, 2, 100, 2, 99, 2, 101, 2, 101, 2, 99, 2, 11, 2, 99, 2, 100, 2, 98, 2, 12, 2, 10, 2, 171, 2, 10, 2, 12, 2, 11, 2, 170, 2, 171, 2, 10, 2, 9, 2, 11, 2, 99, 2, 11, 2, 9, 2, 10, 2, 98, 2, 97, 2, 99, 2, 99, 2, 97, 2, 9, 2, 97, 2, 98, 2, 96, 2, 10, 2, 7, 2, 170, 2, 7, 2, 10, 2, 9, 2, 169, 2, 170, 2, 7, 2, 7, 2, 3, 2, 169, 2, 9, 2, 8, 2, 7, 2, 8, 2, 9, 2, 97, 2, 3, 2, 7, 2, 8, 2, 96, 2, 95, 2, 97, 2, 97, 2, 95, 2, 8, 2, 95, 2, 96, 2, 94, 2, 181, 2, 169, 2, 3, 2, 4, 2, 8, 2, 95, 2, 8, 2, 4, 2, 3, 2, 94, 2, 93, 2, 95, 2, 95, 2, 93, 2, 4, 2, 93, 2, 94, 2, 117, 2, 117, 2, 120, 2, 93, 2, 93, 2, 120, 2, 4, 2, 120, 2, 117, 2, 121, 2, 121, 2, 126, 2, 120, 2, 120, 2, 31, 2, 4, 2, 120, 2, 126, 2, 31, 2, 3, 2, 4, 2, 31, 2, 126, 2, 39, 2, 31, 2, 3, 2, 32, 2, 181, 2, 31, 2, 32, 2, 3, 2, 32, 2, 183, 2, 181, 2, 31, 2, 37, 2, 32, 2, 183, 2, 32, 2, 37, 2, 37, 2, 31, 2, 39, 2, 37, 2, 185, 2, 183, 2, 39, 2, 126, 2, 128, 2, 37, 2, 42, 2, 185, 2, 39, 2, 42, 2, 37, 2, 189, 2, 185, 2, 42, 2, 70, 60, 128, 2, 71, 60, 189, 2, 42, 2, 49, 2, 191, 2, 189, 2, 49, 2, 49, 2, 42, 2, 43, 2, 42, 2, 39, 2, 43, 2, 43, 2, 50, 2, 49, 2, 39, 2, 128, 2, 132, 2, 132, 2, 43, 2, 39, 2, 50, 2, 43, 2, 132, 2, 128, 2, 133, 2, 132, 2, 132, 2, 138, 2, 50, 2, 133, 2, 138, 2, 132, 2, 138, 2, 133, 2, 137, 2, 51, 2, 52, 2, 53, 2, 51, 2, 193, 2, 52, 2, 201, 2, 193, 2, 51, 2, 51, 2, 199, 2, 201, 2, 51, 2, 197, 2, 199, 2, 53, 2, 54, 2, 51, 2, 54, 2, 53, 2, 194, 2, 194, 2, 200, 2, 54, 2, 56, 2, 51, 2, 54, 2, 54, 2, 57, 2, 56, 2, 57, 2, 58, 2, 56, 2, 57, 2, 60, 2, 58, 2, 60, 2, 57, 2, 233, 2, 233, 2, 234, 2, 60, 2, 61, 2, 62, 2, 63, 2, 63, 2, 65, 2, 61, 2, 63, 2, 68, 2, 65, 2, 71, 2, 65, 2, 68, 2, 68, 2, 73, 2, 71, 2, 76, 2, 71, 2, 73, 2, 73, 2, 75, 2, 76, 2, 87, 2, 88, 2, 89, 2, 89, 2, 90, 2, 87, 2, 88, 2, 87, 2, 140, 2, 140, 2, 141, 2, 88, 2, 140, 2, 146, 2, 141, 2, 146, 2, 140, 2, 145, 2, 146, 2, 145, 2, 151, 2, 151, 2, 150, 2, 146, 2, 150, 2, 206, 2, 223, 2, 150, 2, 223, 2, 217, 2, 217, 2, 215, 2, 150, 2, 208, 2, 215, 2, 217, 2, 217, 2, 205, 2, 208, 2, 205, 2, 206, 2, 208, 2, 208, 2, 206, 2, 162, 2, 162, 2, 206, 2, 150, 2, 160, 2, 161, 2, 162, 2, 228, 2, 160, 2, 162, 2, 150, 2, 228, 2, 162, 2, 231, 2, 232, 2, 228, 2, 228, 2, 230, 2, 231, 2, 229, 2, 228, 2, 150, 2, 228, 2, 229, 2, 230, 2, 150, 2, 151, 2, 229, 2, 229, 2, 226, 2, 230, 2, 226, 2, 229, 2, 165, 2, 165, 2, 225, 2, 226, 2, 204, 2, 165, 2, 229, 2, 229, 2, 151, 2, 167, 2, 229, 2, 167, 2, 204, 2, 221, 2, 167, 2, 151, 2, 204, 2, 167, 2, 213, 2, 213, 2, 221, 2, 151, 2, 219, 2, 204, 2, 213, 2, 151, 2, 219, 2, 213, 2, 58, 60, 72, 60, 75, 60, 76, 60, 61, 60, 59, 60, 68, 60, 67, 60, 63, 60, 73, 60, 60, 60, 65, 60, 66, 60, 79, 60, 74, 60, 244, 2, 0, 3, 235, 2, 235, 2, 0, 3, 1, 3, 235, 2, 236, 2, 244, 2, 249, 2, 244, 2, 236, 2, 236, 2, 247, 2, 249, 2, 247, 2, 236, 2, 250, 2, 101, 3, 250, 2, 236, 2, 100, 3, 101, 3, 236, 2, 236, 2, 235, 2, 100, 3, 100, 3, 235, 2, 49, 3, 1, 3, 72, 3, 235, 2, 49, 3, 235, 2, 72, 3, 72, 3, 1, 3, 71, 3, 72, 3, 71, 3, 74, 3, 72, 3, 51, 3, 49, 3, 73, 3, 51, 3, 72, 3, 16, 3, 17, 3, 11, 3, 18, 3, 17, 3, 16, 3, 11, 3, 12, 3, 16, 3, 16, 3, 12, 3, 41, 3, 33, 3, 18, 3, 16, 3, 16, 3, 41, 3, 42, 3, 16, 3, 25, 3, 33, 3, 42, 3, 25, 3, 16, 3, 220, 3, 33, 3, 25, 3, 25, 3, 34, 3, 220, 3, 42, 3, 26, 3, 25, 3, 42, 3, 30, 3, 26, 3, 60, 3, 26, 3, 30, 3, 26, 3, 75, 3, 25, 3, 26, 3, 60, 3, 75, 3, 34, 3, 25, 3, 75, 3, 75, 3, 60, 3, 77, 3, 75, 3, 62, 3, 34, 3, 76, 3, 62, 3, 75, 3, 135, 3, 136, 3, 44, 3, 131, 3, 136, 3, 135, 3, 44, 3, 106, 3, 135, 3, 135, 3, 132, 3, 131, 3, 106, 3, 44, 3, 103, 3, 103, 3, 105, 3, 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50, 140, 50, 185, 68, 145, 50, 185, 68, 186, 68, 157, 68, 145, 50, 186, 68, 157, 68, 177, 68, 175, 68, 157, 68, 165, 68, 145, 50, 140, 50, 145, 50, 165, 68, 140, 50, 165, 68, 159, 68, 174, 68, 159, 68, 165, 68, 140, 50, 159, 68, 158, 68, 158, 68, 154, 50, 140, 50, 140, 50, 154, 50, 166, 68, 162, 50, 166, 68, 154, 50, 166, 68, 162, 50, 187, 68, 187, 68, 162, 50, 161, 68, 164, 68, 161, 68, 162, 50, 167, 68, 162, 50, 154, 50, 162, 50, 167, 68, 160, 68, 162, 50, 119, 50, 164, 68, 119, 50, 162, 50, 160, 68, 160, 68, 163, 68, 119, 50, 178, 68, 163, 68, 160, 68, 163, 68, 152, 68, 119, 50, 152, 68, 150, 68, 119, 50, 171, 68, 152, 68, 163, 68, 173, 68, 150, 68, 152, 68, 152, 68, 171, 68, 173, 68, 247, 50, 154, 50, 151, 50, 180, 50, 154, 50, 247, 50, 151, 50, 246, 50, 247, 50, 246, 50, 151, 50, 153, 50, 153, 50, 231, 50, 246, 50, 247, 50, 246, 50, 231, 50, 153, 50, 232, 50, 231, 50, 180, 50, 247, 50, 17, 51, 180, 50, 17, 51, 252, 50, 247, 50, 252, 50, 17, 51, 252, 50, 159, 50, 180, 50, 15, 51, 247, 50, 231, 50, 247, 50, 15, 51, 0, 51, 0, 51, 252, 50, 247, 50, 231, 50, 234, 50, 15, 51, 252, 50, 0, 51, 1, 51, 159, 50, 252, 50, 18, 51, 1, 51, 6, 51, 252, 50, 6, 51, 18, 51, 252, 50, 6, 51, 1, 51, 8, 51, 18, 51, 6, 51, 169, 50, 8, 51, 212, 50, 6, 51, 6, 51, 212, 50, 218, 50, 169, 50, 6, 51, 215, 50, 6, 51, 218, 50, 219, 50, 215, 50, 176, 68, 170, 68, 219, 50, 206, 50, 6, 51, 206, 50, 229, 50, 215, 50, 219, 50, 207, 50, 206, 50, 229, 50, 206, 50, 113, 50, 207, 50, 208, 50, 206, 50, 134, 50, 113, 50, 206, 50, 206, 50, 227, 50, 134, 50, 200, 50, 206, 50, 208, 50, 227, 50, 206, 50, 200, 50, 227, 50, 200, 50, 134, 50, 200, 50, 106, 50, 134, 50, 208, 50, 225, 50, 200, 50, 104, 50, 106, 50, 200, 50, 200, 50, 197, 50, 104, 50, 105, 50, 104, 50, 197, 50, 183, 50, 200, 50, 225, 50, 183, 50, 197, 50, 200, 50, 197, 50, 183, 50, 105, 50, 225, 50, 186, 50, 183, 50, 183, 50, 182, 50, 105, 50, 189, 50, 183, 50, 186, 50, 183, 50, 189, 50, 182, 50, 130, 50, 182, 50, 189, 50, 98, 50, 130, 50, 189, 50, 186, 50, 190, 50, 189, 50, 224, 50, 189, 50, 190, 50, 224, 50, 190, 50, 24, 51, 234, 50, 231, 50, 237, 50, 232, 50, 237, 50, 231, 50, 237, 50, 232, 50, 176, 50, 237, 50, 176, 50, 147, 50, 237, 50, 240, 50, 234, 50, 240, 50, 237, 50, 14, 51, 240, 50, 14, 51, 41, 51, 126, 67, 192, 68, 120, 67, 120, 67, 142, 67, 126, 67, 169, 67, 164, 67, 166, 67, 129, 67, 133, 67, 186, 67, 199, 68, 187, 67, 134, 67, 68, 68, 82, 68, 63, 68, 63, 68, 60, 68, 68, 68, 99, 68, 106, 68, 103, 68, 120, 68, 104, 68, 107, 68, 79, 68, 128, 68, 122, 68, 122, 68, 66, 68, 79, 68, 79, 68, 137, 68, 128, 68, 137, 68, 79, 68, 136, 68, 129, 68, 131, 68, 134, 68), 0.0519398, PackedByteArray(27, 0, 6, 0, 11, 0, 17, 0, 27, 0, 11, 0, 11, 0, 6, 0, 43, 0, 44, 0, 17, 0, 11, 0, 66, 0, 67, 0, 44, 0, 68, 0, 66, 0, 44, 0, 11, 0, 38, 0, 44, 0, 44, 0, 38, 0, 68, 0, 11, 0, 43, 0, 38, 0, 69, 0, 68, 0, 38, 0, 38, 0, 70, 0, 69, 0, 38, 0, 71, 0, 70, 0, 71, 0, 38, 0, 43, 0, 43, 0, 64, 0, 71, 0, 43, 0, 63, 0, 64, 0, 65, 0, 63, 0, 43, 0, 72, 0, 134, 0, 78, 0, 78, 0, 79, 0, 72, 0, 134, 0, 157, 0, 78, 0, 167, 0, 157, 0, 134, 0, 134, 0, 166, 0, 167, 0, 160, 0, 134, 0, 155, 0, 165, 0, 134, 0, 160, 0, 160, 0, 162, 0, 165, 0, 63, 54, 165, 0, 71, 54, 63, 54, 34, 54, 36, 54, 36, 54, 56, 54, 57, 54, 34, 54, 47, 54, 40, 54, 34, 54, 38, 54, 80, 0, 34, 54, 80, 0, 39, 54, 49, 54, 35, 54, 39, 54, 39, 54, 53, 54, 48, 54, 54, 54, 74, 54, 53, 54, 70, 54, 63, 54, 66, 54, 66, 54, 69, 54, 70, 54, 150, 0, 69, 54, 66, 54, 149, 0, 150, 0, 66, 54, 66, 54, 151, 0, 149, 0, 64, 54, 59, 54, 66, 54, 151, 0, 139, 0, 158, 0, 91, 0, 158, 0, 139, 0, 158, 0, 91, 0, 89, 0, 89, 0, 96, 0, 158, 0, 159, 0, 154, 0, 158, 0, 158, 0, 154, 0, 68, 54, 42, 54, 41, 54, 50, 54, 95, 0, 46, 54, 42, 54, 94, 0, 95, 0, 42, 54, 94, 0, 42, 54, 51, 54, 55, 54, 94, 0, 72, 54, 43, 54, 58, 54, 62, 54, 60, 54, 65, 54, 37, 54, 67, 54, 61, 54, 44, 54, 98, 0, 102, 0, 174, 0, 52, 54, 73, 54, 45, 54, 195, 0, 184, 0, 192, 0, 192, 0, 188, 0, 195, 0, 188, 0, 216, 0, 195, 0, 184, 0, 195, 0, 22, 1, 22, 1, 24, 1, 184, 0, 22, 1, 44, 1, 24, 1, 44, 1, 22, 1, 42, 1, 42, 1, 40, 1, 44, 1, 42, 1, 43, 1, 40, 1, 184, 0, 185, 0, 212, 0, 210, 0, 192, 0, 212, 0, 83, 54, 210, 0, 82, 54, 79, 54, 75, 54, 212, 0, 79, 54, 81, 54, 209, 0, 77, 54, 76, 54, 79, 54, 76, 54, 78, 54, 84, 54, 84, 54, 78, 54, 201, 0, 201, 0, 223, 0, 84, 54, 232, 0, 216, 0, 223, 0, 31, 1, 216, 0, 232, 0, 31, 1, 93, 54, 55, 1, 232, 0, 247, 0, 31, 1, 31, 1, 247, 0, 89, 54, 246, 0, 247, 0, 232, 0, 246, 0, 232, 0, 236, 0, 246, 0, 236, 0, 245, 0, 31, 1, 29, 1, 52, 1, 49, 1, 31, 1, 52, 1, 52, 1, 48, 1, 49, 1, 51, 1, 48, 1, 52, 1, 245, 1, 55, 1, 49, 1, 49, 1, 246, 1, 245, 1, 248, 1, 245, 1, 246, 1, 85, 54, 90, 54, 80, 54, 87, 54, 88, 54, 86, 54, 37, 1, 4, 1, 33, 1, 37, 1, 21, 1, 4, 1, 57, 1, 21, 1, 37, 1, 21, 1, 57, 1, 58, 1, 108, 1, 57, 1, 37, 1, 33, 1, 70, 1, 37, 1, 134, 1, 33, 1, 133, 1, 134, 1, 70, 1, 33, 1, 128, 1, 70, 1, 134, 1, 128, 1, 125, 1, 70, 1, 126, 1, 125, 1, 128, 1, 136, 1, 126, 1, 128, 1, 109, 1, 103, 1, 70, 1, 70, 1, 124, 1, 109, 1, 92, 54, 103, 1, 98, 54, 129, 1, 100, 54, 124, 1, 101, 54, 124, 1, 96, 54, 91, 54, 95, 54, 97, 54, 94, 54, 99, 54, 122, 1, 122, 1, 99, 54, 123, 1, 140, 1, 173, 1, 139, 1, 173, 1, 167, 1, 139, 1, 173, 1, 140, 1, 187, 1, 140, 1, 157, 1, 187, 1, 205, 1, 187, 1, 157, 1, 187, 1, 190, 1, 173, 1, 190, 1, 194, 1, 166, 1, 190, 1, 166, 1, 156, 1, 167, 1, 173, 1, 202, 1, 202, 1, 170, 1, 167, 1, 202, 1, 204, 1, 170, 1, 202, 1, 173, 1, 199, 1, 199, 1, 173, 1, 147, 1, 155, 1, 147, 1, 156, 1, 147, 1, 155, 1, 185, 1, 199, 1, 147, 1, 185, 1, 185, 1, 186, 1, 199, 1, 186, 1, 196, 1, 199, 1, 102, 54, 105, 54, 106, 54, 104, 54, 103, 54, 107, 54, 213, 1, 209, 1, 218, 1, 236, 1, 230, 1, 213, 1, 213, 1, 218, 1, 236, 1, 236, 1, 241, 1, 242, 1, 237, 1, 241, 1, 236, 1, 236, 1, 218, 1, 237, 1, 218, 1, 238, 1, 237, 1, 233, 1, 218, 1, 209, 1, 238, 1, 218, 1, 233, 1, 209, 1, 223, 1, 233, 1, 223, 1, 225, 1, 233, 1, 233, 1, 239, 1, 238, 1, 233, 1, 240, 1, 239, 1, 108, 54, 113, 54, 111, 54, 112, 54, 110, 54, 109, 54, 114, 54, 115, 54, 116, 54, 254, 1, 28, 2, 251, 1, 157, 2, 254, 1, 251, 1, 255, 1, 254, 1, 157, 2, 134, 54, 135, 54, 255, 1, 179, 2, 155, 2, 28, 2, 28, 2, 25, 2, 179, 2, 178, 2, 179, 2, 25, 2, 25, 2, 28, 2, 115, 2, 25, 2, 111, 2, 178, 2, 115, 2, 111, 2, 25, 2, 82, 2, 115, 2, 28, 2, 177, 2, 178, 2, 111, 2, 77, 2, 115, 2, 82, 2, 81, 2, 77, 2, 82, 2, 83, 2, 81, 2, 82, 2, 115, 2, 77, 2, 114, 2, 114, 2, 111, 2, 115, 2, 111, 2, 114, 2, 112, 2, 111, 2, 112, 2, 110, 2, 111, 2, 109, 2, 177, 2, 110, 2, 109, 2, 111, 2, 176, 2, 177, 2, 109, 2, 109, 2, 110, 2, 108, 2, 109, 2, 20, 2, 176, 2, 108, 2, 20, 2, 109, 2, 175, 2, 176, 2, 20, 2, 20, 2, 108, 2, 106, 2, 20, 2, 17, 2, 175, 2, 106, 2, 17, 2, 20, 2, 174, 2, 175, 2, 17, 2, 17, 2, 106, 2, 104, 2, 17, 2, 15, 2, 174, 2, 104, 2, 15, 2, 17, 2, 173, 2, 174, 2, 15, 2, 15, 2, 104, 2, 102, 2, 15, 2, 101, 2, 173, 2, 102, 2, 101, 2, 15, 2, 172, 2, 173, 2, 101, 2, 101, 2, 102, 2, 100, 2, 100, 2, 11, 2, 101, 2, 101, 2, 11, 2, 172, 2, 11, 2, 100, 2, 98, 2, 9, 2, 172, 2, 11, 2, 172, 2, 9, 2, 171, 2, 170, 2, 171, 2, 9, 2, 11, 2, 95, 2, 9, 2, 9, 2, 95, 2, 170, 2, 98, 2, 95, 2, 11, 2, 95, 2, 98, 2, 96, 2, 169, 2, 170, 2, 95, 2, 95, 2, 96, 2, 94, 2, 95, 2, 4, 2, 169, 2, 95, 2, 94, 2, 4, 2, 169, 2, 4, 2, 120, 2, 94, 2, 120, 2, 4, 2, 121, 2, 120, 2, 94, 2, 120, 2, 183, 2, 169, 2, 120, 2, 42, 2, 183, 2, 42, 2, 185, 2, 183, 2, 185, 2, 42, 2, 49, 2, 191, 2, 185, 2, 49, 2, 42, 2, 120, 2, 39, 2, 49, 2, 42, 2, 39, 2, 39, 2, 120, 2, 128, 2, 39, 2, 138, 2, 49, 2, 128, 2, 138, 2, 39, 2, 138, 2, 128, 2, 137, 2, 1, 2, 2, 2, 255, 1, 1, 2, 255, 1, 158, 2, 158, 2, 159, 2, 1, 2, 83, 2, 255, 1, 2, 2, 2, 2, 85, 2, 83, 2, 83, 2, 85, 2, 86, 2, 52, 2, 54, 2, 51, 2, 54, 2, 52, 2, 194, 2, 194, 2, 200, 2, 54, 2, 51, 2, 193, 2, 52, 2, 201, 2, 193, 2, 51, 2, 51, 2, 199, 2, 201, 2, 58, 2, 51, 2, 54, 2, 54, 2, 57, 2, 58, 2, 57, 2, 60, 2, 58, 2, 60, 2, 57, 2, 233, 2, 233, 2, 234, 2, 60, 2, 61, 2, 62, 2, 68, 2, 68, 2, 65, 2, 61, 2, 76, 2, 65, 2, 68, 2, 68, 2, 75, 2, 76, 2, 140, 2, 88, 2, 89, 2, 89, 2, 90, 2, 140, 2, 140, 2, 141, 2, 88, 2, 140, 2, 146, 2, 141, 2, 146, 2, 140, 2, 145, 2, 146, 2, 145, 2, 151, 2, 151, 2, 150, 2, 146, 2, 151, 2, 219, 2, 213, 2, 219, 2, 204, 2, 213, 2, 213, 2, 167, 2, 151, 2, 204, 2, 167, 2, 213, 2, 150, 2, 151, 2, 167, 2, 226, 2, 167, 2, 204, 2, 204, 2, 225, 2, 226, 2, 167, 2, 226, 2, 230, 2, 228, 2, 167, 2, 230, 2, 167, 2, 228, 2, 150, 2, 228, 2, 230, 2, 231, 2, 231, 2, 232, 2, 228, 2, 150, 2, 228, 2, 162, 2, 228, 2, 160, 2, 162, 2, 160, 2, 161, 2, 162, 2, 162, 2, 206, 2, 150, 2, 208, 2, 206, 2, 162, 2, 150, 2, 206, 2, 217, 2, 217, 2, 206, 2, 208, 2, 217, 2, 215, 2, 150, 2, 208, 2, 215, 2, 217, 2, 129, 54, 130, 54, 128, 54, 123, 54, 119, 54, 125, 54, 117, 54, 131, 54, 133, 54, 126, 54, 120, 54, 121, 54, 122, 54, 127, 54, 126, 54, 132, 54, 118, 54, 124, 54, 244, 2, 0, 3, 100, 3, 100, 3, 250, 2, 244, 2, 100, 3, 0, 3, 1, 3, 1, 3, 74, 3, 100, 3, 74, 3, 1, 3, 71, 3, 74, 3, 51, 3, 100, 3, 73, 3, 51, 3, 74, 3, 18, 3, 12, 3, 30, 3, 34, 3, 18, 3, 30, 3, 34, 3, 30, 3, 77, 3, 30, 3, 60, 3, 77, 3, 77, 3, 62, 3, 34, 3, 53, 3, 120, 3, 57, 3, 57, 3, 58, 3, 53, 3, 120, 3, 53, 3, 106, 3, 106, 3, 44, 3, 120, 3, 137, 54, 136, 54, 106, 3, 106, 3, 141, 3, 143, 3, 150, 3, 143, 3, 141, 3, 143, 3, 150, 3, 153, 3, 141, 3, 208, 3, 150, 3, 153, 3, 158, 3, 143, 3, 141, 3, 160, 3, 208, 3, 162, 3, 208, 3, 160, 3, 158, 3, 153, 3, 174, 3, 174, 3, 162, 3, 160, 3, 165, 3, 158, 3, 174, 3, 174, 3, 66, 3, 165, 3, 174, 3, 160, 3, 65, 3, 65, 3, 66, 3, 174, 3, 67, 3, 66, 3, 65, 3, 68, 3, 67, 3, 65, 3, 65, 3, 82, 3, 68, 3, 82, 3, 65, 3, 86, 3, 86, 3, 87, 3, 82, 3, 87, 3, 86, 3, 88, 3, 88, 3, 89, 3, 87, 3, 166, 3, 182, 3, 195, 3, 182, 3, 166, 3, 179, 3, 182, 3, 179, 3, 205, 3, 203, 3, 195, 3, 182, 3, 195, 3, 197, 3, 166, 3, 197, 3, 190, 3, 166, 3, 197, 3, 198, 3, 190, 3, 197, 3, 195, 3, 200, 3, 195, 3, 203, 3, 217, 3, 203, 3, 219, 3, 217, 3, 195, 3, 217, 3, 210, 3, 210, 3, 200, 3, 195, 3, 200, 3, 210, 3, 209, 3, 236, 3, 224, 3, 5, 4, 5, 4, 224, 3, 150, 4, 127, 4, 150, 4, 224, 3, 127, 4, 224, 3, 236, 3, 236, 3, 129, 4, 127, 4, 129, 4, 236, 3, 242, 3, 242, 3, 232, 3, 129, 4, 57, 4, 232, 3, 242, 3, 242, 3, 52, 4, 57, 4, 52, 4, 242, 3, 236, 3, 49, 4, 52, 4, 236, 3, 236, 3, 5, 4, 49, 4, 52, 4, 49, 4, 48, 4, 86, 4, 48, 4, 49, 4, 86, 4, 49, 4, 5, 4, 86, 4, 5, 4, 77, 4, 77, 4, 78, 4, 86, 4, 5, 4, 252, 3, 77, 4, 77, 4, 81, 4, 78, 4, 252, 3, 81, 4, 77, 4, 81, 4, 83, 4, 84, 4, 83, 4, 81, 4, 4, 4, 81, 4, 252, 3, 4, 4, 4, 4, 252, 3, 157, 54, 252, 3, 150, 4, 144, 4, 144, 4, 146, 4, 4, 4, 4, 4, 146, 4, 147, 4, 158, 54, 139, 54, 4, 4, 146, 54, 147, 54, 163, 54, 29, 4, 11, 4, 16, 4, 166, 4, 16, 4, 11, 4, 11, 4, 170, 4, 166, 4, 149, 54, 166, 54, 170, 4, 165, 54, 145, 54, 149, 54, 16, 4, 166, 4, 160, 4, 11, 4, 29, 4, 42, 4, 42, 4, 41, 4, 11, 4, 41, 4, 42, 4, 10, 4, 41, 4, 10, 4, 173, 4, 10, 4, 123, 4, 90, 4, 152, 4, 90, 4, 154, 54, 94, 4, 154, 54, 42, 4, 42, 4, 29, 4, 94, 4, 123, 4, 94, 4, 120, 4, 94, 4, 29, 4, 109, 4, 109, 4, 153, 54, 94, 4, 29, 4, 16, 4, 109, 4, 16, 4, 102, 4, 109, 4, 102, 4, 16, 4, 105, 4, 21, 4, 105, 4, 16, 4, 160, 4, 21, 4, 16, 4, 162, 4, 21, 4, 160, 4, 105, 4, 21, 4, 162, 4, 107, 4, 105, 4, 162, 4, 105, 4, 107, 4, 108, 4, 162, 4, 28, 4, 107, 4, 28, 4, 27, 4, 164, 4, 163, 4, 27, 4, 162, 4, 151, 54, 156, 54, 152, 54, 162, 54, 138, 54, 143, 54, 141, 54, 140, 54, 159, 54, 160, 54, 161, 54, 142, 54, 164, 54, 165, 4, 148, 54, 155, 54, 144, 54, 150, 54, 179, 4, 184, 4, 181, 4, 179, 4, 181, 4, 212, 5, 200, 5, 179, 4, 212, 5, 200, 5, 212, 5, 214, 5, 214, 5, 223, 5, 200, 5, 223, 5, 214, 5, 195, 5, 195, 5, 224, 5, 223, 5, 222, 5, 200, 5, 223, 5, 222, 5, 177, 4, 200, 5, 179, 4, 200, 5, 177, 4, 177, 4, 222, 5, 74, 5, 179, 4, 177, 4, 43, 5, 43, 5, 32, 5, 179, 4, 43, 5, 34, 5, 32, 5, 32, 5, 34, 5, 31, 5, 31, 5, 18, 5, 32, 5, 223, 4, 18, 5, 31, 5, 18, 5, 223, 4, 20, 5, 223, 4, 24, 5, 20, 5, 223, 4, 222, 4, 24, 5, 222, 4, 214, 4, 24, 5, 20, 5, 26, 5, 18, 5, 24, 5, 214, 4, 26, 5, 189, 4, 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59, 85, 59, 108, 48, 91, 59, 89, 59, 185, 58, 246, 48, 245, 48, 244, 48, 73, 59, 238, 48, 11, 49, 7, 49, 9, 49, 10, 49, 10, 49, 8, 49, 7, 49, 148, 59, 118, 59, 116, 59, 148, 59, 196, 59, 138, 59, 116, 59, 195, 59, 149, 59, 195, 59, 136, 59, 137, 59, 117, 59, 72, 49, 145, 59, 117, 59, 145, 59, 194, 59, 145, 59, 129, 59, 194, 59, 122, 59, 121, 59, 125, 59, 125, 59, 121, 59, 192, 59, 125, 59, 192, 59, 193, 59, 193, 59, 122, 59, 123, 59, 123, 59, 125, 59, 193, 59, 124, 59, 125, 59, 123, 59, 197, 49, 123, 59, 122, 59, 117, 49, 202, 49, 197, 49, 132, 59, 142, 59, 126, 59, 132, 59, 120, 59, 115, 59, 115, 59, 142, 59, 134, 59, 128, 59, 130, 59, 134, 59, 139, 59, 141, 59, 127, 59, 119, 59, 133, 59, 146, 59, 210, 46, 50, 50, 118, 47, 118, 47, 21, 44, 210, 46, 157, 59, 156, 59, 160, 59, 179, 59, 160, 59, 156, 59, 156, 59, 157, 59, 166, 59, 167, 59, 172, 59, 156, 59, 160, 59, 115, 50, 157, 59, 157, 59, 115, 50, 168, 59, 169, 59, 168, 59, 115, 50, 180, 59, 115, 50, 160, 59, 115, 50, 180, 59, 159, 59, 36, 51, 180, 59, 132, 50, 132, 50, 21, 51, 36, 51, 159, 59, 119, 50, 115, 50, 119, 50, 159, 59, 181, 59, 119, 50, 181, 59, 31, 51, 158, 59, 115, 50, 119, 50, 171, 59, 158, 59, 119, 50, 164, 59, 171, 59, 119, 50, 163, 59, 164, 59, 119, 50, 119, 50, 31, 51, 183, 59, 119, 50, 162, 50, 163, 59, 162, 50, 119, 50, 183, 59, 183, 59, 182, 59, 162, 50, 165, 59, 162, 50, 182, 59, 162, 59, 162, 50, 165, 59, 165, 59, 161, 59, 162, 59, 173, 59, 162, 59, 161, 59, 175, 59, 162, 50, 162, 59, 162, 50, 175, 59, 176, 59, 161, 59, 178, 59, 174, 59, 252, 50, 159, 50, 162, 50, 212, 50, 159, 50, 252, 50, 159, 50, 212, 50, 169, 50, 169, 50, 212, 50, 215, 50, 1, 51, 212, 50, 252, 50, 1, 51, 252, 50, 15, 51, 215, 50, 212, 50, 206, 50, 252, 50, 248, 50, 15, 51, 153, 50, 15, 51, 248, 50, 153, 50, 232, 50, 15, 51, 218, 50, 206, 50, 212, 50, 15, 51, 232, 50, 237, 50, 237, 50, 232, 50, 147, 50, 237, 50, 41, 51, 15, 51, 41, 51, 237, 50, 14, 51, 218, 50, 207, 50, 206, 50, 215, 50, 206, 50, 113, 50, 115, 50, 113, 50, 206, 50, 225, 50, 206, 50, 207, 50, 225, 50, 199, 50, 206, 50, 199, 50, 225, 50, 105, 50, 225, 50, 182, 50, 105, 50, 225, 50, 190, 50, 182, 50, 189, 50, 182, 50, 190, 50, 98, 50, 182, 50, 189, 50, 224, 50, 189, 50, 190, 50, 224, 50, 190, 50, 24, 51, 170, 59, 177, 59, 8, 51, 126, 50, 28, 51, 33, 51, 147, 50, 178, 50, 54, 51, 178, 50, 46, 51, 54, 51, 251, 58, 253, 58, 188, 59, 188, 59, 255, 58, 12, 59, 39, 50, 114, 59, 80, 51, 150, 59, 143, 59, 114, 59, 21, 50, 13, 50, 232, 49, 131, 59, 147, 59, 135, 59, 144, 59, 151, 59, 140, 59), 0.12187, PackedByteArray(27, 0, 43, 0, 44, 0, 66, 0, 67, 0, 44, 0, 68, 0, 66, 0, 44, 0, 44, 0, 43, 0, 68, 0, 69, 0, 68, 0, 43, 0, 43, 0, 70, 0, 69, 0, 43, 0, 71, 0, 70, 0, 43, 0, 64, 0, 71, 0, 43, 0, 63, 0, 64, 0, 65, 0, 63, 0, 43, 0, 78, 0, 79, 0, 73, 0, 73, 0, 157, 0, 78, 0, 167, 0, 157, 0, 73, 0, 73, 0, 166, 0, 167, 0, 73, 0, 79, 0, 80, 0, 80, 0, 72, 0, 73, 0, 97, 51, 165, 0, 166, 0, 165, 0, 73, 0, 160, 0, 160, 0, 73, 0, 155, 0, 160, 0, 162, 0, 165, 0, 94, 51, 80, 0, 98, 51, 111, 51, 94, 51, 98, 51, 94, 51, 109, 51, 99, 51, 98, 51, 116, 51, 110, 51, 101, 51, 100, 51, 113, 51, 95, 0, 108, 51, 101, 51, 107, 51, 95, 0, 101, 51, 107, 51, 102, 51, 115, 51, 119, 51, 107, 51, 114, 51, 118, 51, 112, 51, 117, 51, 122, 51, 124, 51, 103, 51, 104, 51, 95, 51, 120, 51, 121, 51, 123, 51, 105, 51, 130, 51, 96, 51, 105, 51, 126, 51, 128, 51, 105, 51, 125, 51, 126, 51, 105, 51, 105, 51, 127, 51, 125, 51, 158, 0, 154, 0, 127, 51, 159, 0, 154, 0, 158, 0, 151, 0, 91, 0, 158, 0, 158, 0, 91, 0, 89, 0, 89, 0, 96, 0, 158, 0, 106, 51, 129, 51, 131, 51, 243, 0, 184, 0, 192, 0, 243, 0, 24, 1, 184, 0, 243, 0, 44, 1, 24, 1, 42, 1, 141, 51, 44, 1, 42, 1, 43, 1, 40, 1, 184, 0, 185, 0, 212, 0, 210, 0, 192, 0, 212, 0, 134, 51, 132, 51, 212, 0, 138, 51, 210, 0, 137, 51, 192, 0, 189, 0, 243, 0, 189, 0, 201, 0, 243, 0, 243, 0, 201, 0, 223, 0, 143, 51, 243, 0, 142, 51, 243, 0, 223, 0, 232, 0, 139, 51, 140, 51, 232, 0, 243, 0, 144, 51, 55, 1, 232, 0, 247, 0, 243, 0, 243, 0, 247, 0, 29, 1, 246, 0, 247, 0, 232, 0, 246, 0, 232, 0, 236, 0, 246, 0, 236, 0, 245, 0, 243, 0, 29, 1, 52, 1, 49, 1, 243, 0, 52, 1, 245, 1, 55, 1, 49, 1, 52, 1, 48, 1, 49, 1, 51, 1, 48, 1, 52, 1, 49, 1, 246, 1, 245, 1, 165, 51, 245, 1, 246, 1, 246, 1, 247, 1, 165, 51, 133, 51, 136, 51, 135, 51, 19, 1, 57, 1, 58, 1, 57, 1, 19, 1, 109, 1, 108, 1, 57, 1, 109, 1, 109, 1, 103, 1, 108, 1, 19, 1, 125, 1, 109, 1, 125, 1, 19, 1, 128, 1, 128, 1, 19, 1, 133, 1, 133, 1, 134, 1, 128, 1, 126, 1, 125, 1, 128, 1, 136, 1, 126, 1, 128, 1, 148, 51, 124, 1, 147, 51, 129, 1, 147, 51, 124, 1, 145, 51, 146, 51, 122, 1, 122, 1, 146, 51, 123, 1, 140, 1, 187, 1, 139, 1, 140, 1, 157, 1, 187, 1, 205, 1, 187, 1, 157, 1, 190, 1, 156, 1, 187, 1, 190, 1, 166, 1, 156, 1, 190, 1, 194, 1, 166, 1, 167, 1, 187, 1, 202, 1, 202, 1, 170, 1, 167, 1, 202, 1, 204, 1, 170, 1, 202, 1, 187, 1, 199, 1, 199, 1, 187, 1, 185, 1, 185, 1, 186, 1, 199, 1, 186, 1, 196, 1, 199, 1, 155, 51, 155, 1, 185, 1, 150, 51, 153, 51, 151, 51, 154, 51, 152, 51, 149, 51, 213, 1, 209, 1, 238, 1, 213, 1, 238, 1, 236, 1, 236, 1, 230, 1, 213, 1, 233, 1, 238, 1, 209, 1, 233, 1, 239, 1, 238, 1, 233, 1, 240, 1, 239, 1, 209, 1, 223, 1, 233, 1, 223, 1, 225, 1, 233, 1, 236, 1, 241, 1, 242, 1, 237, 1, 241, 1, 236, 1, 161, 51, 163, 51, 162, 51, 156, 51, 164, 51, 159, 51, 160, 51, 158, 51, 157, 51, 81, 2, 77, 2, 155, 2, 157, 2, 81, 2, 155, 2, 178, 2, 155, 2, 77, 2, 112, 2, 178, 2, 77, 2, 178, 2, 112, 2, 110, 2, 110, 2, 177, 2, 178, 2, 177, 2, 110, 2, 108, 2, 108, 2, 176, 2, 177, 2, 176, 2, 108, 2, 106, 2, 106, 2, 175, 2, 176, 2, 175, 2, 106, 2, 104, 2, 104, 2, 174, 2, 175, 2, 104, 2, 171, 2, 174, 2, 171, 2, 104, 2, 98, 2, 98, 2, 183, 2, 171, 2, 121, 2, 183, 2, 98, 2, 138, 2, 183, 2, 121, 2, 138, 2, 121, 2, 137, 2, 49, 2, 183, 2, 138, 2, 191, 2, 183, 2, 49, 2, 1, 2, 2, 2, 158, 2, 158, 2, 159, 2, 1, 2, 83, 2, 158, 2, 2, 2, 2, 2, 85, 2, 83, 2, 83, 2, 85, 2, 86, 2, 158, 2, 83, 2, 81, 2, 158, 2, 81, 2, 157, 2, 52, 2, 54, 2, 51, 2, 54, 2, 52, 2, 194, 2, 194, 2, 200, 2, 54, 2, 51, 2, 193, 2, 52, 2, 201, 2, 193, 2, 51, 2, 51, 2, 199, 2, 201, 2, 58, 2, 51, 2, 54, 2, 54, 2, 57, 2, 58, 2, 57, 2, 60, 2, 58, 2, 60, 2, 57, 2, 233, 2, 233, 2, 234, 2, 60, 2, 61, 2, 62, 2, 68, 2, 68, 2, 65, 2, 61, 2, 76, 2, 65, 2, 68, 2, 68, 2, 75, 2, 76, 2, 140, 2, 88, 2, 89, 2, 89, 2, 90, 2, 140, 2, 140, 2, 141, 2, 88, 2, 140, 2, 146, 2, 141, 2, 146, 2, 140, 2, 145, 2, 146, 2, 145, 2, 151, 2, 151, 2, 150, 2, 146, 2, 151, 2, 219, 2, 213, 2, 219, 2, 204, 2, 213, 2, 213, 2, 167, 2, 151, 2, 204, 2, 167, 2, 213, 2, 150, 2, 151, 2, 167, 2, 226, 2, 167, 2, 204, 2, 204, 2, 225, 2, 226, 2, 167, 2, 226, 2, 230, 2, 228, 2, 167, 2, 230, 2, 167, 2, 228, 2, 150, 2, 228, 2, 230, 2, 231, 2, 231, 2, 232, 2, 228, 2, 150, 2, 228, 2, 162, 2, 228, 2, 160, 2, 162, 2, 160, 2, 161, 2, 162, 2, 162, 2, 206, 2, 150, 2, 208, 2, 206, 2, 162, 2, 150, 2, 206, 2, 217, 2, 217, 2, 206, 2, 208, 2, 217, 2, 215, 2, 150, 2, 208, 2, 215, 2, 217, 2, 244, 2, 0, 3, 250, 2, 250, 2, 0, 3, 1, 3, 1, 3, 73, 3, 250, 2, 73, 3, 51, 3, 250, 2, 73, 3, 1, 3, 71, 3, 18, 3, 30, 3, 62, 3, 30, 3, 60, 3, 62, 3, 53, 3, 44, 3, 57, 3, 57, 3, 58, 3, 53, 3, 44, 3, 53, 3, 141, 3, 143, 3, 166, 51, 141, 3, 147, 3, 143, 3, 141, 3, 143, 3, 147, 3, 153, 3, 162, 3, 147, 3, 141, 3, 153, 3, 158, 3, 143, 3, 174, 3, 162, 3, 141, 3, 158, 3, 153, 3, 174, 3, 165, 3, 158, 3, 174, 3, 174, 3, 66, 3, 165, 3, 174, 3, 141, 3, 65, 3, 65, 3, 66, 3, 174, 3, 67, 3, 66, 3, 65, 3, 68, 3, 67, 3, 65, 3, 65, 3, 87, 3, 68, 3, 87, 3, 65, 3, 88, 3, 88, 3, 89, 3, 87, 3, 166, 3, 182, 3, 213, 3, 182, 3, 166, 3, 179, 3, 182, 3, 179, 3, 205, 3, 203, 3, 213, 3, 182, 3, 203, 3, 219, 3, 213, 3, 213, 3, 197, 3, 166, 3, 197, 3, 190, 3, 166, 3, 197, 3, 198, 3, 190, 3, 197, 3, 213, 3, 200, 3, 200, 3, 213, 3, 209, 3, 127, 4, 150, 4, 48, 4, 48, 4, 129, 4, 127, 4, 129, 4, 48, 4, 52, 4, 57, 4, 129, 4, 52, 4, 86, 4, 48, 4, 150, 4, 78, 4, 86, 4, 150, 4, 144, 4, 78, 4, 150, 4, 4, 4, 78, 4, 144, 4, 4, 4, 144, 4, 147, 4, 83, 4, 78, 4, 4, 4, 78, 4, 83, 4, 84, 4, 176, 51, 167, 51, 4, 4, 171, 51, 172, 51, 181, 51, 109, 4, 120, 4, 170, 4, 170, 4, 166, 4, 109, 4, 173, 4, 170, 4, 120, 4, 120, 4, 123, 4, 173, 4, 123, 4, 90, 4, 173, 4, 10, 4, 173, 4, 90, 4, 162, 4, 109, 4, 166, 4, 105, 4, 109, 4, 162, 4, 107, 4, 105, 4, 162, 4, 105, 4, 107, 4, 108, 4, 162, 4, 28, 4, 107, 4, 28, 4, 27, 4, 164, 4, 163, 4, 27, 4, 162, 4, 169, 51, 168, 51, 177, 51, 178, 51, 179, 51, 170, 51, 180, 51, 174, 51, 175, 51, 182, 51, 165, 4, 173, 51, 179, 4, 184, 4, 212, 5, 222, 5, 179, 4, 212, 5, 222, 5, 212, 5, 195, 5, 195, 5, 224, 5, 222, 5, 179, 4, 222, 5, 177, 4, 177, 4, 222, 5, 74, 5, 179, 4, 177, 4, 43, 5, 43, 5, 32, 5, 179, 4, 43, 5, 34, 5, 32, 5, 32, 5, 34, 5, 223, 4, 223, 4, 18, 5, 32, 5, 18, 5, 223, 4, 20, 5, 223, 4, 24, 5, 20, 5, 223, 4, 222, 4, 24, 5, 222, 4, 214, 4, 24, 5, 20, 5, 26, 5, 18, 5, 24, 5, 214, 4, 26, 5, 189, 4, 18, 5, 26, 5, 26, 5, 214, 4, 217, 4, 26, 5, 217, 4, 189, 4, 9, 5, 252, 4, 34, 5, 247, 4, 252, 4, 9, 5, 34, 5, 41, 5, 9, 5, 9, 5, 244, 4, 247, 4, 236, 4, 247, 4, 244, 4, 244, 4, 232, 4, 236, 4, 227, 4, 236, 4, 232, 4, 227, 4, 232, 4, 186, 4, 186, 4, 185, 4, 227, 4, 185, 4, 186, 4, 18, 6, 18, 6, 17, 6, 185, 4, 17, 6, 18, 6, 21, 6, 21, 6, 22, 6, 17, 6, 43, 5, 199, 4, 41, 5, 60, 5, 41, 5, 199, 4, 199, 4, 204, 4, 60, 5, 60, 5, 204, 4, 234, 4, 199, 4, 234, 4, 204, 4, 234, 4, 64, 5, 60, 5, 234, 4, 67, 5, 64, 5, 234, 4, 199, 4, 67, 5, 72, 5, 67, 5, 199, 4, 185, 51, 184, 51, 183, 51, 86, 5, 85, 5, 129, 5, 129, 5, 130, 5, 86, 5, 86, 5, 130, 5, 103, 5, 130, 5, 132, 5, 103, 5, 138, 5, 103, 5, 132, 5, 103, 5, 138, 5, 86, 5, 132, 5, 135, 5, 138, 5, 135, 5, 105, 5, 138, 5, 138, 5, 105, 5, 86, 5, 85, 5, 86, 5, 107, 5, 85, 5, 90, 5, 129, 5, 121, 5, 129, 5, 90, 5, 107, 5, 108, 5, 85, 5, 108, 5, 107, 5, 117, 5, 117, 5, 118, 5, 108, 5, 117, 5, 126, 5, 118, 5, 117, 5, 125, 5, 126, 5, 104, 8, 126, 5, 125, 5, 125, 5, 105, 8, 104, 8, 85, 5, 114, 5, 90, 5, 121, 5, 90, 5, 114, 5, 114, 5, 85, 5, 109, 5, 113, 5, 121, 5, 114, 5, 109, 5, 113, 5, 114, 5, 186, 51, 192, 51, 189, 51, 190, 51, 188, 51, 187, 51, 191, 51, 193, 51, 195, 51, 199, 51, 196, 51, 194, 51, 201, 51, 204, 51, 197, 51, 202, 51, 198, 51, 200, 51, 146, 5, 149, 5, 203, 51, 148, 5, 150, 5, 144, 5, 222, 51, 211, 51, 210, 51, 212, 51, 211, 51, 222, 51, 210, 51, 223, 51, 222, 51, 223, 51, 210, 51, 205, 51, 205, 51, 207, 51, 223, 51, 222, 51, 221, 51, 212, 51, 213, 51, 212, 51, 221, 51, 221, 51, 220, 51, 213, 51, 214, 51, 213, 51, 220, 51, 220, 51, 219, 51, 214, 51, 214, 51, 219, 51, 218, 51, 218, 51, 215, 51, 214, 51, 216, 51, 215, 51, 218, 51, 218, 51, 217, 51, 216, 51, 208, 51, 159, 5, 230, 5, 209, 51, 224, 51, 230, 5, 225, 51, 224, 51, 209, 51, 167, 5, 171, 5, 173, 5, 171, 5, 174, 5, 173, 5, 167, 5, 173, 5, 206, 51, 249, 5, 234, 5, 235, 5, 235, 5, 250, 5, 249, 5, 250, 5, 245, 5, 249, 5, 239, 5, 245, 5, 250, 5, 250, 5, 238, 5, 239, 5, 253, 5, 254, 5, 3, 6, 3, 6, 2, 6, 253, 5, 15, 6, 2, 6, 3, 6, 3, 6, 16, 6, 15, 6, 32, 6, 44, 6, 144, 6, 144, 6, 44, 6, 45, 6, 45, 6, 117, 6, 144, 6, 117, 6, 95, 6, 144, 6, 79, 6, 62, 6, 85, 6, 85, 6, 104, 6, 79, 6, 149, 6, 164, 6, 101, 6, 101, 6, 102, 6, 149, 6, 149, 6, 185, 6, 164, 6, 185, 6, 187, 6, 164, 6, 191, 6, 187, 6, 185, 6, 187, 6, 191, 6, 197, 6, 197, 6, 202, 6, 187, 6, 191, 6, 185, 6, 203, 6, 202, 6, 197, 6, 218, 6, 209, 6, 202, 6, 218, 6, 206, 6, 191, 6, 203, 6, 218, 6, 206, 6, 203, 6, 218, 6, 110, 6, 209, 6, 203, 6, 110, 6, 218, 6, 111, 6, 110, 6, 203, 6, 112, 6, 111, 6, 203, 6, 203, 6, 131, 6, 112, 6, 131, 6, 203, 6, 132, 6, 132, 6, 133, 6, 131, 6, 228, 51, 226, 51, 227, 51, 210, 6, 226, 6, 1, 7, 226, 6, 210, 6, 223, 6, 226, 6, 223, 6, 249, 6, 247, 6, 1, 7, 226, 6, 247, 6, 7, 7, 1, 7, 1, 7, 241, 6, 210, 6, 241, 6, 234, 6, 210, 6, 241, 6, 242, 6, 234, 6, 241, 6, 1, 7, 244, 6, 244, 6, 1, 7, 253, 6, 241, 51, 229, 51, 230, 51, 234, 51, 236, 51, 231, 51, 21, 7, 235, 51, 16, 7, 21, 7, 22, 7, 235, 51, 20, 7, 23, 7, 24, 7, 237, 51, 239, 51, 25, 7, 240, 51, 232, 51, 238, 51, 242, 51, 233, 51, 240, 51, 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202, 183, 101, 34, 171, 158, 182, 38, 203, 239, 158, 172, 252, 67, 141, 231, 208, 229, 60, 42, 40, 102, 245, 154, 189, 51, 75, 168, 240, 190, 247, 223, 238, 202, 130, 121, 1, 40, 130, 188, 207, 30, 129, 234, 253, 187, 229, 145, 112, 155, 136, 12, 225, 127, 169, 169, 170, 157, 210, 100, 175, 244, 163, 75, 235, 19, 216, 229, 170, 21, 176, 255, 200, 64, 102, 164, 204, 134, 178, 10, 235, 228, 11, 66, 215, 87, 205, 105, 94, 220, 57, 4, 166, 54, 196, 113, 102, 37, 91, 137, 195, 129, 210, 228, 21, 67, 75, 145, 85, 119, 178, 33, 65, 110, 77, 236, 144, 43, 184, 188, 84, 149, 208, 234, 199, 76, 232, 225, 43, 149, 16, 6, 254, 107, 224, 251, 17, 234, 211, 42, 224, 140, 234) +}, { +"aabb": AABB(-0.891561, 0.933643, -0.142992, 1.78312, 0.646347, 0.315387), +"attribute_data": PackedByteArray(143, 223, 195, 62, 193, 84, 63, 63, 44, 14, 199, 62, 58, 171, 61, 63, 173, 23, 203, 62, 58, 200, 63, 63, 169, 75, 198, 62, 66, 150, 65, 63, 11, 70, 85, 62, 156, 191, 137, 62, 73, 161, 76, 62, 238, 59, 134, 62, 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240, 33, 250, 33, 25, 33, 208, 30, 251, 33, 250, 33, 250, 33, 240, 33, 208, 30, 207, 30, 122, 33, 246, 33, 246, 33, 252, 33, 207, 30, 208, 30, 207, 30, 252, 33, 252, 33, 251, 33, 208, 30, 147, 30, 253, 33, 220, 30, 220, 30, 144, 30, 147, 30, 202, 30, 254, 33, 253, 33, 253, 33, 147, 30, 202, 30, 215, 31, 255, 33, 254, 33, 254, 33, 202, 30, 215, 31, 191, 33, 255, 33, 215, 31, 215, 31, 214, 31, 191, 33, 144, 30, 219, 30, 203, 33, 203, 33, 145, 30, 144, 30, 185, 33, 68, 30, 67, 30, 67, 30, 244, 33, 185, 33, 68, 30, 185, 33, 79, 31, 79, 31, 246, 31, 68, 30, 45, 33, 44, 33, 131, 33, 131, 33, 130, 33, 45, 33, 221, 31, 0, 34, 131, 33, 131, 33, 44, 33, 221, 31, 224, 31, 1, 34, 0, 34, 0, 34, 221, 31, 224, 31, 2, 34, 1, 34, 224, 31, 224, 31, 216, 33, 2, 34, 18, 30, 17, 30, 2, 34, 2, 34, 216, 33, 18, 30, 118, 33, 240, 29, 239, 29, 239, 29, 91, 31, 118, 33, 145, 33, 179, 32, 178, 32, 178, 32, 3, 34, 145, 33, 39, 31, 183, 33, 3, 34, 3, 34, 178, 32, 39, 31, 196, 32, 145, 33, 3, 34, 3, 34, 183, 33, 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82, 31, 82, 31, 15, 34, 14, 34, 16, 34, 17, 34, 108, 31, 108, 31, 107, 31, 16, 34, 18, 34, 16, 34, 107, 31, 6, 34, 18, 34, 107, 31, 107, 31, 97, 30, 6, 34, 19, 34, 20, 34, 129, 31, 129, 31, 128, 31, 19, 34, 21, 34, 141, 31, 144, 31, 144, 31, 22, 34, 21, 34, 23, 34, 24, 34, 213, 31, 213, 31, 212, 31, 23, 34, 25, 34, 26, 34, 219, 31, 219, 31, 218, 31, 25, 34, 23, 34, 212, 31, 7, 32, 7, 32, 27, 34, 23, 34, 28, 34, 29, 34, 21, 32, 21, 32, 20, 32, 28, 34, 30, 34, 31, 34, 76, 32, 76, 32, 75, 32, 30, 34, 32, 34, 33, 34, 92, 32, 91, 32, 34, 34, 32, 34, 32, 34, 92, 32, 91, 32, 35, 34, 36, 34, 110, 32, 110, 32, 112, 32, 35, 34, 37, 34, 141, 32, 140, 32, 140, 32, 38, 34, 37, 34, 21, 34, 39, 34, 190, 32, 190, 32, 141, 31, 21, 34, 40, 34, 237, 32, 236, 32, 236, 32, 41, 34, 40, 34, 42, 34, 43, 34, 242, 32, 242, 32, 241, 32, 42, 34, 44, 34, 246, 32, 247, 32, 247, 32, 45, 34, 44, 34, 46, 34, 47, 34, 26, 33, 26, 33, 25, 33, 46, 34, 48, 34, 63, 33, 62, 33, 62, 33, 49, 34, 48, 34, 49, 34, 62, 33, 129, 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PackedByteArray(0, 0, 142, 0, 2, 0, 253, 0, 142, 0, 0, 0, 0, 0, 2, 0, 153, 2, 0, 0, 76, 5, 253, 0, 153, 2, 76, 5, 0, 0, 253, 0, 76, 5, 168, 3, 17, 6, 76, 5, 153, 2, 168, 3, 76, 5, 17, 6, 108, 0, 153, 2, 2, 0, 18, 6, 17, 6, 153, 2, 17, 6, 18, 6, 142, 1, 153, 2, 46, 0, 18, 6, 18, 6, 56, 6, 142, 1, 56, 6, 18, 6, 46, 0, 92, 2, 46, 0, 153, 2, 153, 2, 108, 0, 92, 2, 237, 4, 56, 6, 46, 0, 237, 4, 142, 1, 56, 6, 48, 0, 46, 0, 92, 2, 48, 0, 49, 0, 46, 0, 92, 2, 217, 0, 48, 0, 217, 0, 49, 0, 48, 0, 49, 0, 91, 3, 46, 0, 91, 3, 49, 0, 217, 0, 89, 3, 46, 0, 91, 3, 46, 0, 89, 3, 237, 4, 217, 0, 92, 2, 91, 2, 91, 2, 92, 2, 108, 0, 91, 3, 217, 0, 89, 5, 91, 3, 70, 3, 89, 3, 89, 5, 70, 3, 91, 3, 83, 4, 237, 4, 89, 3, 67, 3, 70, 3, 89, 5, 89, 3, 70, 3, 69, 3, 69, 3, 70, 3, 67, 3, 83, 4, 89, 3, 48, 1, 69, 3, 48, 1, 89, 3, 83, 4, 141, 2, 237, 4, 48, 1, 47, 1, 83, 4, 141, 2, 83, 4, 47, 1, 47, 1, 48, 1, 57, 0, 57, 0, 48, 1, 69, 3, 57, 0, 60, 0, 47, 1, 47, 1, 60, 0, 156, 2, 156, 2, 141, 2, 47, 1, 157, 2, 60, 0, 57, 0, 156, 2, 60, 0, 157, 2, 69, 3, 189, 3, 57, 0, 181, 2, 156, 2, 157, 2, 141, 2, 156, 2, 181, 2, 57, 0, 189, 3, 67, 6, 57, 0, 67, 6, 157, 2, 190, 3, 189, 3, 69, 3, 189, 3, 190, 3, 67, 6, 69, 3, 43, 6, 190, 3, 69, 3, 229, 4, 43, 6, 191, 3, 190, 3, 43, 6, 191, 3, 43, 6, 2, 7, 2, 7, 43, 6, 229, 4, 159, 0, 191, 3, 2, 7, 2, 7, 229, 4, 159, 0, 67, 3, 229, 4, 69, 3, 191, 3, 159, 0, 17, 4, 17, 4, 190, 3, 191, 3, 190, 3, 17, 4, 109, 5, 109, 5, 67, 6, 190, 3, 159, 0, 162, 0, 17, 4, 159, 0, 229, 4, 161, 0, 161, 0, 162, 0, 159, 0, 185, 0, 161, 0, 229, 4, 67, 3, 185, 0, 229, 4, 211, 3, 162, 0, 161, 0, 211, 3, 161, 0, 185, 0, 17, 4, 162, 0, 30, 1, 30, 1, 109, 5, 17, 4, 155, 5, 162, 0, 211, 3, 30, 1, 162, 0, 155, 5, 185, 0, 186, 0, 211, 3, 186, 0, 185, 0, 67, 3, 212, 3, 211, 3, 186, 0, 212, 3, 155, 5, 211, 3, 67, 3, 52, 4, 186, 0, 212, 3, 186, 0, 52, 4, 89, 5, 52, 4, 67, 3, 134, 6, 212, 3, 52, 4, 89, 5, 91, 5, 52, 4, 91, 5, 89, 5, 217, 0, 97, 2, 52, 4, 91, 5, 52, 4, 97, 2, 134, 6, 217, 0, 216, 0, 91, 5, 217, 0, 91, 2, 216, 0, 91, 5, 88, 6, 97, 2, 88, 6, 91, 5, 216, 0, 216, 0, 80, 4, 88, 6, 80, 4, 216, 0, 91, 2, 59, 6, 97, 2, 88, 6, 88, 6, 80, 4, 92, 4, 88, 6, 92, 4, 59, 6, 97, 2, 59, 6, 130, 2, 130, 2, 134, 6, 97, 2, 131, 2, 130, 2, 59, 6, 130, 2, 26, 0, 134, 6, 130, 2, 131, 2, 26, 0, 59, 6, 160, 5, 131, 2, 160, 5, 59, 6, 92, 4, 26, 0, 131, 2, 47, 6, 158, 5, 131, 2, 160, 5, 158, 5, 47, 6, 131, 2, 160, 5, 4, 2, 158, 5, 26, 0, 47, 6, 24, 0, 134, 6, 26, 0, 166, 6, 166, 6, 26, 0, 24, 0, 166, 6, 154, 5, 134, 6, 212, 3, 134, 6, 154, 5, 154, 5, 155, 5, 212, 3, 24, 0, 93, 1, 166, 6, 166, 6, 190, 0, 154, 5, 190, 0, 166, 6, 93, 1, 93, 1, 24, 0, 94, 1, 94, 1, 24, 0, 47, 6, 190, 0, 93, 1, 94, 1, 154, 5, 213, 6, 155, 5, 213, 6, 154, 5, 190, 0, 198, 4, 155, 5, 213, 6, 30, 1, 155, 5, 198, 4, 124, 2, 30, 1, 198, 4, 30, 1, 124, 2, 109, 5, 213, 6, 105, 3, 198, 4, 124, 2, 198, 4, 105, 3, 190, 0, 48, 5, 213, 6, 213, 6, 137, 3, 105, 3, 137, 3, 213, 6, 48, 5, 137, 3, 134, 3, 105, 3, 105, 3, 134, 3, 124, 2, 137, 3, 48, 5, 138, 3, 48, 5, 190, 0, 133, 2, 133, 2, 138, 3, 48, 5, 94, 1, 133, 2, 190, 0, 132, 3, 137, 3, 138, 3, 137, 3, 132, 3, 134, 3, 138, 3, 139, 3, 132, 3, 132, 3, 133, 3, 134, 3, 133, 3, 132, 3, 139, 3, 139, 3, 138, 3, 40, 5, 110, 5, 134, 3, 133, 3, 134, 3, 110, 5, 34, 4, 34, 4, 124, 2, 134, 3, 133, 3, 111, 5, 110, 5, 110, 5, 111, 5, 39, 4, 34, 4, 110, 5, 39, 4, 126, 6, 111, 5, 133, 3, 139, 3, 125, 6, 133, 3, 133, 3, 125, 6, 126, 6, 125, 6, 139, 3, 41, 5, 40, 5, 41, 5, 139, 3, 41, 5, 49, 2, 125, 6, 126, 6, 125, 6, 49, 2, 182, 1, 41, 5, 40, 5, 111, 5, 126, 6, 111, 3, 111, 3, 39, 4, 111, 5, 49, 2, 50, 2, 126, 6, 18, 2, 49, 2, 41, 5, 18, 2, 50, 2, 49, 2, 41, 5, 182, 1, 18, 2, 126, 6, 50, 2, 211, 5, 211, 5, 111, 3, 126, 6, 50, 2, 18, 2, 212, 5, 212, 5, 211, 5, 50, 2, 211, 5, 80, 0, 111, 3, 39, 4, 111, 3, 80, 0, 211, 5, 212, 5, 210, 5, 211, 5, 210, 5, 41, 2, 80, 0, 211, 5, 41, 2, 16, 5, 210, 5, 212, 5, 41, 2, 210, 5, 16, 5, 13, 5, 212, 5, 18, 2, 212, 5, 13, 5, 16, 5, 18, 2, 20, 2, 13, 5, 80, 0, 81, 0, 39, 4, 80, 0, 41, 2, 98, 1, 41, 2, 136, 2, 98, 1, 136, 2, 41, 2, 16, 5, 98, 1, 77, 0, 80, 0, 81, 0, 80, 0, 77, 0, 77, 0, 98, 1, 99, 1, 136, 2, 99, 1, 98, 1, 77, 0, 78, 0, 81, 0, 78, 0, 77, 0, 100, 1, 99, 1, 100, 1, 77, 0, 81, 0, 78, 0, 126, 2, 91, 4, 78, 0, 100, 1, 78, 0, 91, 4, 126, 2, 181, 3, 100, 1, 99, 1, 100, 1, 181, 3, 91, 4, 99, 1, 138, 2, 181, 3, 21, 3, 181, 3, 138, 2, 91, 4, 181, 3, 21, 3, 137, 2, 138, 2, 99, 1, 99, 1, 136, 2, 137, 2, 138, 2, 137, 2, 168, 1, 168, 1, 21, 3, 138, 2, 178, 5, 137, 2, 136, 2, 137, 2, 178, 5, 229, 1, 229, 1, 168, 1, 137, 2, 136, 2, 47, 5, 178, 5, 178, 5, 47, 5, 229, 1, 136, 2, 14, 4, 47, 5, 16, 5, 14, 4, 136, 2, 47, 5, 14, 4, 13, 4, 16, 5, 15, 4, 14, 4, 13, 4, 14, 4, 15, 4, 16, 5, 14, 5, 15, 4, 14, 5, 16, 5, 13, 5, 14, 5, 13, 5, 20, 2, 15, 4, 14, 5, 28, 0, 20, 2, 1, 2, 14, 5, 15, 4, 31, 0, 13, 4, 28, 0, 31, 0, 15, 4, 13, 4, 31, 0, 135, 49, 14, 5, 183, 3, 28, 0, 183, 3, 14, 5, 1, 2, 30, 0, 31, 0, 28, 0, 135, 49, 31, 0, 30, 0, 135, 49, 136, 49, 13, 4, 30, 0, 106, 49, 135, 49, 196, 3, 13, 4, 136, 49, 13, 4, 196, 3, 47, 5, 136, 49, 133, 49, 196, 3, 196, 3, 199, 3, 47, 5, 133, 49, 199, 3, 196, 3, 229, 1, 47, 5, 199, 3, 199, 3, 133, 49, 160, 49, 30, 0, 54, 0, 106, 49, 28, 0, 54, 0, 30, 0, 54, 0, 28, 0, 183, 3, 54, 0, 104, 49, 106, 49, 182, 3, 54, 0, 183, 3, 54, 0, 182, 3, 104, 49, 1, 2, 182, 3, 183, 3, 134, 49, 104, 49, 182, 3, 243, 0, 182, 3, 1, 2, 182, 3, 243, 0, 134, 49, 1, 2, 2, 2, 243, 0, 2, 2, 1, 2, 20, 2, 134, 49, 243, 0, 86, 0, 86, 0, 129, 49, 134, 49, 87, 0, 243, 0, 2, 2, 87, 0, 86, 0, 243, 0, 20, 2, 19, 2, 2, 2, 18, 2, 19, 2, 20, 2, 2, 2, 88, 0, 87, 0, 88, 0, 2, 2, 19, 2, 19, 2, 18, 2, 182, 1, 19, 2, 181, 1, 88, 0, 182, 1, 181, 1, 19, 2, 87, 0, 88, 0, 85, 0, 85, 0, 86, 0, 87, 0, 88, 0, 181, 1, 180, 1, 182, 1, 180, 1, 181, 1, 180, 1, 85, 0, 88, 0, 180, 1, 182, 1, 112, 4, 40, 5, 112, 4, 182, 1, 85, 0, 180, 1, 117, 6, 112, 4, 117, 6, 180, 1, 16, 3, 86, 0, 85, 0, 129, 49, 86, 0, 16, 3, 16, 3, 128, 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253, 33, 254, 33, 202, 30, 254, 33, 253, 33, 254, 33, 83, 34, 82, 34, 254, 33, 202, 30, 215, 31, 127, 31, 215, 31, 202, 30, 83, 34, 254, 33, 255, 33, 215, 31, 255, 33, 254, 33, 255, 33, 84, 34, 83, 34, 60, 34, 84, 34, 255, 33, 214, 31, 215, 31, 127, 31, 255, 33, 191, 33, 60, 34, 191, 33, 255, 33, 215, 31, 215, 31, 214, 31, 191, 33, 60, 34, 191, 33, 213, 31, 213, 31, 191, 33, 214, 31, 214, 31, 190, 30, 213, 31, 212, 31, 213, 31, 190, 30, 117, 30, 190, 30, 214, 31, 190, 30, 189, 30, 212, 31, 190, 30, 117, 30, 120, 30, 120, 30, 189, 30, 190, 30, 119, 30, 120, 30, 117, 30, 7, 32, 212, 31, 189, 30, 120, 30, 119, 30, 253, 31, 133, 33, 253, 31, 119, 30, 253, 31, 133, 33, 202, 33, 253, 31, 254, 31, 120, 30, 189, 30, 120, 30, 254, 31, 202, 33, 191, 31, 253, 31, 254, 31, 253, 31, 191, 31, 254, 31, 6, 32, 189, 30, 189, 30, 6, 32, 7, 32, 6, 32, 254, 31, 191, 31, 191, 31, 202, 33, 227, 33, 7, 32, 6, 32, 236, 33, 236, 33, 235, 33, 7, 32, 141, 32, 235, 33, 236, 33, 6, 32, 142, 32, 236, 33, 236, 33, 142, 32, 141, 32, 191, 31, 142, 32, 6, 32, 140, 32, 141, 32, 142, 32, 227, 33, 192, 31, 191, 31, 142, 32, 143, 32, 140, 32, 220, 33, 140, 32, 143, 32, 142, 32, 191, 31, 193, 31, 192, 31, 193, 31, 191, 31, 193, 31, 143, 32, 142, 32, 150, 32, 192, 31, 227, 33, 227, 33, 151, 32, 150, 32, 222, 30, 193, 31, 192, 31, 192, 31, 150, 32, 222, 30, 150, 32, 151, 32, 148, 32, 143, 32, 225, 30, 220, 33, 225, 30, 143, 32, 193, 31, 193, 31, 222, 30, 225, 30, 248, 33, 220, 33, 225, 30, 148, 32, 149, 32, 150, 32, 248, 33, 77, 34, 64, 34, 76, 34, 77, 34, 248, 33, 149, 32, 148, 32, 128, 33, 128, 33, 99, 33, 149, 32, 99, 33, 128, 33, 209, 30, 149, 32, 99, 33, 166, 31, 57, 54, 209, 30, 205, 54, 209, 30, 57, 54, 133, 56, 166, 31, 223, 30, 149, 32, 150, 32, 149, 32, 223, 30, 223, 30, 166, 31, 165, 31, 223, 30, 222, 30, 150, 32, 165, 31, 224, 30, 223, 30, 222, 30, 223, 30, 224, 30, 248, 33, 224, 30, 165, 31, 224, 30, 225, 30, 222, 30, 225, 30, 224, 30, 248, 33, 104, 30, 163, 54, 148, 30, 163, 54, 104, 30, 41, 56, 135, 33, 148, 30, 163, 54, 217, 56, 163, 54, 40, 56, 163, 54, 217, 56, 158, 56, 162, 54, 158, 56, 234, 55, 104, 30, 148, 30, 111, 32, 111, 32, 103, 30, 104, 30, 112, 32, 111, 32, 148, 30, 111, 32, 112, 32, 110, 32, 110, 32, 93, 30, 111, 32, 93, 30, 110, 32, 174, 56, 110, 32, 112, 32, 35, 34, 35, 34, 36, 34, 110, 32, 35, 34, 112, 32, 135, 33, 135, 33, 51, 34, 35, 34, 51, 34, 135, 33, 229, 33, 229, 33, 67, 34, 51, 34, 65, 34, 67, 34, 229, 33, 229, 33, 222, 33, 65, 34, 197, 32, 222, 33, 229, 33, 222, 33, 197, 32, 76, 32, 77, 32, 76, 32, 197, 32, 197, 32, 198, 32, 77, 32, 198, 32, 197, 32, 150, 30, 189, 32, 77, 32, 198, 32, 198, 32, 205, 31, 189, 32, 205, 31, 198, 32, 104, 30, 202, 54, 203, 54, 100, 54, 79, 54, 100, 54, 59, 54, 202, 54, 79, 54, 77, 54, 77, 54, 148, 56, 202, 54, 202, 54, 148, 56, 231, 56, 231, 56, 235, 56, 202, 54, 247, 54, 248, 54, 249, 54, 248, 54, 247, 54, 247, 55, 116, 56, 247, 55, 247, 54, 247, 54, 127, 54, 116, 56, 249, 54, 250, 54, 247, 54, 247, 54, 250, 54, 128, 54, 128, 54, 250, 54, 145, 54, 124, 56, 146, 54, 145, 54, 146, 54, 124, 56, 122, 56, 122, 56, 89, 55, 146, 54, 91, 55, 89, 55, 122, 56, 225, 55, 133, 54, 222, 55, 129, 55, 199, 30, 32, 56, 61, 56, 32, 56, 196, 54, 59, 56, 60, 56, 188, 31, 188, 31, 37, 32, 59, 56, 131, 31, 37, 32, 188, 31, 176, 56, 179, 56, 192, 54, 188, 56, 190, 56, 46, 55, 197, 30, 31, 31, 33, 31, 31, 31, 197, 30, 226, 33, 226, 33, 60, 32, 31, 31, 136, 56, 34, 56, 3, 55, 4, 55, 115, 55, 137, 56, 90, 32, 187, 33, 37, 30, 98, 55, 135, 56, 80, 55, 116, 55, 154, 55, 238, 54, 120, 54, 238, 54, 154, 55, 154, 55, 122, 54, 120, 54, 238, 54, 138, 56, 117, 55, 74, 54, 75, 54, 241, 56, 25, 57, 241, 56, 75, 54, 244, 56, 85, 54, 48, 55, 85, 54, 244, 56, 5, 57, 49, 55, 245, 56, 244, 56, 249, 56, 248, 56, 66, 55, 250, 56, 251, 56, 81, 55, 81, 55, 251, 56, 11, 57, 1, 57, 2, 57, 219, 55, 108, 56, 49, 34, 8, 57, 10, 57, 108, 56, 82, 55, 12, 57, 155, 56, 154, 56, 236, 56, 28, 57, 12, 57, 29, 57, 28, 57, 236, 56, 236, 56, 237, 56, 29, 57, 30, 57, 29, 57, 237, 56, 242, 56, 30, 57, 240, 56, 109, 56, 9, 57, 243, 56, 204, 56, 17, 57, 15, 57, 21, 57, 226, 56, 201, 56, 202, 56, 16, 57, 22, 57, 192, 56, 230, 56, 24, 57, 246, 56, 50, 55, 227, 56, 228, 56, 23, 57, 247, 56, 238, 56, 239, 56, 31, 57, 63, 56, 223, 56, 224, 56), 0.0223896, PackedByteArray(4, 0, 5, 0, 6, 0, 4, 0, 150, 1, 5, 0, 5, 0, 150, 1, 6, 0, 32, 2, 150, 1, 4, 0, 6, 0, 37, 1, 4, 0, 32, 2, 4, 0, 37, 1, 37, 1, 6, 0, 126, 4, 126, 4, 147, 3, 37, 1, 203, 2, 126, 4, 6, 0, 126, 4, 203, 2, 149, 4, 149, 4, 147, 3, 126, 4, 203, 2, 6, 0, 193, 3, 6, 0, 150, 1, 193, 3, 149, 4, 203, 2, 188, 6, 193, 3, 188, 6, 203, 2, 188, 6, 101, 1, 149, 4, 188, 6, 193, 3, 194, 6, 101, 1, 188, 6, 101, 0, 188, 6, 194, 6, 101, 0, 149, 4, 101, 1, 102, 1, 101, 0, 102, 1, 101, 1, 102, 1, 237, 2, 149, 4, 149, 4, 237, 2, 147, 3, 89, 1, 37, 1, 147, 3, 37, 1, 89, 1, 32, 2, 89, 1, 147, 3, 94, 2, 147, 3, 242, 0, 94, 2, 242, 0, 147, 3, 237, 2, 43, 2, 89, 1, 94, 2, 94, 2, 242, 0, 175, 6, 43, 2, 94, 2, 175, 6, 242, 0, 18, 0, 175, 6, 175, 6, 67, 4, 43, 2, 67, 4, 175, 6, 18, 0, 128, 0, 89, 1, 43, 2, 43, 2, 67, 4, 128, 0, 28, 3, 32, 2, 89, 1, 28, 3, 89, 1, 128, 0, 242, 0, 237, 2, 31, 1, 18, 0, 242, 0, 31, 1, 31, 1, 237, 2, 197, 5, 197, 5, 237, 2, 199, 5, 197, 5, 207, 0, 31, 1, 31, 1, 207, 0, 18, 0, 237, 2, 102, 1, 199, 5, 178, 2, 199, 5, 102, 1, 18, 0, 207, 0, 204, 6, 178, 2, 102, 1, 177, 2, 204, 6, 157, 5, 18, 0, 18, 0, 157, 5, 67, 4, 204, 6, 66, 4, 157, 5, 66, 4, 67, 4, 157, 5, 66, 4, 204, 6, 204, 0, 38, 0, 177, 2, 102, 1, 67, 4, 66, 4, 215, 0, 66, 4, 204, 0, 215, 0, 38, 0, 102, 1, 101, 0, 67, 4, 215, 0, 212, 1, 177, 2, 38, 0, 160, 3, 177, 2, 160, 3, 157, 3, 160, 3, 237, 6, 157, 3, 237, 6, 160, 3, 233, 6, 67, 4, 212, 1, 156, 4, 233, 6, 160, 3, 205, 1, 38, 0, 206, 1, 160, 3, 205, 1, 160, 3, 206, 1, 205, 1, 16, 2, 233, 6, 206, 1, 16, 2, 205, 1, 233, 6, 165, 43, 197, 43, 165, 43, 233, 6, 16, 2, 181, 43, 165, 43, 16, 2, 16, 2, 5, 4, 181, 43, 187, 43, 181, 43, 5, 4, 206, 1, 6, 4, 16, 2, 6, 4, 5, 4, 16, 2, 206, 1, 38, 0, 128, 2, 101, 0, 128, 2, 38, 0, 6, 4, 206, 1, 115, 3, 206, 1, 128, 2, 115, 3, 5, 4, 6, 4, 31, 6, 115, 3, 31, 6, 6, 4, 5, 4, 78, 3, 187, 43, 31, 6, 78, 3, 5, 4, 187, 43, 78, 3, 96, 4, 96, 4, 178, 43, 187, 43, 78, 3, 31, 6, 86, 2, 96, 4, 78, 3, 86, 2, 194, 43, 178, 43, 96, 4, 31, 6, 115, 3, 60, 1, 115, 3, 128, 2, 60, 1, 247, 2, 86, 2, 31, 6, 31, 6, 60, 1, 247, 2, 96, 4, 86, 2, 157, 4, 157, 4, 86, 2, 247, 2, 96, 4, 66, 5, 194, 43, 66, 5, 96, 4, 157, 4, 190, 43, 194, 43, 66, 5, 66, 5, 50, 5, 190, 43, 157, 4, 50, 5, 66, 5, 182, 43, 190, 43, 50, 5, 50, 5, 49, 4, 182, 43, 49, 4, 174, 43, 182, 43, 71, 3, 49, 4, 50, 5, 157, 4, 71, 3, 50, 5, 49, 4, 71, 3, 9, 7, 54, 6, 9, 7, 71, 3, 71, 3, 157, 4, 54, 6, 9, 7, 54, 6, 33, 6, 246, 2, 54, 6, 157, 4, 157, 4, 247, 2, 246, 2, 33, 6, 54, 6, 177, 5, 33, 6, 177, 5, 104, 6, 54, 6, 246, 2, 84, 3, 84, 3, 177, 5, 54, 6, 247, 2, 244, 4, 246, 2, 244, 4, 84, 3, 246, 2, 244, 4, 247, 2, 60, 1, 175, 5, 104, 6, 177, 5, 84, 3, 175, 5, 177, 5, 175, 5, 103, 6, 104, 6, 175, 5, 84, 3, 93, 6, 103, 6, 175, 5, 71, 1, 93, 6, 71, 1, 175, 5, 71, 1, 70, 1, 103, 6, 72, 1, 70, 1, 71, 1, 71, 1, 159, 6, 72, 1, 71, 1, 93, 6, 159, 6, 65, 3, 72, 1, 159, 6, 64, 3, 72, 1, 65, 3, 65, 3, 20, 7, 64, 3, 20, 7, 65, 3, 129, 4, 159, 6, 202, 2, 65, 3, 126, 3, 129, 4, 65, 3, 65, 3, 202, 2, 126, 3, 159, 6, 199, 2, 202, 2, 126, 3, 202, 2, 199, 2, 46, 3, 199, 2, 159, 6, 126, 3, 84, 5, 129, 4, 84, 5, 85, 5, 129, 4, 253, 3, 85, 5, 84, 5, 84, 5, 126, 3, 109, 1, 126, 3, 199, 2, 109, 1, 249, 3, 253, 3, 84, 5, 109, 1, 249, 3, 84, 5, 159, 6, 98, 6, 46, 3, 98, 6, 159, 6, 93, 6, 48, 3, 199, 2, 46, 3, 46, 3, 98, 6, 48, 3, 109, 1, 199, 2, 247, 3, 199, 2, 48, 3, 247, 3, 247, 3, 215, 1, 109, 1, 215, 1, 249, 3, 109, 1, 247, 3, 48, 3, 40, 2, 150, 1, 48, 3, 98, 6, 40, 2, 48, 3, 150, 1, 94, 5, 150, 1, 98, 6, 93, 6, 94, 5, 98, 6, 40, 2, 150, 1, 32, 2, 94, 5, 193, 3, 150, 1, 247, 3, 40, 2, 249, 5, 249, 5, 40, 2, 32, 2, 249, 5, 215, 1, 247, 3, 32, 2, 28, 3, 249, 5, 193, 3, 94, 5, 108, 5, 93, 6, 108, 5, 94, 5, 108, 5, 93, 6, 84, 3, 108, 5, 194, 6, 193, 3, 84, 3, 132, 6, 108, 5, 194, 6, 108, 5, 132, 6, 132, 6, 84, 3, 244, 4, 104, 5, 132, 6, 244, 4, 132, 6, 104, 5, 194, 6, 244, 4, 60, 1, 104, 5, 104, 5, 102, 0, 194, 6, 102, 0, 104, 5, 60, 1, 101, 0, 194, 6, 102, 0, 60, 1, 128, 2, 102, 0, 101, 0, 102, 0, 128, 2, 172, 4, 249, 5, 28, 3, 249, 5, 172, 4, 215, 1, 28, 3, 70, 6, 172, 4, 28, 3, 146, 0, 70, 6, 172, 4, 70, 6, 114, 5, 114, 5, 70, 6, 146, 0, 114, 5, 215, 1, 172, 4, 146, 0, 28, 3, 128, 0, 112, 5, 114, 5, 146, 0, 146, 0, 128, 0, 112, 5, 215, 1, 114, 5, 87, 1, 114, 5, 112, 5, 87, 1, 215, 1, 87, 1, 8, 0, 8, 0, 249, 3, 215, 1, 8, 0, 87, 1, 202, 1, 249, 3, 8, 0, 19, 6, 8, 0, 202, 1, 19, 6, 19, 6, 174, 6, 249, 3, 224, 4, 249, 3, 174, 6, 253, 3, 249, 3, 224, 4, 253, 3, 224, 4, 225, 4, 45, 7, 225, 4, 224, 4, 224, 4, 44, 7, 45, 7, 201, 43, 44, 7, 224, 4, 224, 4, 174, 6, 201, 43, 48, 7, 201, 43, 174, 6, 173, 6, 174, 6, 19, 6, 174, 6, 173, 6, 48, 7, 173, 6, 19, 6, 202, 1, 48, 7, 173, 6, 143, 4, 42, 3, 173, 6, 202, 1, 173, 6, 42, 3, 143, 4, 48, 7, 143, 4, 168, 4, 168, 4, 51, 7, 48, 7, 51, 7, 168, 4, 52, 7, 180, 3, 168, 4, 143, 4, 42, 3, 180, 3, 143, 4, 52, 7, 168, 4, 227, 1, 53, 7, 52, 7, 227, 1, 52, 3, 53, 7, 227, 1, 115, 4, 227, 1, 168, 4, 168, 4, 180, 3, 115, 4, 227, 1, 198, 1, 52, 3, 227, 1, 115, 4, 198, 1, 82, 3, 115, 4, 180, 3, 82, 3, 198, 1, 115, 4, 180, 3, 42, 3, 0, 3, 180, 3, 0, 3, 82, 3, 42, 3, 51, 1, 0, 3, 198, 1, 82, 3, 51, 3, 51, 3, 52, 3, 198, 1, 42, 3, 35, 1, 51, 1, 35, 1, 42, 3, 202, 1, 0, 3, 51, 1, 11, 2, 35, 1, 11, 2, 51, 1, 130, 1, 82, 3, 0, 3, 11, 2, 130, 1, 0, 3, 255, 6, 51, 3, 82, 3, 82, 3, 130, 1, 255, 6, 51, 3, 200, 4, 52, 3, 200, 4, 51, 3, 255, 6, 179, 43, 52, 3, 200, 4, 130, 1, 11, 2, 151, 2, 130, 0, 255, 6, 130, 1, 130, 1, 151, 2, 130, 0, 130, 0, 151, 2, 255, 6, 11, 2, 119, 2, 151, 2, 35, 1, 119, 2, 11, 2, 25, 7, 255, 6, 151, 2, 255, 6, 25, 7, 97, 3, 25, 7, 151, 2, 158, 6, 119, 2, 158, 6, 151, 2, 199, 43, 25, 7, 158, 6, 198, 43, 199, 43, 158, 6, 97, 3, 96, 3, 255, 6, 158, 6, 7, 7, 198, 43, 119, 2, 7, 7, 158, 6, 21, 7, 198, 43, 7, 7, 96, 3, 167, 2, 255, 6, 200, 4, 255, 6, 167, 2, 208, 4, 96, 3, 97, 3, 96, 3, 208, 4, 167, 2, 97, 3, 200, 43, 208, 4, 200, 4, 167, 2, 117, 4, 179, 43, 200, 4, 117, 4, 208, 4, 14, 1, 167, 2, 117, 4, 167, 2, 14, 1, 200, 43, 122, 6, 208, 4, 14, 1, 208, 4, 122, 6, 122, 6, 200, 43, 151, 43, 179, 43, 117, 4, 184, 3, 14, 1, 184, 3, 117, 4, 184, 3, 31, 4, 179, 43, 151, 43, 33, 0, 122, 6, 184, 3, 14, 1, 186, 3, 33, 0, 151, 43, 0, 7, 31, 4, 184, 3, 25, 4, 186, 3, 25, 4, 184, 3, 209, 6, 31, 4, 25, 4, 122, 6, 22, 6, 14, 1, 22, 6, 122, 6, 33, 0, 14, 1, 22, 6, 186, 3, 133, 1, 22, 6, 33, 0, 22, 6, 133, 1, 186, 3, 133, 1, 33, 0, 0, 7, 25, 4, 125, 5, 209, 6, 186, 3, 133, 1, 3, 3, 25, 4, 186, 3, 74, 4, 186, 3, 3, 3, 74, 4, 74, 4, 125, 5, 25, 4, 133, 1, 245, 0, 3, 3, 245, 0, 74, 4, 3, 3, 133, 1, 0, 7, 245, 0, 125, 5, 127, 5, 209, 6, 75, 4, 125, 5, 74, 4, 74, 4, 245, 0, 222, 1, 222, 1, 75, 4, 74, 4, 125, 5, 75, 4, 238, 0, 238, 0, 75, 4, 222, 1, 127, 5, 125, 5, 106, 2, 238, 0, 106, 2, 125, 5, 106, 2, 250, 1, 127, 5, 127, 5, 250, 1, 252, 1, 151, 0, 252, 1, 250, 1, 250, 1, 106, 2, 139, 2, 106, 2, 238, 0, 201, 3, 201, 3, 139, 2, 106, 2, 250, 1, 139, 2, 1, 1, 201, 3, 1, 1, 139, 2, 151, 0, 250, 1, 185, 1, 185, 1, 250, 1, 1, 1, 185, 1, 1, 1, 201, 3, 185, 1, 84, 6, 151, 0, 130, 3, 201, 3, 238, 0, 222, 1, 130, 3, 238, 0, 201, 3, 58, 5, 185, 1, 58, 5, 201, 3, 130, 3, 84, 6, 185, 1, 78, 1, 78, 1, 106, 4, 84, 6, 185, 1, 58, 5, 54, 1, 185, 1, 54, 1, 78, 1, 225, 5, 58, 5, 130, 3, 225, 5, 54, 1, 58, 5, 130, 3, 222, 1, 10, 3, 245, 0, 10, 3, 222, 1, 78, 1, 18, 7, 106, 4, 18, 7, 46, 7, 106, 4, 78, 1, 54, 1, 80, 1, 80, 1, 18, 7, 78, 1, 80, 1, 54, 1, 142, 3, 142, 3, 54, 1, 225, 5, 21, 1, 18, 7, 80, 1, 18, 7, 21, 1, 226, 6, 142, 3, 140, 3, 80, 1, 142, 3, 11, 1, 140, 3, 225, 5, 11, 1, 142, 3, 130, 5, 80, 1, 140, 3, 130, 5, 21, 1, 80, 1, 11, 1, 206, 6, 140, 3, 140, 3, 206, 6, 130, 5, 21, 1, 5, 7, 226, 6, 98, 0, 5, 7, 21, 1, 21, 1, 130, 5, 61, 3, 61, 3, 98, 0, 21, 1, 63, 3, 5, 7, 98, 0, 98, 0, 61, 3, 63, 3, 238, 5, 5, 7, 63, 3, 238, 5, 238, 3, 5, 7, 234, 1, 238, 3, 238, 5, 238, 3, 234, 1, 202, 0, 63, 3, 50, 0, 238, 5, 61, 3, 232, 4, 63, 3, 50, 0, 63, 3, 232, 4, 234, 1, 238, 5, 52, 0, 238, 5, 50, 0, 52, 0, 202, 0, 234, 1, 179, 6, 239, 6, 202, 0, 179, 6, 52, 0, 155, 3, 234, 1, 50, 0, 155, 3, 52, 0, 179, 6, 234, 1, 236, 6, 234, 1, 155, 3, 236, 6, 89, 0, 239, 6, 179, 6, 179, 6, 236, 6, 89, 0, 11, 7, 239, 6, 89, 0, 89, 0, 224, 5, 11, 7, 155, 3, 50, 0, 27, 3, 91, 0, 224, 5, 89, 0, 223, 5, 224, 5, 91, 0, 236, 6, 155, 3, 12, 6, 27, 3, 12, 6, 155, 3, 89, 0, 236, 6, 124, 6, 12, 6, 124, 6, 236, 6, 91, 0, 89, 0, 91, 4, 91, 4, 89, 0, 124, 6, 126, 2, 124, 6, 12, 6, 124, 6, 126, 2, 91, 4, 27, 3, 126, 2, 12, 6, 126, 2, 78, 0, 91, 4, 223, 5, 91, 0, 159, 4, 159, 4, 238, 6, 223, 5, 238, 6, 159, 4, 252, 6, 12, 7, 238, 6, 252, 6, 252, 6, 192, 4, 12, 7, 192, 4, 252, 6, 159, 4, 38, 5, 12, 7, 192, 4, 21, 3, 159, 4, 91, 0, 21, 3, 91, 0, 91, 4, 192, 4, 159, 4, 21, 3, 80, 0, 21, 3, 91, 4, 80, 0, 91, 4, 78, 0, 192, 4, 21, 3, 99, 1, 21, 3, 80, 0, 99, 1, 192, 4, 228, 1, 38, 5, 191, 1, 38, 5, 228, 1, 99, 1, 136, 2, 192, 4, 228, 1, 164, 43, 191, 1, 161, 43, 191, 1, 164, 43, 164, 43, 185, 43, 161, 43, 170, 43, 185, 43, 164, 43, 164, 43, 199, 3, 170, 43, 199, 3, 164, 43, 228, 1, 172, 43, 170, 43, 199, 3, 192, 4, 47, 5, 228, 1, 228, 1, 47, 5, 199, 3, 47, 5, 192, 4, 136, 2, 199, 3, 31, 0, 172, 43, 31, 0, 199, 3, 47, 5, 172, 43, 31, 0, 30, 0, 30, 0, 152, 43, 172, 43, 47, 5, 14, 4, 31, 0, 14, 4, 47, 5, 136, 2, 30, 0, 31, 0, 28, 0, 28, 0, 31, 0, 14, 4, 30, 0, 54, 0, 152, 43, 28, 0, 54, 0, 30, 0, 171, 43, 152, 43, 54, 0, 41, 2, 14, 4, 136, 2, 41, 2, 136, 2, 99, 1, 14, 4, 14, 5, 28, 0, 41, 2, 14, 5, 14, 4, 1, 2, 54, 0, 28, 0, 28, 0, 14, 5, 1, 2, 80, 0, 41, 2, 99, 1, 14, 5, 41, 2, 20, 2, 20, 2, 1, 2, 14, 5, 80, 0, 212, 5, 41, 2, 212, 5, 20, 2, 41, 2, 243, 0, 54, 0, 1, 2, 54, 0, 243, 0, 171, 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30, 1, 30, 162, 32, 42, 32, 101, 30, 162, 32, 42, 32, 136, 30, 209, 31, 1, 30, 101, 30, 100, 30, 100, 30, 61, 33, 1, 30, 209, 31, 138, 33, 168, 31, 61, 33, 100, 30, 217, 30, 61, 33, 217, 30, 129, 31, 101, 30, 102, 30, 100, 30, 100, 30, 216, 30, 217, 30, 102, 30, 216, 30, 100, 30, 217, 30, 128, 31, 129, 31, 128, 31, 217, 30, 216, 30, 129, 31, 128, 31, 19, 34, 78, 34, 19, 34, 128, 31, 128, 31, 249, 33, 78, 34, 216, 30, 249, 33, 128, 31, 68, 34, 78, 34, 249, 33, 249, 33, 230, 33, 68, 34, 132, 33, 68, 34, 230, 33, 130, 33, 230, 33, 249, 33, 230, 33, 130, 33, 132, 33, 249, 33, 216, 30, 130, 33, 131, 33, 132, 33, 130, 33, 136, 33, 130, 33, 216, 30, 216, 30, 102, 30, 136, 33, 130, 33, 136, 33, 45, 33, 131, 33, 130, 33, 45, 33, 13, 33, 136, 33, 102, 30, 102, 30, 101, 30, 13, 33, 44, 33, 45, 33, 136, 33, 45, 33, 44, 33, 131, 33, 13, 33, 44, 33, 136, 33, 42, 32, 13, 33, 101, 30, 131, 33, 44, 33, 221, 31, 221, 31, 44, 33, 13, 33, 221, 31, 0, 34, 131, 33, 50, 34, 131, 33, 0, 34, 0, 34, 221, 31, 224, 31, 2, 34, 0, 34, 224, 31, 13, 33, 223, 31, 221, 31, 223, 31, 224, 31, 221, 31, 13, 33, 42, 32, 211, 31, 223, 31, 13, 33, 211, 31, 209, 31, 211, 31, 42, 32, 216, 33, 224, 31, 223, 31, 224, 31, 216, 33, 2, 34, 181, 31, 223, 31, 211, 31, 216, 33, 223, 31, 181, 31, 179, 31, 211, 31, 209, 31, 211, 31, 179, 31, 181, 31, 209, 31, 56, 32, 179, 31, 181, 47, 209, 31, 179, 47, 181, 47, 179, 47, 151, 48, 56, 32, 57, 32, 179, 31, 57, 32, 181, 31, 179, 31, 57, 32, 56, 32, 248, 31, 18, 30, 216, 33, 181, 31, 181, 31, 57, 32, 18, 30, 2, 34, 216, 33, 18, 30, 18, 30, 17, 30, 2, 34, 2, 34, 17, 30, 5, 34, 4, 34, 5, 34, 17, 30, 17, 30, 18, 30, 46, 32, 57, 32, 46, 32, 18, 30, 46, 32, 77, 31, 17, 30, 72, 34, 4, 34, 77, 31, 13, 34, 72, 34, 77, 31, 46, 32, 57, 32, 78, 31, 46, 32, 78, 31, 77, 31, 57, 32, 247, 31, 78, 31, 78, 31, 247, 31, 246, 31, 246, 31, 20, 48, 78, 31, 12, 34, 13, 34, 77, 31, 77, 31, 78, 31, 79, 31, 77, 31, 80, 31, 12, 34, 79, 31, 80, 31, 77, 31, 80, 31, 79, 31, 185, 33, 59, 34, 12, 34, 80, 31, 80, 31, 186, 33, 59, 34, 71, 34, 59, 34, 186, 33, 122, 47, 124, 47, 213, 47, 124, 47, 243, 48, 213, 47, 213, 47, 243, 48, 49, 49, 213, 47, 215, 47, 109, 47, 214, 47, 125, 47, 123, 47, 126, 47, 128, 47, 129, 47, 129, 47, 130, 47, 126, 47, 190, 48, 130, 47, 129, 47, 185, 48, 126, 47, 130, 47, 130, 47, 190, 48, 185, 48, 6, 48, 185, 48, 190, 48, 6, 48, 190, 48, 16, 49, 128, 47, 126, 47, 236, 48, 236, 48, 174, 47, 128, 47, 172, 47, 174, 47, 236, 48, 236, 48, 241, 47, 172, 47, 98, 32, 241, 47, 236, 48, 236, 48, 156, 48, 98, 32, 36, 49, 98, 32, 156, 48, 98, 32, 36, 49, 237, 48, 237, 48, 238, 47, 98, 32, 8, 31, 98, 32, 238, 47, 237, 48, 163, 47, 238, 47, 13, 48, 238, 47, 163, 47, 163, 47, 162, 47, 13, 48, 14, 48, 13, 48, 162, 47, 162, 47, 192, 47, 14, 48, 192, 47, 162, 47, 191, 47, 204, 48, 14, 48, 192, 47, 14, 48, 204, 48, 191, 48, 204, 48, 192, 47, 149, 48, 149, 48, 207, 48, 204, 48, 192, 47, 191, 47, 150, 48, 150, 48, 149, 48, 192, 47, 150, 48, 191, 47, 219, 48, 206, 47, 219, 48, 191, 47, 219, 48, 194, 48, 150, 48, 149, 48, 150, 48, 34, 49, 34, 49, 194, 48, 201, 48, 34, 49, 201, 48, 142, 48, 207, 48, 149, 48, 124, 33, 124, 33, 34, 49, 143, 48, 124, 33, 197, 48, 207, 48, 124, 33, 143, 48, 64, 48, 197, 48, 124, 33, 65, 48, 65, 48, 92, 48, 197, 48, 91, 48, 92, 48, 65, 48, 65, 48, 0, 32, 91, 48, 65, 48, 64, 48, 0, 32, 41, 30, 0, 32, 64, 48, 209, 33, 124, 33, 160, 32, 15, 33, 209, 33, 161, 32, 186, 31, 187, 31, 124, 33, 186, 31, 43, 30, 41, 30, 43, 30, 44, 30, 41, 30, 145, 32, 43, 30, 186, 31, 247, 30, 44, 30, 43, 30, 247, 30, 43, 30, 145, 32, 44, 30, 247, 30, 152, 32, 152, 32, 233, 33, 44, 30, 112, 33, 233, 33, 152, 32, 144, 32, 145, 32, 186, 31, 186, 31, 146, 32, 144, 32, 144, 32, 146, 32, 209, 33, 145, 32, 133, 30, 247, 30, 133, 30, 145, 32, 144, 32, 152, 32, 247, 30, 133, 30, 152, 32, 243, 31, 112, 33, 111, 33, 112, 33, 243, 31, 133, 30, 249, 30, 152, 32, 243, 31, 152, 32, 249, 30, 11, 32, 133, 30, 144, 32, 249, 30, 133, 30, 11, 32, 144, 32, 34, 33, 11, 32, 34, 33, 15, 33, 11, 32, 11, 32, 15, 33, 66, 33, 243, 31, 29, 31, 111, 33, 66, 33, 176, 31, 11, 32, 169, 32, 111, 33, 29, 31, 176, 31, 66, 33, 192, 30, 29, 31, 170, 32, 169, 32, 196, 48, 169, 32, 170, 32, 170, 32, 131, 48, 196, 48, 131, 48, 170, 32, 118, 32, 118, 32, 171, 48, 131, 48, 171, 48, 118, 32, 161, 48, 118, 32, 170, 32, 191, 32, 191, 32, 170, 32, 29, 31, 29, 31, 28, 31, 191, 32, 248, 30, 28, 31, 29, 31, 29, 31, 243, 31, 248, 30, 173, 31, 28, 31, 248, 30, 249, 30, 248, 30, 243, 31, 248, 30, 250, 30, 173, 31, 249, 30, 250, 30, 248, 30, 172, 31, 173, 31, 250, 30, 82, 30, 173, 31, 172, 31, 171, 31, 250, 30, 249, 30, 249, 30, 10, 32, 171, 31, 36, 33, 171, 31, 10, 32, 11, 32, 10, 32, 249, 30, 10, 32, 174, 31, 36, 33, 11, 32, 174, 31, 10, 32, 55, 33, 36, 33, 174, 31, 174, 31, 177, 31, 55, 33, 174, 31, 11, 32, 176, 31, 176, 31, 177, 31, 174, 31, 177, 31, 176, 31, 149, 33, 149, 33, 48, 33, 177, 31, 149, 33, 176, 31, 191, 30, 192, 30, 191, 30, 176, 31, 191, 30, 192, 30, 159, 30, 191, 30, 193, 30, 149, 33, 159, 30, 193, 30, 191, 30, 48, 33, 149, 33, 193, 30, 193, 30, 159, 30, 86, 30, 193, 30, 89, 30, 48, 33, 86, 30, 89, 30, 193, 30, 61, 31, 48, 33, 89, 30, 88, 30, 89, 30, 86, 30, 89, 30, 88, 30, 61, 31, 86, 30, 87, 30, 88, 30, 88, 30, 87, 30, 100, 33, 88, 30, 62, 31, 61, 31, 100, 33, 62, 31, 88, 30, 60, 31, 61, 31, 62, 31, 62, 31, 100, 33, 218, 33, 218, 33, 63, 31, 62, 31, 64, 30, 63, 31, 218, 33, 218, 33, 184, 32, 64, 30, 184, 32, 98, 33, 29, 30, 29, 30, 185, 32, 184, 32, 65, 30, 64, 30, 184, 32, 184, 32, 185, 32, 65, 30, 184, 48, 185, 32, 126, 47, 127, 47, 250, 32, 184, 48, 63, 30, 64, 30, 65, 30, 12, 48, 64, 30, 63, 30, 63, 30, 9, 48, 12, 48, 11, 48, 12, 48, 9, 48, 9, 48, 63, 30, 247, 47, 10, 48, 9, 48, 247, 47, 247, 47, 63, 30, 147, 47, 147, 47, 255, 47, 194, 47, 247, 47, 210, 48, 10, 48, 205, 48, 10, 48, 210, 48, 63, 48, 205, 48, 210, 48, 210, 48, 211, 48, 63, 48, 140, 48, 210, 48, 247, 47, 210, 48, 140, 48, 211, 48, 254, 47, 232, 48, 255, 47, 79, 32, 108, 30, 232, 48, 108, 30, 79, 32, 225, 33, 225, 33, 228, 33, 170, 47, 232, 48, 36, 31, 115, 48, 246, 47, 115, 48, 254, 47, 246, 47, 114, 47, 245, 47, 36, 31, 251, 29, 246, 47, 251, 29, 254, 47, 35, 31, 34, 31, 35, 31, 36, 31, 36, 31, 37, 31, 34, 31, 35, 31, 254, 29, 251, 29, 66, 30, 34, 31, 37, 31, 146, 47, 66, 30, 63, 30, 146, 47, 157, 48, 195, 47, 66, 30, 166, 30, 24, 31, 235, 31, 24, 31, 166, 30, 166, 30, 121, 48, 80, 48, 166, 30, 37, 31, 101, 32, 99, 32, 235, 31, 101, 32, 90, 33, 101, 32, 37, 31, 101, 32, 90, 33, 108, 30, 170, 47, 99, 32, 101, 32, 40, 49, 169, 47, 170, 47, 120, 48, 170, 47, 169, 47, 169, 47, 254, 48, 120, 48, 254, 48, 189, 47, 120, 48, 190, 47, 120, 48, 189, 47, 189, 47, 155, 30, 190, 47, 190, 47, 155, 30, 32, 49, 79, 48, 120, 48, 190, 47, 29, 49, 190, 47, 32, 49, 79, 48, 190, 47, 81, 48, 81, 48, 190, 47, 29, 49, 81, 48, 247, 47, 79, 48, 247, 47, 81, 48, 140, 48, 29, 49, 140, 48, 81, 48, 140, 48, 29, 49, 44, 49, 35, 30, 140, 48, 44, 49, 35, 30, 211, 48, 140, 48, 44, 49, 36, 30, 35, 30, 211, 48, 35, 30, 61, 48, 202, 48, 211, 48, 61, 48, 61, 48, 60, 48, 202, 48, 229, 47, 60, 48, 61, 48, 160, 47, 157, 47, 61, 48, 61, 48, 239, 31, 160, 47, 33, 30, 61, 48, 35, 30, 61, 48, 33, 30, 82, 48, 35, 30, 131, 47, 33, 30, 246, 32, 239, 31, 33, 30, 83, 30, 239, 31, 246, 32, 246, 32, 84, 30, 83, 30, 33, 30, 247, 32, 246, 32, 247, 32, 33, 30, 36, 30, 45, 34, 247, 32, 36, 30, 247, 32, 45, 34, 44, 34, 44, 34, 246, 32, 247, 32, 237, 33, 246, 32, 44, 34, 44, 34, 74, 34, 237, 33, 247, 33, 237, 33, 74, 34, 74, 34, 75, 34, 247, 33, 82, 30, 84, 30, 3, 31, 3, 31, 2, 31, 82, 30, 249, 47, 173, 31, 2, 31, 62, 48, 158, 47, 2, 31, 76, 30, 2, 31, 3, 31, 3, 31, 77, 30, 76, 30, 75, 30, 76, 30, 77, 30, 191, 32, 2, 31, 76, 30, 76, 30, 75, 30, 167, 33, 167, 33, 191, 32, 76, 30, 191, 32, 167, 33, 207, 32, 140, 47, 171, 48, 27, 49, 137, 48, 171, 48, 140, 47, 27, 49, 171, 48, 8, 49, 195, 48, 132, 48, 137, 48, 153, 47, 237, 47, 140, 47, 7, 49, 151, 47, 27, 49, 152, 47, 27, 49, 151, 47, 141, 47, 27, 49, 152, 47, 141, 47, 236, 47, 161, 47, 156, 47, 159, 47, 161, 47, 161, 47, 238, 33, 141, 47, 238, 33, 161, 47, 246, 32, 141, 47, 238, 33, 136, 48, 41, 49, 136, 48, 238, 33, 183, 48, 41, 49, 43, 49, 133, 48, 172, 48, 136, 48, 136, 48, 124, 32, 19, 33, 124, 32, 136, 48, 237, 33, 59, 30, 60, 30, 61, 30, 61, 30, 62, 30, 59, 30, 60, 30, 59, 30, 3, 48, 232, 32, 61, 30, 60, 30, 61, 30, 232, 32, 90, 31, 3, 48, 231, 32, 60, 30, 60, 30, 231, 32, 232, 32, 232, 32, 123, 31, 90, 31, 232, 32, 231, 32, 110, 31, 123, 31, 232, 32, 75, 31, 110, 31, 75, 31, 232, 32, 75, 31, 110, 31, 163, 33, 181, 33, 163, 33, 110, 31, 163, 33, 181, 33, 4, 33, 31, 30, 163, 33, 4, 33, 31, 30, 128, 32, 202, 31, 31, 30, 30, 30, 128, 32, 128, 32, 30, 30, 112, 30, 112, 30, 111, 30, 128, 32, 111, 30, 112, 30, 109, 30, 111, 30, 109, 30, 7, 31, 181, 33, 8, 48, 7, 48, 8, 48, 181, 33, 35, 48, 35, 48, 176, 48, 8, 48, 34, 48, 35, 48, 181, 33, 35, 48, 34, 48, 179, 48, 179, 48, 3, 48, 35, 48, 177, 48, 35, 48, 3, 48, 49, 31, 230, 48, 177, 48, 230, 48, 49, 31, 143, 47, 254, 29, 171, 30, 172, 30, 172, 30, 251, 29, 254, 29, 172, 30, 171, 30, 176, 30, 115, 31, 176, 30, 171, 30, 172, 30, 252, 29, 251, 29, 20, 31, 251, 29, 252, 29, 172, 30, 173, 32, 252, 29, 201, 47, 147, 48, 109, 48, 182, 47, 109, 48, 147, 48, 182, 47, 242, 48, 109, 48, 202, 47, 109, 48, 242, 48, 109, 48, 202, 47, 201, 47, 202, 47, 242, 48, 110, 48, 201, 47, 202, 47, 253, 48, 253, 48, 97, 48, 201, 47, 24, 48, 201, 47, 97, 48, 253, 48, 198, 47, 97, 48, 36, 48, 97, 48, 198, 47, 36, 48, 198, 47, 200, 47, 200, 47, 37, 48, 36, 48, 36, 48, 37, 48, 38, 48, 38, 48, 37, 48, 35, 49, 196, 47, 35, 49, 37, 48, 196, 47, 115, 47, 35, 49, 35, 49, 115, 47, 253, 47, 253, 47, 96, 48, 35, 49, 96, 48, 253, 47, 252, 47, 252, 47, 167, 30, 96, 48, 167, 30, 252, 47, 147, 47, 147, 47, 146, 47, 167, 30, 169, 30, 96, 48, 167, 30, 169, 30, 167, 30, 65, 30, 169, 30, 185, 32, 248, 32, 169, 30, 248, 32, 57, 31, 248, 32, 250, 32, 57, 31, 169, 30, 57, 31, 140, 31, 58, 31, 140, 31, 57, 31, 45, 48, 58, 31, 178, 48, 140, 31, 138, 31, 169, 30, 24, 32, 169, 30, 138, 31, 138, 31, 212, 33, 24, 32, 212, 33, 138, 31, 211, 33, 138, 31, 140, 31, 230, 32, 230, 32, 211, 33, 138, 31, 212, 33, 211, 33, 116, 31, 230, 32, 116, 31, 211, 33, 229, 32, 230, 32, 140, 31, 230, 32, 229, 32, 85, 33, 29, 32, 114, 31, 116, 31, 85, 33, 115, 33, 230, 32, 230, 32, 115, 33, 116, 31, 115, 33, 85, 33, 71, 32, 220, 32, 116, 31, 115, 33, 71, 32, 77, 33, 115, 33, 115, 33, 77, 33, 220, 32, 13, 49, 105, 47, 230, 47, 78, 48, 230, 47, 224, 47, 70, 48, 158, 48, 149, 47, 70, 48, 209, 47, 158, 48, 168, 47, 149, 47, 158, 48, 149, 47, 168, 47, 167, 47, 168, 47, 188, 47, 166, 47, 127, 48, 166, 47, 187, 47, 188, 47, 248, 48, 128, 48, 248, 48, 188, 47, 166, 48, 9, 49, 2, 49, 181, 48, 6, 49, 11, 49, 207, 47, 20, 49, 21, 49, 22, 48, 238, 48, 52, 48, 162, 48, 178, 47, 216, 48, 229, 48, 229, 48, 15, 48, 178, 47, 235, 47, 160, 48, 248, 47, 42, 49, 50, 49, 138, 48, 121, 47, 19, 48, 57, 49, 60, 49, 222, 47, 220, 47, 132, 47, 63, 49, 61, 49, 67, 49, 66, 49, 32, 48, 68, 49, 69, 49, 42, 48, 42, 48, 69, 49, 84, 49, 83, 49, 217, 48, 42, 48, 75, 49, 76, 49, 117, 48, 85, 49, 247, 48, 246, 48, 53, 49, 99, 49, 85, 49, 100, 49, 99, 49, 53, 49, 101, 49, 100, 49, 53, 49, 58, 49, 101, 49, 56, 49, 54, 49, 55, 49, 101, 49, 218, 48, 82, 49, 59, 49, 61, 34, 206, 33, 207, 33, 33, 49, 89, 49, 87, 49, 93, 49, 45, 49, 30, 49, 31, 49, 88, 49, 94, 49, 23, 49, 243, 33, 96, 49, 64, 49, 133, 47, 46, 49, 47, 49, 95, 49, 65, 49, 51, 49, 58, 48, 97, 49, 91, 49, 97, 49, 58, 48, 134, 47, 62, 49, 79, 49), 0.0316766, PackedByteArray(97, 36, 0, 3, 152, 36, 97, 36, 152, 36, 154, 36, 0, 3, 119, 2, 152, 36, 152, 36, 119, 2, 153, 36, 0, 3, 97, 36, 143, 4, 156, 36, 143, 4, 97, 36, 116, 36, 156, 36, 97, 36, 143, 4, 156, 36, 155, 36, 155, 36, 0, 3, 143, 4, 119, 2, 15, 3, 153, 36, 0, 3, 15, 3, 119, 2, 15, 3, 139, 4, 153, 36, 115, 36, 153, 36, 139, 4, 0, 3, 128, 0, 15, 3, 239, 1, 0, 3, 155, 36, 239, 1, 128, 0, 0, 3, 225, 4, 155, 36, 45, 7, 225, 4, 239, 1, 155, 36, 85, 5, 239, 1, 225, 4, 139, 4, 15, 3, 119, 4, 128, 0, 119, 4, 15, 3, 119, 4, 93, 36, 139, 4, 93, 36, 115, 36, 139, 4, 106, 36, 239, 1, 85, 5, 129, 4, 106, 36, 85, 5, 92, 36, 106, 36, 129, 4, 40, 2, 239, 1, 106, 36, 128, 0, 239, 1, 40, 2, 92, 36, 143, 36, 106, 36, 106, 36, 143, 36, 40, 2, 134, 36, 143, 36, 92, 36, 117, 36, 115, 36, 93, 36, 105, 36, 115, 36, 117, 36, 117, 36, 132, 36, 87, 36, 105, 36, 117, 36, 86, 36, 149, 36, 105, 36, 86, 36, 86, 36, 117, 36, 122, 4, 88, 36, 122, 4, 117, 36, 88, 36, 133, 36, 122, 4, 8, 2, 122, 4, 133, 36, 122, 4, 153, 1, 86, 36, 8, 2, 153, 1, 122, 4, 104, 36, 8, 2, 133, 36, 104, 36, 153, 1, 8, 2, 104, 36, 133, 36, 22, 0, 153, 1, 90, 36, 86, 36, 90, 36, 149, 36, 86, 36, 153, 1, 104, 36, 27, 2, 90, 36, 122, 36, 149, 36, 154, 36, 149, 36, 122, 36, 154, 36, 122, 36, 98, 36, 122, 36, 90, 36, 222, 1, 153, 1, 221, 4, 90, 36, 221, 4, 222, 1, 90, 36, 221, 4, 153, 1, 27, 2, 222, 1, 221, 4, 91, 36, 91, 36, 122, 36, 222, 1, 27, 2, 91, 36, 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151, 26, 100, 24, 151, 26, 32, 24, 29, 24, 100, 24, 62, 23, 81, 24, 81, 24, 62, 23, 102, 27, 81, 24, 255, 23, 100, 24, 81, 24, 49, 24, 255, 23, 102, 27, 88, 24, 81, 24, 49, 24, 58, 38, 51, 38, 58, 38, 62, 38, 61, 24, 102, 27, 131, 21, 88, 24, 117, 22, 88, 24, 131, 21, 233, 24, 88, 24, 117, 22, 25, 27, 131, 21, 235, 25, 123, 22, 131, 21, 25, 27, 123, 22, 117, 22, 131, 21, 123, 22, 25, 27, 192, 22, 123, 22, 192, 22, 203, 22, 117, 22, 123, 22, 203, 22, 203, 22, 233, 24, 117, 22, 203, 22, 199, 26, 233, 24, 108, 27, 233, 24, 199, 26, 233, 24, 108, 27, 39, 23, 73, 22, 39, 23, 108, 27, 61, 38, 233, 24, 39, 23, 61, 38, 39, 23, 55, 38, 55, 38, 39, 23, 60, 24, 39, 23, 65, 24, 60, 24, 12, 23, 65, 24, 39, 23, 12, 23, 39, 23, 38, 38, 73, 22, 189, 26, 12, 23, 189, 26, 24, 26, 12, 23, 12, 23, 24, 26, 14, 26, 24, 26, 189, 26, 232, 21, 14, 26, 24, 26, 232, 21, 70, 38, 67, 38, 34, 38, 31, 38, 35, 38, 70, 38, 48, 38, 49, 38, 54, 38, 60, 38, 52, 38, 56, 38, 68, 38, 45, 38, 47, 38, 36, 38, 32, 38, 65, 38, 66, 38, 64, 38, 63, 38, 59, 38, 57, 38, 53, 38, 117, 38, 92, 38, 91, 38, 92, 38, 138, 38, 141, 38, 91, 38, 92, 38, 140, 38, 92, 38, 117, 38, 72, 38, 117, 38, 113, 38, 72, 38, 117, 38, 91, 38, 116, 38, 92, 38, 72, 38, 95, 38, 144, 38, 137, 38, 95, 38, 116, 38, 91, 38, 122, 38, 121, 38, 122, 38, 126, 38, 75, 38, 122, 38, 91, 38, 91, 38, 97, 38, 75, 38, 143, 38, 146, 38, 91, 38, 139, 38, 142, 38, 91, 38, 81, 38, 76, 38, 97, 38, 97, 38, 88, 38, 81, 38, 88, 38, 104, 38, 81, 38, 107, 38, 81, 38, 104, 38, 107, 38, 84, 38, 81, 38, 155, 38, 84, 38, 107, 38, 95, 38, 72, 38, 74, 38, 74, 38, 72, 38, 115, 38, 115, 38, 118, 38, 74, 38, 74, 38, 118, 38, 119, 38, 74, 38, 120, 38, 95, 38, 100, 38, 95, 38, 120, 38, 127, 38, 100, 38, 120, 38, 100, 38, 127, 38, 128, 38, 128, 38, 79, 38, 100, 38, 102, 38, 100, 38, 79, 38, 164, 27, 195, 27, 158, 27, 106, 38, 145, 38, 158, 27, 238, 27, 195, 27, 164, 27, 238, 27, 234, 27, 195, 27, 195, 27, 234, 27, 233, 27, 232, 27, 195, 27, 233, 27, 82, 38, 110, 38, 111, 38, 82, 38, 225, 27, 110, 38, 78, 38, 82, 38, 111, 38, 111, 38, 125, 38, 78, 38, 225, 27, 86, 38, 224, 27, 224, 27, 151, 27, 223, 27, 112, 38, 114, 38, 73, 38, 214, 27, 215, 27, 128, 27, 124, 38, 123, 38, 77, 38, 83, 38, 85, 38, 132, 38, 89, 38, 133, 38, 135, 38, 133, 38, 152, 27, 163, 27, 235, 27, 236, 27, 163, 27, 163, 27, 156, 27, 235, 27, 90, 38, 135, 38, 105, 38, 135, 38, 242, 27, 105, 38, 242, 27, 243, 27, 105, 38, 244, 27, 105, 38, 243, 27, 244, 27, 108, 38, 105, 38, 136, 38, 229, 27, 93, 38, 94, 38, 96, 38, 136, 38, 151, 38, 150, 38, 101, 38, 151, 38, 101, 38, 103, 38, 151, 38, 103, 38, 152, 38, 154, 38, 130, 38, 131, 38, 131, 38, 87, 38, 154, 38, 148, 38, 98, 38, 147, 38, 134, 38, 99, 38, 149, 38, 156, 38, 80, 38, 129, 38, 153, 38, 157, 38, 109, 38, 165, 38, 167, 38, 161, 38, 200, 38, 167, 38, 199, 38, 200, 38, 202, 38, 175, 38, 161, 38, 167, 38, 160, 38, 160, 38, 159, 38, 161, 38, 160, 38, 175, 38, 171, 38, 171, 38, 159, 38, 160, 38, 171, 38, 162, 38, 159, 38, 160, 38, 169, 38, 176, 38, 182, 38, 171, 38, 191, 38, 197, 38, 167, 38, 185, 38, 181, 38, 185, 38, 165, 38, 185, 38, 25, 28, 165, 38, 85, 28, 48, 28, 25, 28, 185, 38, 183, 38, 194, 38, 158, 38, 184, 38, 168, 38, 172, 38, 180, 38, 163, 38, 166, 38, 164, 38, 96, 28, 126, 28, 128, 28, 96, 28, 177, 38, 170, 38, 201, 38, 192, 38, 173, 38, 188, 38, 178, 38, 190, 38, 188, 38, 178, 38, 203, 38, 190, 38, 195, 38, 186, 38, 193, 38, 187, 38, 196, 38, 198, 38, 189, 38, 174, 38, 179, 38, 147, 28, 140, 28, 146, 28, 146, 28, 140, 28, 144, 28, 146, 28, 151, 28, 147, 28, 146, 28, 144, 28, 169, 28, 146, 28, 154, 28, 151, 28, 146, 28, 169, 28, 162, 28, 146, 28, 157, 28, 154, 28, 146, 28, 162, 28, 157, 28, 177, 28, 181, 28, 185, 28, 185, 28, 186, 28, 177, 28, 193, 28, 181, 28, 177, 28, 181, 28, 193, 28, 197, 28, 206, 38, 205, 38, 207, 38, 208, 38, 204, 38, 209, 38, 233, 28, 10, 29, 232, 28, 10, 29, 8, 29, 232, 28, 244, 28, 8, 29, 10, 29, 251, 28, 244, 28, 10, 29, 233, 28, 232, 28, 237, 28, 232, 28, 240, 28, 237, 28, 237, 28, 242, 28, 233, 28, 211, 38, 212, 38, 210, 38, 31, 29, 35, 29, 29, 29, 35, 29, 38, 29, 29, 29, 31, 29, 29, 29, 56, 29, 56, 29, 57, 29, 31, 29, 56, 29, 41, 29, 57, 29, 41, 29, 50, 29, 57, 29, 213, 38, 215, 38, 214, 38, 216, 38, 218, 38, 217, 38, 87, 29, 223, 38, 221, 38, 223, 38, 225, 38, 222, 38, 223, 38, 147, 29, 225, 38, 147, 29, 223, 38, 89, 29, 147, 29, 229, 38, 228, 38, 142, 29, 147, 29, 89, 29, 231, 38, 148, 29, 147, 29, 147, 29, 224, 38, 231, 38, 232, 38, 231, 38, 224, 38, 89, 29, 219, 38, 224, 38, 219, 38, 220, 38, 224, 38, 95, 29, 142, 29, 93, 29, 78, 29, 93, 29, 142, 29, 151, 29, 152, 29, 142, 29, 152, 29, 150, 29, 142, 29, 133, 29, 98, 29, 86, 29, 86, 29, 84, 29, 133, 29, 84, 29, 144, 29, 133, 29, 81, 29, 144, 29, 84, 29, 143, 29, 133, 29, 144, 29, 133, 29, 143, 29, 153, 29, 227, 38, 226, 38, 230, 38, 163, 29, 161, 29, 158, 29, 221, 29, 163, 29, 158, 29, 220, 29, 163, 29, 221, 29, 163, 29, 220, 29, 174, 29, 230, 29, 174, 29, 220, 29, 174, 29, 175, 29, 163, 29, 164, 29, 169, 29, 235, 38, 236, 38, 235, 38, 169, 29, 222, 29, 236, 38, 223, 29, 224, 29, 223, 29, 236, 38, 169, 29, 224, 29, 236, 38, 237, 38, 224, 29, 169, 29, 224, 29, 237, 38, 225, 29, 166, 29, 237, 38, 169, 29, 233, 38, 237, 38, 166, 29, 233, 38, 234, 38, 240, 38, 172, 29, 173, 29, 170, 29, 229, 29, 170, 29, 173, 29, 170, 29, 229, 29, 155, 29, 173, 29, 228, 29, 229, 29, 229, 29, 226, 29, 154, 29, 238, 38, 241, 38, 239, 38, 189, 37, 170, 37, 175, 37, 246, 38, 26, 39, 245, 38, 245, 38, 26, 39, 14, 39, 14, 39, 34, 39, 89, 39, 34, 39, 14, 39, 247, 38, 247, 38, 54, 39, 34, 39, 34, 39, 91, 39, 89, 39, 23, 39, 247, 38, 21, 39, 252, 38, 89, 39, 91, 39, 252, 38, 91, 39, 37, 39, 56, 39, 91, 39, 73, 39, 56, 39, 73, 39, 13, 39, 77, 39, 56, 39, 13, 39, 73, 39, 75, 39, 13, 39, 75, 39, 73, 39, 78, 39, 13, 39, 241, 29, 77, 39, 241, 29, 13, 39, 124, 31, 77, 39, 241, 29, 255, 38, 29, 39, 77, 39, 255, 38, 255, 38, 241, 29, 45, 39, 31, 30, 111, 30, 124, 31, 124, 31, 161, 30, 232, 32, 4, 33, 31, 30, 232, 32, 126, 33, 29, 39, 179, 32, 179, 32, 151, 31, 126, 33, 151, 31, 186, 30, 93, 33, 126, 33, 115, 31, 230, 32, 24, 32, 230, 32, 115, 31, 24, 32, 79, 39, 74, 39, 65, 30, 184, 32, 24, 32, 71, 31, 126, 33, 73, 32, 73, 32, 253, 32, 71, 31, 46, 30, 234, 29, 71, 31, 63, 31, 184, 32, 0, 39, 248, 38, 0, 39, 53, 39, 48, 33, 5, 31, 63, 31, 5, 31, 48, 33, 80, 39, 48, 33, 159, 30, 6, 33, 159, 30, 48, 33, 191, 30, 191, 30, 34, 33, 159, 30, 191, 30, 44, 30, 34, 33, 34, 33, 44, 30, 49, 39, 191, 30, 48, 33, 249, 30, 249, 30, 44, 30, 191, 30, 249, 30, 48, 33, 172, 31, 44, 30, 249, 30, 233, 33, 249, 30, 191, 32, 233, 33, 172, 31, 191, 32, 249, 30, 233, 33, 191, 32, 169, 32, 196, 33, 169, 32, 191, 32, 60, 39, 65, 39, 196, 33, 2, 39, 60, 39, 99, 39, 70, 39, 172, 31, 2, 39, 84, 30, 172, 31, 46, 39, 84, 30, 15, 34, 14, 34, 84, 30, 14, 34, 45, 34, 84, 30, 45, 34, 44, 34, 124, 32, 84, 30, 128, 39, 44, 34, 74, 34, 124, 32, 74, 34, 75, 34, 124, 32, 46, 39, 6, 39, 94, 39, 94, 39, 11, 39, 46, 39, 155, 30, 46, 39, 11, 39, 46, 39, 155, 30, 100, 39, 235, 31, 100, 39, 70, 34, 0, 39, 25, 39, 46, 39, 28, 39, 0, 39, 46, 39, 46, 39, 44, 39, 28, 39, 82, 39, 28, 39, 44, 39, 47, 39, 25, 39, 5, 39, 24, 39, 57, 39, 25, 39, 68, 39, 28, 39, 20, 39, 68, 39, 29, 30, 78, 39, 53, 39, 68, 39, 78, 39, 78, 39, 253, 38, 254, 38, 254, 38, 253, 38, 68, 39, 68, 39, 7, 39, 254, 38, 20, 39, 7, 39, 68, 39, 254, 38, 35, 39, 75, 39, 39, 39, 7, 39, 20, 39, 39, 39, 20, 39, 80, 39, 80, 39, 42, 39, 39, 39, 7, 39, 39, 39, 40, 33, 35, 39, 7, 39, 40, 33, 40, 33, 18, 39, 35, 39, 36, 39, 18, 39, 244, 38, 249, 38, 9, 39, 40, 33, 83, 39, 80, 39, 12, 39, 81, 39, 83, 39, 12, 39, 83, 39, 81, 39, 50, 39, 83, 39, 40, 39, 80, 39, 83, 39, 51, 39, 40, 39, 51, 39, 83, 39, 49, 39, 51, 39, 103, 39, 40, 39, 244, 33, 40, 39, 103, 39, 144, 39, 133, 39, 244, 33, 113, 39, 244, 33, 133, 39, 109, 39, 113, 39, 108, 39, 40, 33, 161, 31, 2, 30, 42, 32, 161, 31, 168, 31, 42, 32, 2, 30, 161, 31, 42, 32, 136, 33, 2, 30, 42, 32, 50, 34, 136, 33, 78, 31, 50, 34, 42, 32, 50, 34, 132, 33, 136, 33, 78, 34, 136, 33, 132, 33, 136, 33, 78, 34, 2, 30, 50, 34, 78, 31, 87, 34, 78, 31, 5, 34, 87, 34, 78, 31, 12, 34, 5, 34, 87, 34, 85, 34, 132, 39, 87, 34, 86, 34, 85, 34, 20, 34, 78, 34, 19, 34, 49, 34, 48, 34, 20, 34, 78, 34, 7, 34, 2, 30, 7, 34, 147, 39, 48, 34, 127, 30, 2, 30, 7, 34, 13, 34, 72, 34, 12, 34, 72, 34, 4, 34, 12, 34, 7, 34, 106, 31, 127, 30, 6, 34, 106, 31, 7, 34, 115, 39, 33, 39, 6, 34, 6, 34, 18, 34, 16, 34, 106, 31, 16, 34, 17, 34, 17, 34, 8, 30, 106, 31, 106, 31, 8, 30, 127, 30, 127, 30, 8, 30, 40, 33, 40, 33, 8, 30, 233, 30, 142, 31, 233, 30, 8, 30, 8, 30, 63, 34, 142, 31, 22, 34, 142, 31, 63, 34, 142, 31, 22, 34, 21, 34, 39, 34, 142, 31, 21, 34, 54, 34, 142, 31, 39, 34, 158, 33, 142, 31, 54, 34, 233, 30, 142, 31, 158, 33, 54, 34, 55, 34, 158, 33, 55, 34, 41, 34, 158, 33, 158, 33, 41, 34, 40, 34, 40, 34, 58, 34, 158, 33, 158, 33, 81, 33, 233, 30, 241, 29, 233, 30, 81, 33, 158, 33, 58, 34, 28, 30, 28, 30, 81, 33, 158, 33, 58, 34, 42, 34, 28, 30, 42, 34, 43, 34, 28, 30, 43, 34, 28, 34, 28, 30, 28, 34, 29, 34, 28, 30, 28, 30, 29, 34, 30, 34, 31, 34, 28, 30, 30, 34, 28, 30, 31, 34, 81, 33, 81, 33, 31, 34, 65, 34, 241, 29, 81, 33, 204, 31, 81, 33, 65, 34, 148, 30, 65, 34, 67, 34, 148, 30, 148, 30, 67, 34, 51, 34, 148, 30, 51, 34, 35, 34, 81, 33, 211, 30, 204, 31, 211, 30, 148, 30, 36, 34, 151, 39, 211, 30, 125, 39, 124, 39, 36, 34, 10, 39, 16, 39, 86, 39, 10, 39, 57, 34, 36, 34, 56, 34, 80, 34, 36, 34, 57, 34, 81, 34, 80, 34, 57, 34, 57, 34, 73, 34, 81, 34, 80, 34, 79, 34, 211, 30, 79, 34, 217, 31, 211, 30, 149, 32, 211, 30, 217, 31, 149, 32, 217, 31, 77, 34, 77, 34, 217, 31, 66, 34, 217, 31, 26, 34, 66, 34, 25, 34, 26, 34, 217, 31, 150, 39, 25, 34, 217, 31, 120, 39, 150, 39, 129, 39, 129, 39, 130, 39, 120, 39, 77, 34, 141, 32, 149, 32, 64, 34, 141, 32, 77, 34, 149, 32, 141, 32, 190, 30, 190, 30, 101, 33, 149, 32, 190, 30, 141, 32, 27, 34, 69, 34, 27, 34, 141, 32, 27, 34, 24, 34, 190, 30, 24, 34, 254, 33, 190, 30, 254, 33, 101, 33, 190, 30, 60, 34, 254, 33, 24, 34, 101, 33, 254, 33, 11, 34, 60, 34, 84, 34, 254, 33, 254, 33, 84, 34, 83, 34, 254, 33, 83, 34, 82, 34, 133, 33, 63, 39, 101, 33, 88, 39, 158, 31, 133, 33, 111, 39, 219, 30, 88, 39, 110, 39, 219, 30, 111, 39, 152, 39, 111, 39, 107, 39, 38, 39, 88, 39, 219, 30, 219, 30, 95, 39, 38, 39, 243, 38, 38, 39, 95, 39, 95, 39, 250, 38, 243, 38, 224, 33, 243, 38, 250, 38, 38, 39, 243, 38, 59, 39, 59, 39, 93, 39, 38, 39, 59, 39, 243, 38, 72, 39, 64, 39, 93, 39, 59, 39, 72, 39, 71, 39, 59, 39, 97, 39, 17, 39, 64, 39, 71, 39, 72, 39, 52, 39, 59, 39, 96, 39, 64, 39, 96, 39, 71, 39, 52, 39, 235, 29, 224, 33, 223, 32, 224, 33, 16, 32, 223, 32, 17, 32, 223, 32, 16, 32, 133, 32, 223, 32, 17, 32, 223, 32, 133, 32, 238, 32, 223, 32, 238, 32, 52, 39, 52, 39, 19, 39, 96, 39, 19, 39, 52, 39, 37, 39, 15, 39, 37, 39, 52, 39, 52, 39, 76, 39, 15, 39, 37, 39, 67, 39, 19, 39, 93, 33, 15, 39, 76, 39, 238, 32, 205, 33, 93, 33, 205, 33, 84, 39, 93, 33, 52, 33, 205, 33, 76, 39, 37, 39, 93, 33, 12, 30, 85, 39, 76, 39, 61, 39, 61, 39, 8, 39, 85, 39, 197, 33, 12, 30, 93, 33, 197, 33, 93, 33, 52, 33, 198, 33, 12, 30, 197, 33, 198, 33, 241, 33, 12, 30, 125, 33, 12, 30, 241, 33, 125, 33, 104, 39, 87, 39, 114, 30, 197, 33, 30, 33, 30, 33, 197, 33, 32, 33, 32, 33, 197, 33, 179, 33, 179, 33, 197, 33, 52, 33, 52, 33, 92, 32, 179, 33, 92, 32, 34, 34, 32, 34, 53, 34, 34, 34, 92, 32, 92, 32, 52, 33, 53, 34, 52, 34, 53, 34, 52, 33, 9, 34, 52, 34, 52, 33, 52, 33, 124, 30, 9, 34, 8, 34, 9, 34, 124, 30, 173, 30, 90, 39, 87, 39, 173, 30, 27, 39, 52, 31, 173, 30, 52, 31, 172, 32, 251, 29, 173, 30, 172, 32, 172, 32, 66, 39, 251, 29, 22, 39, 251, 29, 66, 39, 65, 30, 251, 29, 37, 31, 37, 31, 251, 29, 20, 31, 79, 32, 105, 30, 37, 31, 105, 30, 79, 32, 225, 33, 225, 33, 228, 33, 105, 30, 173, 30, 88, 33, 248, 29, 131, 30, 248, 29, 88, 33, 97, 31, 131, 30, 88, 33, 234, 33, 88, 33, 241, 33, 88, 33, 234, 33, 87, 33, 195, 33, 95, 32, 214, 32, 45, 39, 16, 39, 242, 38, 96, 39, 242, 38, 16, 39, 242, 38, 96, 39, 19, 39, 67, 39, 242, 38, 19, 39, 67, 39, 29, 39, 242, 38, 255, 38, 204, 31, 242, 38, 117, 39, 131, 39, 148, 39, 41, 39, 105, 39, 30, 39, 69, 39, 1, 39, 98, 39, 112, 39, 31, 39, 106, 39, 55, 39, 43, 39, 32, 39, 3, 39, 48, 39, 141, 39, 116, 39, 137, 39, 251, 38, 92, 39, 68, 34, 149, 39, 118, 39, 119, 39, 121, 39, 122, 39, 123, 39, 58, 39, 62, 39, 127, 39, 126, 39, 138, 39, 127, 39, 62, 39, 62, 39, 126, 39, 140, 39, 101, 39, 136, 39, 134, 39, 102, 39, 135, 39, 142, 39, 114, 39, 4, 39, 143, 39, 139, 39, 145, 39, 146, 39), 0.170795, PackedByteArray(205, 0, 105, 34, 116, 34, 116, 34, 147, 34, 168, 34, 116, 34, 148, 34, 146, 34, 116, 34, 133, 34, 149, 34, 96, 34, 116, 34, 106, 34, 116, 34, 96, 34, 121, 34, 121, 34, 99, 34, 117, 34, 51, 7, 129, 4, 99, 34, 129, 4, 51, 7, 45, 7, 117, 34, 98, 34, 110, 34, 110, 34, 101, 34, 117, 34, 143, 34, 144, 34, 101, 34, 162, 34, 116, 34, 101, 34, 116, 34, 162, 34, 151, 34, 116, 34, 151, 34, 150, 34, 116, 34, 150, 34, 134, 34, 116, 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119, 9, 120, 9, 106, 9, 106, 9, 107, 9, 119, 9, 106, 9, 120, 9, 121, 9, 121, 9, 105, 9, 106, 9, 105, 9, 121, 9, 122, 9, 122, 9, 104, 9, 105, 9, 104, 9, 122, 9, 123, 9, 123, 9, 103, 9, 104, 9, 124, 9, 102, 9, 103, 9, 103, 9, 123, 9, 124, 9, 102, 9, 124, 9, 125, 9, 125, 9, 101, 9, 102, 9, 100, 9, 126, 9, 127, 9, 127, 9, 99, 9, 100, 9, 99, 9, 127, 9, 128, 9, 128, 9, 98, 9, 99, 9, 129, 9, 96, 9, 98, 9, 98, 9, 128, 9, 129, 9, 97, 9, 96, 9, 129, 9, 129, 9, 113, 9, 97, 9, 113, 9, 129, 9, 130, 9, 130, 9, 131, 9, 113, 9, 130, 9, 129, 9, 128, 9, 128, 9, 132, 9, 130, 9, 132, 9, 128, 9, 127, 9, 127, 9, 133, 9, 132, 9, 133, 9, 127, 9, 126, 9, 126, 9, 134, 9, 133, 9, 125, 9, 124, 9, 135, 9, 135, 9, 136, 9, 125, 9, 124, 9, 123, 9, 137, 9, 137, 9, 135, 9, 124, 9, 137, 9, 123, 9, 122, 9, 122, 9, 138, 9, 137, 9, 138, 9, 122, 9, 121, 9, 121, 9, 139, 9, 138, 9, 139, 9, 121, 9, 120, 9, 120, 9, 140, 9, 139, 9, 140, 9, 120, 9, 119, 9, 119, 9, 141, 9, 140, 9, 141, 9, 119, 9, 118, 9, 118, 9, 142, 9, 141, 9, 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187, 9, 187, 9, 200, 9, 236, 9, 223, 9, 238, 9, 239, 9, 239, 9, 221, 9, 223, 9, 240, 9, 219, 9, 221, 9, 221, 9, 239, 9, 240, 9, 217, 9, 219, 9, 240, 9, 240, 9, 241, 9, 217, 9, 242, 9, 214, 9, 217, 9, 217, 9, 241, 9, 242, 9, 243, 9, 213, 9, 214, 9, 214, 9, 242, 9, 243, 9, 213, 9, 243, 9, 244, 9, 244, 9, 211, 9, 213, 9, 244, 9, 245, 9, 208, 9, 208, 9, 211, 9, 244, 9, 208, 9, 245, 9, 246, 9, 246, 9, 209, 9, 208, 9, 204, 9, 247, 9, 248, 9, 248, 9, 202, 9, 204, 9, 248, 9, 249, 9, 203, 9, 203, 9, 202, 9, 248, 9, 250, 9, 237, 9, 203, 9, 203, 9, 249, 9, 250, 9, 251, 9, 235, 9, 237, 9, 237, 9, 250, 9, 251, 9, 233, 9, 235, 9, 251, 9, 251, 9, 252, 9, 233, 9, 253, 9, 231, 9, 233, 9, 233, 9, 252, 9, 253, 9, 227, 9, 231, 9, 253, 9, 253, 9, 254, 9, 227, 9, 254, 9, 255, 9, 228, 9, 228, 9, 227, 9, 254, 9, 238, 9, 223, 9, 225, 9, 225, 9, 0, 10, 238, 9, 241, 7, 239, 7, 1, 10, 1, 10, 2, 10, 241, 7, 2, 10, 3, 10, 72, 8, 72, 8, 241, 7, 2, 10, 3, 10, 4, 10, 75, 8, 75, 8, 72, 8, 3, 10, 4, 10, 5, 10, 77, 8, 77, 8, 75, 8, 4, 10, 6, 10, 79, 8, 81, 8, 81, 8, 7, 10, 6, 10, 8, 10, 83, 8, 79, 8, 79, 8, 6, 10, 8, 10, 83, 8, 8, 10, 9, 10, 9, 10, 82, 8, 83, 8, 82, 8, 9, 10, 10, 10, 10, 10, 15, 8, 82, 8, 15, 8, 10, 10, 11, 10, 11, 10, 13, 8, 15, 8, 13, 8, 11, 10, 12, 10, 12, 10, 2, 8, 13, 8, 2, 8, 12, 10, 13, 10, 13, 10, 1, 8, 2, 8, 224, 7, 210, 5, 1, 8, 1, 8, 13, 10, 224, 7, 1, 10, 239, 7, 183, 5, 183, 5, 225, 7, 1, 10, 226, 7, 199, 5, 250, 7, 250, 7, 8, 8, 226, 7, 10, 8, 254, 7, 14, 10, 14, 10, 17, 8, 10, 8, 226, 7, 8, 8, 15, 10, 15, 10, 229, 7, 226, 7, 17, 8, 14, 10, 15, 10, 15, 10, 8, 8, 17, 8, 248, 7, 15, 10, 14, 10, 14, 10, 254, 7, 248, 7, 196, 5, 229, 7, 15, 10, 15, 10, 248, 7, 196, 5, 16, 10, 17, 10, 18, 10, 18, 10, 19, 10, 16, 10, 20, 10, 21, 10, 22, 10, 22, 10, 23, 10, 20, 10, 24, 10, 25, 10, 26, 10, 26, 10, 27, 10, 24, 10, 28, 10, 29, 10, 25, 10, 25, 10, 24, 10, 28, 10, 30, 10, 19, 10, 31, 10, 31, 10, 32, 10, 30, 10, 19, 10, 30, 10, 33, 10, 33, 10, 16, 10, 19, 10, 33, 10, 34, 10, 35, 10, 35, 10, 16, 10, 33, 10, 36, 10, 37, 10, 38, 10, 38, 10, 39, 10, 36, 10, 37, 10, 40, 10, 41, 10, 41, 10, 38, 10, 37, 10, 42, 10, 43, 10, 44, 10, 44, 10, 45, 10, 42, 10, 16, 10, 35, 10, 46, 10, 46, 10, 17, 10, 16, 10, 35, 10, 26, 10, 47, 10, 47, 10, 46, 10, 35, 10, 25, 10, 48, 10, 47, 10, 47, 10, 26, 10, 25, 10, 29, 10, 49, 10, 48, 10, 48, 10, 25, 10, 29, 10, 19, 10, 18, 10, 50, 10, 50, 10, 31, 10, 19, 10, 51, 10, 52, 10, 53, 10, 53, 10, 54, 10, 51, 10, 53, 10, 55, 10, 56, 10, 56, 10, 54, 10, 53, 10, 57, 10, 58, 10, 59, 10, 59, 10, 60, 10, 57, 10, 58, 10, 61, 10, 62, 10, 62, 10, 59, 10, 58, 10, 62, 10, 61, 10, 63, 10, 63, 10, 64, 10, 62, 10, 27, 10, 34, 10, 64, 10, 64, 10, 51, 10, 27, 10, 51, 10, 54, 10, 24, 10, 24, 10, 27, 10, 51, 10, 24, 10, 54, 10, 56, 10, 56, 10, 28, 10, 24, 10, 32, 10, 60, 10, 59, 10, 59, 10, 30, 10, 32, 10, 33, 10, 30, 10, 59, 10, 59, 10, 62, 10, 33, 10, 62, 10, 64, 10, 34, 10, 34, 10, 33, 10, 62, 10, 34, 10, 27, 10, 26, 10, 26, 10, 35, 10, 34, 10, 21, 10, 52, 10, 63, 10, 63, 10, 22, 10, 21, 10, 21, 10, 20, 10, 42, 10, 42, 10, 45, 10, 21, 10, 36, 10, 39, 10, 23, 10, 23, 10, 22, 10, 36, 10, 52, 10, 21, 10, 45, 10, 45, 10, 53, 10, 52, 10, 53, 10, 45, 10, 44, 10, 44, 10, 55, 10, 53, 10, 58, 10, 57, 10, 40, 10, 40, 10, 37, 10, 58, 10, 37, 10, 36, 10, 61, 10, 61, 10, 58, 10, 37, 10, 61, 10, 36, 10, 22, 10, 22, 10, 63, 10, 61, 10, 52, 10, 51, 10, 64, 10, 64, 10, 63, 10, 52, 10, 65, 10, 66, 10, 18, 10, 18, 10, 17, 10, 65, 10, 67, 10, 68, 10, 69, 10, 69, 10, 70, 10, 67, 10, 71, 10, 72, 10, 73, 10, 73, 10, 74, 10, 71, 10, 75, 10, 71, 10, 74, 10, 74, 10, 76, 10, 75, 10, 77, 10, 78, 10, 79, 10, 79, 10, 66, 10, 77, 10, 80, 10, 77, 10, 66, 10, 66, 10, 65, 10, 80, 10, 80, 10, 65, 10, 81, 10, 81, 10, 82, 10, 80, 10, 83, 10, 84, 10, 85, 10, 85, 10, 86, 10, 83, 10, 86, 10, 85, 10, 87, 10, 87, 10, 88, 10, 86, 10, 89, 10, 90, 10, 91, 10, 91, 10, 92, 10, 89, 10, 65, 10, 17, 10, 46, 10, 46, 10, 81, 10, 65, 10, 81, 10, 46, 10, 47, 10, 47, 10, 73, 10, 81, 10, 47, 10, 48, 10, 74, 10, 74, 10, 73, 10, 47, 10, 48, 10, 49, 10, 76, 10, 76, 10, 74, 10, 48, 10, 50, 10, 18, 10, 66, 10, 66, 10, 79, 10, 50, 10, 93, 10, 94, 10, 95, 10, 95, 10, 96, 10, 93, 10, 95, 10, 94, 10, 97, 10, 97, 10, 98, 10, 95, 10, 99, 10, 100, 10, 101, 10, 101, 10, 102, 10, 99, 10, 102, 10, 101, 10, 103, 10, 103, 10, 104, 10, 102, 10, 103, 10, 105, 10, 106, 10, 106, 10, 104, 10, 103, 10, 72, 10, 93, 10, 105, 10, 105, 10, 82, 10, 72, 10, 93, 10, 72, 10, 71, 10, 71, 10, 94, 10, 93, 10, 71, 10, 75, 10, 97, 10, 97, 10, 94, 10, 71, 10, 78, 10, 77, 10, 101, 10, 101, 10, 100, 10, 78, 10, 101, 10, 77, 10, 80, 10, 80, 10, 103, 10, 101, 10, 103, 10, 80, 10, 82, 10, 82, 10, 105, 10, 103, 10, 73, 10, 72, 10, 82, 10, 82, 10, 81, 10, 73, 10, 106, 10, 96, 10, 68, 10, 68, 10, 67, 10, 106, 10, 68, 10, 92, 10, 91, 10, 91, 10, 69, 10, 68, 10, 83, 10, 67, 10, 70, 10, 70, 10, 84, 10, 83, 10, 96, 10, 95, 10, 92, 10, 92, 10, 68, 10, 96, 10, 95, 10, 98, 10, 89, 10, 89, 10, 92, 10, 95, 10, 88, 10, 99, 10, 102, 10, 102, 10, 86, 10, 88, 10, 86, 10, 102, 10, 104, 10, 104, 10, 83, 10, 86, 10, 67, 10, 83, 10, 104, 10, 104, 10, 106, 10, 67, 10, 96, 10, 106, 10, 105, 10, 105, 10, 93, 10, 96, 10), +"lods": [0.0163125, PackedByteArray(9, 0, 45, 0, 42, 0, 45, 0, 51, 0, 42, 0, 45, 0, 59, 0, 51, 0, 66, 15, 42, 0, 51, 0, 57, 0, 66, 15, 51, 0, 57, 0, 51, 0, 59, 0, 42, 0, 66, 15, 128, 2, 66, 15, 57, 0, 23, 1, 23, 1, 128, 2, 66, 15, 42, 0, 128, 2, 39, 0, 214, 0, 39, 0, 128, 2, 23, 1, 214, 0, 128, 2, 39, 0, 215, 14, 42, 0, 9, 0, 42, 0, 215, 14, 216, 0, 39, 0, 214, 0, 215, 14, 39, 0, 216, 0, 214, 0, 23, 1, 218, 0, 216, 0, 214, 0, 218, 0, 215, 14, 216, 0, 36, 0, 36, 0, 213, 14, 215, 14, 215, 14, 213, 14, 15, 0, 36, 0, 216, 0, 221, 0, 218, 0, 221, 0, 216, 0, 221, 0, 68, 1, 36, 0, 72, 1, 68, 1, 221, 0, 15, 0, 12, 0, 215, 14, 215, 14, 12, 0, 9, 0, 221, 0, 71, 1, 72, 1, 71, 1, 221, 0, 218, 0, 75, 1, 72, 1, 71, 1, 15, 0, 54, 15, 12, 0, 9, 0, 12, 0, 54, 15, 60, 2, 15, 0, 56, 2, 54, 15, 65, 2, 9, 0, 75, 1, 71, 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16, 24, 8, 15, 10, 47, 16, 16, 8, 15, 10, 228, 7, 47, 16, 226, 5, 47, 16, 228, 7, 196, 5, 228, 7, 15, 10, 226, 5, 228, 7, 196, 5, 196, 5, 15, 10, 16, 8, 234, 5, 47, 16, 226, 5, 196, 5, 229, 5, 226, 5, 226, 5, 237, 5, 234, 5, 229, 5, 237, 5, 226, 5, 235, 5, 234, 5, 237, 5, 242, 5, 235, 5, 237, 5, 242, 5, 237, 5, 229, 5, 235, 5, 81, 6, 234, 5, 235, 5, 242, 5, 19, 6, 19, 6, 81, 6, 235, 5, 81, 6, 86, 6, 234, 5, 87, 6, 234, 5, 86, 6, 87, 6, 86, 6, 159, 6, 159, 6, 158, 6, 87, 6, 158, 6, 159, 6, 164, 6, 164, 6, 182, 6, 158, 6, 182, 6, 164, 6, 218, 6, 86, 6, 81, 6, 82, 6, 118, 6, 159, 6, 86, 6, 86, 6, 82, 6, 118, 6, 159, 6, 129, 6, 164, 6, 159, 6, 118, 6, 129, 6, 120, 6, 118, 6, 82, 6, 129, 6, 118, 6, 120, 6, 78, 6, 82, 6, 81, 6, 82, 6, 78, 6, 120, 6, 78, 6, 81, 6, 19, 6, 120, 6, 126, 6, 129, 6, 166, 6, 164, 6, 129, 6, 166, 6, 129, 6, 126, 6, 164, 6, 166, 6, 3, 16, 3, 16, 218, 6, 164, 6, 73, 6, 78, 6, 19, 6, 123, 6, 120, 6, 78, 6, 78, 6, 73, 6, 123, 6, 130, 6, 120, 6, 123, 6, 120, 6, 130, 6, 126, 6, 135, 6, 130, 6, 123, 6, 167, 6, 126, 6, 130, 6, 126, 6, 167, 6, 166, 6, 130, 6, 169, 6, 167, 6, 169, 6, 130, 6, 135, 6, 166, 6, 167, 6, 190, 6, 190, 6, 3, 16, 166, 6, 167, 6, 169, 6, 194, 6, 194, 6, 190, 6, 167, 6, 5, 16, 3, 16, 190, 6, 190, 6, 194, 6, 5, 16, 221, 6, 3, 16, 5, 16, 135, 6, 170, 6, 169, 6, 169, 6, 170, 6, 194, 6, 135, 6, 172, 6, 170, 6, 170, 6, 172, 6, 231, 6, 231, 6, 194, 6, 170, 6, 172, 6, 135, 6, 139, 6, 232, 6, 194, 6, 231, 6, 139, 6, 135, 6, 124, 6, 123, 6, 124, 6, 135, 6, 124, 6, 125, 6, 139, 6, 124, 6, 123, 6, 73, 6, 71, 6, 125, 6, 124, 6, 71, 6, 124, 6, 73, 6, 194, 6, 232, 6, 228, 6, 194, 6, 228, 6, 5, 16, 13, 7, 228, 6, 232, 6, 23, 7, 13, 7, 232, 6, 13, 7, 20, 7, 228, 6, 13, 7, 23, 7, 20, 7, 5, 16, 228, 6, 6, 16, 6, 16, 228, 6, 20, 7, 5, 16, 6, 16, 221, 6, 232, 6, 27, 7, 23, 7, 20, 7, 8, 16, 6, 16, 6, 16, 8, 16, 221, 6, 21, 7, 20, 7, 23, 7, 17, 7, 8, 16, 20, 7, 20, 7, 21, 7, 17, 7, 8, 16, 9, 16, 221, 6, 8, 16, 17, 7, 9, 16, 66, 7, 23, 7, 27, 7, 50, 7, 21, 7, 23, 7, 21, 7, 50, 7, 17, 7, 23, 7, 66, 7, 50, 7, 66, 7, 27, 7, 98, 7, 67, 7, 50, 7, 66, 7, 98, 7, 11, 16, 66, 7, 67, 7, 66, 7, 11, 16, 11, 16, 98, 7, 108, 7, 50, 7, 67, 7, 10, 16, 11, 16, 10, 16, 67, 7, 10, 16, 17, 7, 50, 7, 108, 7, 103, 7, 11, 16, 52, 7, 17, 7, 10, 16, 52, 7, 9, 16, 17, 7, 10, 16, 11, 16, 101, 7, 101, 7, 11, 16, 103, 7, 10, 16, 86, 7, 52, 7, 86, 7, 10, 16, 101, 7, 49, 7, 9, 16, 52, 7, 86, 7, 80, 7, 52, 7, 49, 7, 52, 7, 80, 7, 80, 7, 81, 7, 49, 7, 9, 16, 49, 7, 251, 6, 81, 7, 80, 7, 129, 7, 251, 6, 254, 6, 9, 16, 254, 6, 221, 6, 9, 16, 218, 6, 254, 6, 251, 6, 3, 16, 221, 6, 254, 6, 254, 6, 218, 6, 3, 16, 80, 7, 86, 7, 131, 7, 131, 7, 129, 7, 80, 7, 101, 7, 131, 7, 86, 7, 131, 7, 127, 7, 129, 7, 127, 7, 128, 7, 129, 7, 128, 7, 127, 7, 175, 7, 127, 7, 131, 7, 175, 7, 175, 7, 25, 16, 128, 7, 175, 7, 131, 7, 173, 7, 25, 16, 175, 7, 177, 7, 131, 7, 101, 7, 133, 7, 103, 7, 133, 7, 101, 7, 173, 7, 131, 7, 171, 7, 171, 7, 131, 7, 133, 7, 175, 7, 173, 7, 22, 16, 22, 16, 173, 7, 171, 7, 177, 7, 175, 7, 22, 16, 25, 16, 177, 7, 23, 16, 23, 16, 26, 16, 25, 16, 22, 16, 23, 16, 177, 7, 23, 16, 22, 16, 37, 16, 133, 7, 169, 7, 171, 7, 179, 7, 23, 16, 38, 16, 38, 16, 46, 16, 179, 7, 36, 16, 38, 16, 24, 16, 194, 7, 36, 16, 22, 16, 171, 7, 21, 16, 22, 16, 194, 7, 22, 16, 21, 16, 21, 16, 171, 7, 169, 7, 21, 16, 195, 7, 194, 7, 21, 16, 196, 7, 195, 7, 197, 7, 196, 7, 21, 16, 39, 16, 197, 7, 21, 16, 21, 16, 169, 7, 167, 7, 133, 7, 167, 7, 169, 7, 133, 7, 103, 7, 167, 7, 21, 16, 20, 16, 39, 16, 21, 16, 167, 7, 20, 16, 39, 16, 20, 16, 40, 16, 137, 7, 167, 7, 103, 7, 20, 16, 167, 7, 137, 7, 137, 7, 103, 7, 108, 7, 108, 7, 18, 16, 137, 7, 20, 16, 137, 7, 18, 16, 40, 16, 20, 16, 18, 16, 18, 16, 19, 16, 40, 16, 40, 16, 19, 16, 41, 16, 229, 5, 196, 5, 194, 5, 194, 5, 196, 5, 247, 7, 229, 5, 194, 5, 222, 5, 247, 7, 223, 7, 194, 5, 222, 5, 194, 5, 223, 7, 223, 7, 247, 7, 224, 7, 223, 7, 222, 7, 222, 5, 222, 7, 221, 7, 222, 5, 247, 7, 13, 10, 224, 7, 220, 7, 222, 5, 221, 7, 247, 7, 196, 5, 254, 7, 16, 8, 254, 7, 196, 5, 12, 8, 13, 10, 247, 7, 12, 8, 247, 7, 254, 7, 28, 8, 254, 7, 16, 8, 28, 8, 12, 8, 254, 7, 222, 5, 220, 7, 4, 6, 4, 6, 229, 5, 222, 5, 12, 8, 15, 8, 13, 10, 12, 10, 13, 10, 15, 8, 15, 8, 11, 10, 12, 10, 15, 8, 10, 10, 11, 10, 10, 10, 15, 8, 9, 10, 229, 5, 4, 6, 248, 5, 229, 5, 248, 5, 242, 5, 242, 5, 248, 5, 19, 6, 63, 8, 9, 10, 15, 8, 15, 8, 12, 8, 63, 8, 63, 8, 8, 10, 9, 10, 251, 5, 19, 6, 248, 5, 19, 6, 251, 5, 73, 6, 251, 5, 252, 5, 73, 6, 252, 5, 251, 5, 248, 5, 71, 6, 73, 6, 252, 5, 63, 8, 12, 8, 51, 8, 51, 8, 12, 8, 28, 8, 28, 8, 21, 8, 51, 8, 63, 8, 51, 8, 21, 8, 30, 8, 21, 8, 28, 8, 21, 8, 98, 8, 63, 8, 30, 8, 98, 8, 21, 8, 33, 8, 30, 8, 28, 8, 28, 8, 16, 8, 33, 8, 32, 8, 30, 8, 33, 8, 16, 8, 25, 8, 33, 8, 32, 8, 33, 8, 25, 8, 16, 8, 24, 8, 25, 8, 24, 8, 127, 8, 25, 8, 25, 8, 127, 8, 32, 8, 24, 8, 132, 8, 127, 8, 30, 8, 32, 8, 40, 8, 98, 8, 30, 8, 40, 8, 126, 8, 32, 8, 127, 8, 128, 8, 127, 8, 132, 8, 127, 8, 128, 8, 126, 8, 123, 8, 40, 8, 32, 8, 32, 8, 126, 8, 123, 8, 98, 8, 40, 8, 42, 8, 40, 8, 123, 8, 42, 8, 45, 8, 98, 8, 42, 8, 170, 8, 42, 8, 123, 8, 170, 8, 45, 8, 42, 8, 167, 8, 123, 8, 126, 8, 123, 8, 167, 8, 170, 8, 126, 8, 172, 8, 167, 8, 172, 8, 126, 8, 128, 8, 164, 8, 128, 8, 132, 8, 128, 8, 164, 8, 172, 8, 132, 8, 205, 8, 164, 8, 205, 8, 132, 8, 206, 8, 173, 8, 164, 8, 205, 8, 172, 8, 164, 8, 173, 8, 211, 8, 205, 8, 206, 8, 211, 8, 173, 8, 205, 8, 206, 8, 7, 9, 211, 8, 172, 8, 173, 8, 212, 8, 173, 8, 211, 8, 212, 8, 230, 8, 211, 8, 7, 9, 7, 9, 8, 9, 230, 8, 230, 8, 8, 9, 43, 9, 211, 8, 230, 8, 57, 16, 57, 16, 212, 8, 211, 8, 43, 9, 44, 9, 230, 8, 57, 16, 230, 8, 62, 16, 62, 16, 230, 8, 44, 9, 66, 16, 44, 9, 43, 9, 66, 16, 62, 16, 44, 9, 43, 9, 94, 9, 66, 16, 212, 8, 57, 16, 58, 16, 58, 16, 57, 16, 62, 16, 58, 16, 213, 8, 212, 8, 212, 8, 213, 8, 172, 8, 99, 9, 66, 16, 94, 9, 94, 9, 100, 9, 99, 9, 98, 9, 66, 16, 99, 9, 177, 8, 172, 8, 213, 8, 172, 8, 177, 8, 167, 8, 127, 9, 99, 9, 100, 9, 100, 9, 134, 9, 127, 9, 129, 9, 98, 9, 99, 9, 99, 9, 127, 9, 129, 9, 167, 8, 177, 8, 181, 8, 176, 9, 127, 9, 134, 9, 134, 9, 174, 9, 176, 9, 127, 9, 176, 9, 132, 9, 132, 9, 129, 9, 127, 9, 197, 9, 176, 9, 174, 9, 197, 9, 132, 9, 176, 9, 181, 8, 170, 8, 167, 8, 222, 9, 197, 9, 174, 9, 174, 9, 194, 9, 222, 9, 194, 9, 79, 16, 222, 9, 78, 16, 222, 9, 79, 16, 79, 16, 80, 16, 78, 16, 93, 16, 78, 16, 80, 16, 225, 9, 0, 10, 93, 16, 78, 16, 93, 16, 94, 16, 94, 16, 77, 16, 78, 16, 222, 9, 78, 16, 77, 16, 77, 16, 94, 16, 240, 9, 77, 16, 220, 9, 222, 9, 222, 9, 220, 9, 197, 9, 217, 9, 77, 16, 240, 9, 240, 9, 241, 9, 217, 9, 217, 9, 241, 9, 242, 9, 77, 16, 76, 16, 220, 9, 76, 16, 197, 9, 220, 9, 77, 16, 217, 9, 199, 9, 199, 9, 76, 16, 77, 16, 242, 9, 213, 9, 217, 9, 213, 9, 242, 9, 243, 9, 213, 9, 243, 9, 244, 9, 150, 9, 197, 9, 76, 16, 76, 16, 199, 9, 150, 9, 212, 9, 199, 9, 217, 9, 217, 9, 213, 9, 212, 9, 199, 9, 212, 9, 150, 9, 244, 9, 75, 16, 213, 9, 75, 16, 212, 9, 213, 9, 96, 16, 75, 16, 244, 9, 150, 9, 212, 9, 182, 9, 212, 9, 75, 16, 182, 9, 197, 9, 150, 9, 180, 9, 180, 9, 132, 9, 197, 9, 182, 9, 147, 9, 150, 9, 180, 9, 150, 9, 147, 9, 207, 9, 182, 9, 75, 16, 147, 9, 182, 9, 207, 9, 75, 16, 95, 16, 207, 9, 180, 9, 129, 9, 132, 9, 97, 16, 74, 16, 95, 16, 95, 16, 74, 16, 69, 16, 69, 16, 207, 9, 95, 16, 69, 16, 147, 9, 207, 9, 148, 9, 147, 9, 69, 16, 147, 9, 148, 9, 180, 9, 69, 16, 154, 9, 148, 9, 180, 9, 148, 9, 114, 9, 114, 9, 148, 9, 154, 9, 114, 9, 129, 9, 180, 9, 154, 9, 144, 9, 114, 9, 144, 9, 116, 9, 114, 9, 69, 9, 114, 9, 116, 9, 69, 9, 116, 9, 73, 9, 114, 9, 67, 9, 129, 9, 67, 9, 114, 9, 69, 9, 73, 9, 68, 9, 69, 9, 67, 9, 69, 9, 68, 9, 68, 9, 73, 9, 21, 9, 68, 9, 66, 9, 67, 9, 67, 9, 65, 16, 129, 9, 65, 16, 67, 9, 66, 9, 98, 9, 129, 9, 65, 16, 65, 16, 66, 16, 98, 9, 65, 16, 62, 16, 66, 16, 68, 9, 16, 9, 66, 9, 65, 16, 66, 9, 16, 9, 21, 9, 16, 9, 68, 9, 62, 16, 65, 16, 13, 9, 13, 9, 65, 16, 16, 9, 13, 9, 14, 9, 62, 16, 13, 9, 16, 9, 14, 9, 62, 16, 14, 9, 58, 16, 16, 9, 21, 9, 239, 8, 14, 9, 16, 9, 239, 8, 14, 9, 239, 8, 58, 16, 239, 8, 21, 9, 243, 8, 213, 8, 58, 16, 239, 8, 216, 8, 239, 8, 243, 8, 243, 8, 218, 8, 216, 8, 239, 8, 215, 8, 213, 8, 239, 8, 216, 8, 215, 8, 213, 8, 215, 8, 177, 8, 181, 8, 177, 8, 215, 8, 215, 8, 216, 8, 181, 8, 216, 8, 218, 8, 181, 8, 185, 8, 181, 8, 218, 8, 170, 8, 181, 8, 185, 8, 185, 8, 171, 8, 170, 8, 170, 8, 171, 8, 113, 8, 113, 8, 45, 8, 170, 8, 47, 8, 45, 8, 113, 8, 47, 8, 113, 8, 84, 8, 47, 8, 54, 8, 45, 8, 84, 8, 54, 8, 47, 8, 56, 8, 45, 8, 54, 8, 98, 8, 45, 8, 56, 8, 84, 8, 53, 16, 54, 8, 54, 8, 53, 16, 56, 8, 56, 8, 63, 8, 98, 8, 53, 16, 84, 8, 80, 8, 56, 8, 60, 8, 63, 8, 56, 8, 53, 16, 60, 8, 80, 8, 60, 8, 53, 16, 8, 10, 63, 8, 60, 8, 60, 8, 6, 10, 8, 10, 6, 10, 60, 8, 80, 8, 80, 8, 7, 10, 6, 10, 4, 6, 220, 7, 7, 6, 218, 7, 220, 7, 219, 7, 220, 7, 218, 7, 7, 6, 7, 6, 56, 6, 4, 6, 248, 5, 4, 6, 56, 6, 15, 6, 7, 6, 218, 7, 252, 5, 248, 5, 56, 6, 218, 7, 216, 7, 15, 6, 7, 6, 58, 6, 56, 6, 58, 6, 252, 5, 56, 6, 7, 6, 15, 6, 58, 6, 33, 6, 15, 6, 216, 7, 216, 7, 217, 7, 33, 6, 0, 16, 15, 6, 33, 6, 33, 6, 38, 6, 0, 16, 15, 6, 8, 6, 58, 6, 15, 6, 0, 16, 8, 6, 58, 6, 8, 6, 252, 5, 8, 6, 0, 16, 38, 6, 252, 5, 8, 6, 0, 6, 0, 6, 8, 6, 38, 6, 252, 5, 0, 6, 71, 6, 38, 6, 49, 6, 0, 6, 71, 6, 0, 6, 49, 6, 34, 7, 9, 7, 238, 6, 9, 7, 7, 16, 238, 6, 28, 7, 7, 16, 9, 7, 33, 7, 9, 7, 34, 7, 9, 7, 33, 7, 28, 7, 62, 7, 28, 7, 33, 7, 33, 7, 34, 7, 74, 7, 97, 7, 28, 7, 62, 7, 62, 7, 33, 7, 73, 7, 73, 7, 97, 7, 62, 7, 74, 7, 73, 7, 33, 7, 58, 7, 74, 7, 34, 7, 97, 7, 73, 7, 112, 7, 74, 7, 58, 7, 75, 7, 73, 7, 74, 7, 12, 16, 12, 16, 112, 7, 73, 7, 74, 7, 75, 7, 13, 16, 13, 16, 12, 16, 74, 7, 75, 7, 58, 7, 92, 7, 92, 7, 13, 16, 75, 7, 77, 7, 92, 7, 58, 7, 97, 7, 112, 7, 109, 7, 109, 7, 110, 7, 97, 7, 112, 7, 12, 16, 35, 16, 13, 16, 35, 16, 12, 16, 159, 7, 110, 7, 109, 7, 113, 7, 109, 7, 112, 7, 35, 16, 113, 7, 112, 7, 159, 7, 109, 7, 16, 16, 17, 16, 159, 7, 16, 16, 109, 7, 113, 7, 154, 7, 35, 16, 154, 7, 113, 7, 16, 16, 109, 7, 154, 7, 17, 16, 16, 16, 42, 16, 42, 16, 43, 16, 17, 16, 154, 7, 15, 16, 16, 16, 34, 16, 15, 16, 154, 7, 42, 16, 16, 16, 155, 7, 155, 7, 203, 7, 42, 16, 204, 7, 203, 7, 155, 7, 155, 7, 190, 7, 204, 7, 154, 7, 35, 16, 190, 7, 205, 7, 204, 7, 190, 7, 33, 16, 206, 7, 205, 7, 190, 7, 35, 16, 189, 7, 35, 16, 13, 16, 189, 7, 190, 7, 188, 7, 205, 7, 189, 7, 188, 7, 190, 7, 205, 7, 188, 7, 32, 16, 188, 7, 189, 7, 187, 7, 187, 7, 189, 7, 13, 16, 187, 7, 32, 16, 188, 7, 207, 7, 206, 7, 32, 16, 207, 7, 32, 16, 30, 16, 30, 16, 44, 16, 207, 7, 44, 16, 30, 16, 28, 16, 28, 16, 45, 16, 44, 16, 32, 16, 187, 7, 184, 7, 29, 16, 32, 16, 184, 7, 13, 16, 144, 7, 187, 7, 184, 7, 187, 7, 144, 7, 120, 7, 144, 7, 13, 16, 184, 7, 182, 7, 29, 16, 27, 16, 29, 16, 182, 7, 182, 7, 31, 16, 27, 16, 184, 7, 146, 7, 182, 7, 31, 16, 182, 7, 146, 7, 122, 7, 184, 7, 144, 7, 146, 7, 184, 7, 122, 7, 31, 16, 146, 7, 122, 7, 144, 7, 120, 7, 122, 7, 122, 7, 126, 7, 31, 16, 126, 7, 122, 7, 125, 7, 120, 7, 92, 7, 122, 7, 92, 7, 120, 7, 14, 16, 92, 7, 77, 7, 122, 7, 125, 7, 122, 7, 77, 7, 77, 7, 90, 7, 125, 7, 90, 7, 79, 7, 125, 7, 77, 7, 45, 7, 90, 7, 79, 7, 90, 7, 45, 7, 33, 10, 80, 10, 30, 10, 80, 10, 77, 10, 30, 10, 78, 10, 30, 10, 77, 10, 78, 10, 60, 10, 30, 10, 77, 10, 99, 10, 78, 10, 60, 10, 37, 10, 30, 10, 33, 10, 30, 10, 37, 10, 37, 10, 60, 10, 40, 10, 37, 10, 40, 10, 41, 10, 41, 10, 38, 10, 37, 10, 77, 10, 86, 10, 99, 10, 87, 10, 99, 10, 86, 10, 86, 10, 77, 10, 80, 10, 86, 10, 85, 10, 87, 10, 36, 10, 37, 10, 38, 10, 37, 10, 36, 10, 33, 10, 38, 10, 39, 10, 36, 10, 36, 10, 39, 10, 23, 10, 85, 10, 86, 10, 83, 10, 80, 10, 83, 10, 86, 10, 83, 10, 84, 10, 85, 10, 70, 10, 84, 10, 83, 10, 69, 10, 70, 10, 83, 10, 23, 10, 63, 10, 36, 10, 33, 10, 36, 10, 63, 10, 63, 10, 23, 10, 20, 10, 34, 10, 80, 10, 33, 10, 33, 10, 63, 10, 34, 10, 83, 10, 68, 10, 69, 10, 91, 10, 69, 10, 68, 10, 105, 10, 83, 10, 80, 10, 68, 10, 83, 10, 105, 10, 34, 10, 82, 10, 80, 10, 82, 10, 105, 10, 80, 10, 27, 10, 34, 10, 63, 10, 82, 10, 34, 10, 27, 10, 105, 10, 82, 10, 72, 10, 72, 10, 68, 10, 105, 10, 27, 10, 72, 10, 82, 10, 68, 10, 95, 10, 91, 10, 91, 10, 95, 10, 98, 10, 98, 10, 90, 10, 91, 10, 71, 10, 95, 10, 68, 10, 98, 10, 95, 10, 71, 10, 68, 10, 72, 10, 71, 10, 71, 10, 72, 10, 27, 10, 71, 10, 75, 10, 98, 10, 56, 10, 75, 10, 71, 10, 24, 10, 71, 10, 27, 10, 71, 10, 24, 10, 56, 10, 24, 10, 27, 10, 21, 10, 63, 10, 21, 10, 27, 10, 20, 10, 21, 10, 63, 10, 21, 10, 20, 10, 42, 10, 21, 10, 53, 10, 24, 10, 24, 10, 53, 10, 56, 10, 42, 10, 53, 10, 21, 10, 44, 10, 56, 10, 53, 10, 44, 10, 53, 10, 42, 10, 42, 10, 43, 10, 44, 10), 0.0240838, PackedByteArray(13, 13, 36, 0, 234, 12, 13, 13, 234, 12, 89, 13, 89, 13, 234, 12, 94, 13, 36, 0, 13, 13, 15, 13, 15, 13, 68, 1, 36, 0, 32, 13, 68, 1, 15, 13, 12, 13, 15, 13, 13, 13, 15, 13, 33, 13, 32, 13, 33, 13, 15, 13, 12, 13, 33, 13, 34, 13, 32, 13, 12, 13, 13, 13, 107, 13, 34, 13, 33, 13, 35, 13, 35, 13, 36, 13, 34, 13, 107, 13, 240, 12, 12, 13, 33, 13, 96, 1, 35, 13, 96, 1, 42, 13, 35, 13, 18, 13, 12, 13, 240, 12, 12, 13, 225, 0, 33, 13, 225, 0, 96, 1, 33, 13, 225, 0, 12, 13, 18, 13, 42, 13, 96, 1, 229, 0, 96, 1, 225, 0, 229, 0, 229, 0, 225, 0, 18, 13, 42, 13, 16, 13, 130, 2, 16, 13, 238, 0, 130, 2, 238, 0, 196, 2, 130, 2, 195, 2, 196, 2, 238, 0, 144, 2, 195, 2, 238, 0, 244, 0, 144, 2, 238, 0, 144, 2, 244, 0, 201, 2, 7, 1, 238, 0, 229, 0, 18, 13, 7, 1, 229, 0, 244, 0, 238, 0, 252, 0, 244, 0, 252, 0, 201, 2, 7, 1, 252, 0, 238, 0, 7, 1, 18, 13, 20, 1, 252, 0, 111, 13, 201, 2, 110, 13, 111, 13, 252, 0, 111, 13, 110, 13, 247, 0, 247, 0, 248, 0, 252, 0, 111, 13, 247, 0, 166, 2, 166, 2, 167, 2, 111, 13, 254, 0, 166, 2, 247, 0, 145, 13, 254, 0, 31, 13, 252, 0, 17, 13, 247, 0, 254, 0, 247, 0, 17, 13, 17, 13, 252, 0, 7, 1, 30, 13, 254, 0, 17, 13, 30, 13, 23, 13, 29, 13, 23, 13, 30, 13, 17, 13, 28, 13, 27, 13, 17, 13, 17, 13, 25, 13, 24, 13, 17, 13, 26, 13, 25, 13, 17, 13, 7, 1, 20, 13, 7, 1, 20, 1, 20, 13, 20, 13, 46, 1, 17, 13, 17, 13, 46, 1, 59, 1, 46, 1, 60, 1, 59, 1, 20, 13, 20, 1, 244, 12, 244, 12, 20, 1, 18, 13, 18, 13, 242, 12, 244, 12, 46, 1, 20, 13, 49, 1, 244, 12, 49, 1, 20, 13, 60, 1, 46, 1, 253, 12, 49, 1, 253, 12, 46, 1, 253, 12, 61, 1, 60, 1, 210, 2, 61, 1, 253, 12, 253, 12, 49, 1, 252, 12, 250, 12, 251, 12, 49, 1, 49, 1, 246, 12, 250, 12, 246, 12, 249, 12, 250, 12, 49, 1, 91, 0, 246, 12, 244, 12, 91, 0, 49, 1, 249, 12, 246, 12, 195, 0, 195, 0, 247, 12, 249, 12, 246, 12, 91, 0, 245, 12, 245, 12, 195, 0, 246, 12, 10, 13, 11, 13, 247, 12, 9, 13, 10, 13, 247, 12, 195, 0, 184, 0, 247, 12, 184, 0, 195, 0, 245, 12, 243, 12, 245, 12, 91, 0, 243, 12, 91, 0, 244, 12, 243, 12, 4, 13, 245, 12, 245, 12, 168, 0, 184, 0, 168, 0, 245, 12, 4, 13, 2, 13, 4, 13, 243, 12, 5, 13, 4, 13, 2, 13, 244, 12, 69, 0, 243, 12, 243, 12, 69, 0, 2, 13, 69, 0, 244, 12, 239, 12, 242, 12, 239, 12, 244, 12, 19, 13, 239, 12, 242, 12, 241, 12, 2, 13, 69, 0, 239, 12, 241, 12, 69, 0, 1, 13, 2, 13, 241, 12, 3, 13, 1, 13, 168, 0, 239, 12, 62, 0, 241, 12, 241, 12, 255, 12, 1, 13, 255, 12, 241, 12, 62, 0, 62, 0, 239, 12, 236, 12, 239, 12, 107, 13, 236, 12, 236, 12, 107, 13, 14, 13, 89, 13, 236, 12, 14, 13, 90, 13, 92, 13, 236, 12, 255, 12, 62, 0, 238, 12, 238, 12, 62, 0, 237, 12, 238, 12, 237, 12, 91, 13, 254, 12, 255, 12, 238, 12, 238, 12, 91, 13, 235, 12, 254, 12, 238, 12, 235, 12, 235, 12, 91, 13, 43, 2, 105, 13, 43, 2, 91, 13, 91, 13, 95, 13, 105, 13, 43, 2, 104, 13, 235, 12, 254, 12, 235, 12, 104, 13, 254, 12, 104, 13, 41, 13, 95, 13, 93, 13, 106, 13, 56, 2, 106, 13, 93, 13, 93, 13, 234, 12, 56, 2, 41, 13, 40, 13, 254, 12, 40, 13, 41, 13, 39, 13, 254, 12, 40, 13, 105, 1, 255, 12, 254, 12, 105, 1, 105, 1, 40, 13, 101, 13, 37, 13, 101, 13, 40, 13, 37, 13, 38, 13, 83, 1, 148, 0, 105, 1, 101, 13, 105, 1, 148, 0, 255, 12, 1, 13, 255, 12, 148, 0, 101, 13, 0, 13, 148, 0, 0, 13, 101, 13, 131, 2, 1, 13, 148, 0, 156, 0, 156, 0, 148, 0, 0, 13, 156, 0, 168, 0, 1, 13, 0, 13, 109, 13, 156, 0, 109, 13, 0, 13, 209, 2, 168, 0, 156, 0, 192, 0, 192, 0, 156, 0, 109, 13, 192, 0, 184, 0, 168, 0, 192, 0, 248, 12, 184, 0, 9, 13, 248, 12, 192, 0, 192, 0, 207, 0, 9, 13, 207, 0, 192, 0, 8, 13, 142, 13, 7, 13, 8, 13, 6, 13, 7, 13, 140, 13, 143, 13, 6, 13, 140, 13, 140, 13, 8, 13, 53, 1, 53, 1, 8, 13, 192, 0, 192, 0, 191, 0, 53, 1, 109, 13, 191, 0, 192, 0, 191, 0, 109, 13, 152, 2, 191, 0, 152, 2, 203, 2, 203, 2, 53, 1, 191, 0, 53, 1, 203, 2, 204, 2, 85, 1, 84, 1, 91, 1, 155, 1, 150, 1, 251, 1, 251, 1, 150, 1, 0, 2, 70, 13, 155, 1, 76, 13, 155, 1, 70, 13, 63, 13, 63, 13, 116, 2, 155, 1, 170, 1, 73, 13, 44, 13, 173, 1, 170, 1, 39, 2, 73, 13, 170, 1, 46, 13, 46, 13, 68, 13, 73, 13, 46, 13, 87, 13, 68, 13, 87, 13, 67, 13, 68, 13, 87, 13, 96, 13, 51, 13, 52, 13, 96, 13, 47, 13, 47, 13, 33, 2, 85, 13, 47, 13, 85, 13, 58, 13, 97, 2, 33, 2, 180, 1, 58, 13, 56, 13, 47, 13, 53, 13, 56, 13, 62, 13, 56, 13, 53, 13, 49, 13, 56, 13, 49, 13, 48, 13, 49, 13, 53, 13, 64, 13, 102, 13, 64, 13, 54, 13, 49, 13, 66, 13, 88, 13, 66, 13, 49, 13, 65, 13, 64, 13, 65, 13, 50, 13, 65, 13, 69, 13, 66, 13, 74, 13, 69, 13, 65, 13, 64, 13, 71, 13, 65, 13, 65, 13, 72, 13, 74, 13, 72, 13, 65, 13, 71, 13, 71, 13, 75, 13, 72, 13, 77, 13, 72, 13, 75, 13, 77, 13, 11, 2, 72, 13, 11, 2, 77, 13, 80, 13, 11, 2, 79, 13, 72, 13, 11, 2, 80, 13, 79, 13, 45, 13, 79, 13, 15, 2, 45, 13, 15, 2, 43, 13, 15, 2, 78, 13, 43, 13, 86, 13, 84, 13, 57, 13, 82, 13, 57, 13, 84, 13, 57, 13, 82, 13, 60, 13, 59, 13, 83, 13, 81, 13, 81, 13, 61, 13, 59, 13, 81, 13, 55, 13, 61, 13, 55, 13, 81, 13, 103, 13, 243, 1, 8, 2, 246, 1, 8, 2, 162, 1, 246, 1, 65, 2, 84, 2, 88, 2, 65, 2, 88, 2, 74, 2, 99, 13, 100, 13, 97, 13, 99, 13, 97, 13, 98, 13, 132, 2, 133, 2, 108, 13, 133, 2, 208, 2, 108, 13, 113, 13, 127, 13, 133, 13, 122, 13, 127, 13, 124, 13, 133, 13, 116, 13, 114, 13, 131, 13, 119, 13, 133, 13, 117, 13, 133, 13, 119, 13, 120, 13, 121, 13, 118, 13, 125, 13, 126, 13, 123, 13, 128, 13, 115, 13, 125, 13, 123, 13, 130, 13, 128, 13, 128, 13, 130, 13, 137, 13, 136, 13, 134, 13, 129, 13, 141, 13, 21, 13, 139, 13, 187, 2, 184, 2, 189, 2, 184, 2, 187, 2, 181, 2, 189, 2, 190, 2, 187, 2, 189, 2, 184, 2, 191, 2, 180, 2, 191, 2, 184, 2, 191, 2, 206, 2, 189, 2, 144, 13, 112, 13, 22, 13, 138, 13, 132, 13, 135, 13, 225, 2, 245, 2, 171, 13, 12, 5, 225, 2, 15, 5, 15, 5, 225, 2, 243, 13, 243, 13, 225, 2, 171, 13, 242, 13, 15, 5, 243, 13, 174, 3, 171, 13, 245, 2, 245, 2, 23, 4, 174, 3, 174, 3, 23, 4, 26, 4, 26, 4, 189, 13, 174, 3, 26, 4, 190, 13, 189, 13, 171, 13, 174, 3, 171, 3, 171, 3, 174, 3, 189, 13, 192, 13, 189, 13, 190, 13, 190, 13, 191, 13, 192, 13, 192, 13, 51, 4, 189, 13, 192, 13, 197, 13, 51, 4, 189, 13, 51, 4, 180, 3, 189, 13, 180, 3, 171, 3, 1, 14, 171, 13, 171, 3, 171, 3, 150, 13, 1, 14, 171, 13, 1, 14, 147, 13, 150, 13, 171, 3, 226, 3, 226, 3, 171, 3, 180, 3, 147, 13, 1, 14, 149, 13, 173, 13, 180, 3, 51, 4, 226, 3, 180, 3, 173, 13, 173, 13, 51, 4, 197, 13, 184, 3, 173, 13, 197, 13, 197, 13, 85, 5, 184, 3, 173, 13, 218, 3, 226, 3, 218, 3, 173, 13, 184, 3, 230, 3, 226, 3, 218, 3, 226, 3, 230, 3, 154, 13, 184, 3, 151, 5, 150, 5, 150, 5, 193, 3, 184, 3, 184, 3, 193, 3, 218, 3, 193, 3, 150, 5, 100, 5, 193, 3, 100, 5, 174, 13, 156, 5, 174, 13, 100, 5, 156, 5, 207, 3, 174, 13, 193, 3, 207, 3, 218, 3, 207, 3, 193, 3, 198, 3, 156, 5, 117, 5, 207, 3, 207, 3, 117, 5, 4, 14, 204, 3, 4, 14, 117, 5, 207, 3, 203, 3, 204, 3, 121, 5, 204, 3, 117, 5, 117, 5, 122, 5, 121, 5, 204, 3, 121, 5, 175, 13, 188, 13, 175, 13, 31, 14, 204, 3, 176, 13, 207, 3, 176, 13, 204, 3, 175, 13, 218, 3, 207, 3, 176, 13, 176, 13, 175, 13, 187, 13, 187, 13, 18, 4, 183, 13, 176, 13, 187, 13, 183, 13, 183, 13, 12, 4, 176, 13, 12, 4, 184, 13, 176, 13, 176, 13, 184, 13, 185, 13, 178, 13, 218, 3, 176, 13, 178, 13, 230, 3, 218, 3, 154, 13, 230, 3, 178, 13, 176, 13, 1, 4, 178, 13, 186, 13, 1, 4, 176, 13, 178, 13, 1, 4, 4, 4, 178, 13, 4, 4, 154, 13, 68, 3, 1, 4, 185, 13, 1, 4, 68, 3, 4, 4, 68, 3, 185, 13, 15, 4, 15, 4, 16, 4, 68, 3, 68, 3, 16, 4, 169, 5, 4, 4, 68, 3, 159, 13, 154, 13, 4, 4, 46, 3, 159, 13, 46, 3, 4, 4, 154, 13, 152, 13, 177, 13, 152, 13, 149, 13, 177, 13, 152, 13, 154, 13, 33, 3, 33, 3, 149, 13, 152, 13, 46, 3, 33, 3, 154, 13, 157, 13, 46, 3, 159, 13, 66, 3, 157, 13, 159, 13, 66, 3, 64, 3, 157, 13, 156, 13, 46, 3, 157, 13, 167, 13, 157, 13, 64, 3, 157, 13, 167, 13, 156, 13, 64, 3, 158, 13, 167, 13, 158, 13, 170, 13, 168, 3, 158, 13, 168, 3, 166, 3, 166, 3, 181, 13, 158, 13, 167, 13, 158, 13, 181, 13, 166, 3, 162, 3, 181, 13, 162, 3, 163, 3, 181, 13, 181, 13, 163, 3, 168, 13, 168, 13, 27, 14, 182, 13, 8, 4, 181, 13, 27, 14, 26, 14, 168, 13, 169, 13, 26, 14, 169, 13, 154, 5, 159, 5, 158, 5, 8, 4, 146, 3, 8, 4, 158, 5, 158, 5, 108, 5, 146, 3, 134, 3, 181, 13, 8, 4, 8, 4, 146, 3, 134, 3, 108, 5, 3, 14, 146, 3, 134, 3, 146, 3, 3, 14, 134, 3, 140, 3, 181, 13, 181, 13, 140, 3, 167, 13, 167, 13, 140, 3, 156, 13, 165, 13, 140, 3, 134, 3, 140, 3, 165, 13, 156, 13, 3, 14, 118, 3, 134, 3, 134, 3, 118, 3, 165, 13, 118, 3, 3, 14, 160, 13, 164, 5, 160, 13, 3, 14, 164, 13, 156, 13, 165, 13, 161, 13, 165, 13, 118, 3, 165, 13, 161, 13, 163, 13, 160, 13, 102, 3, 118, 3, 118, 3, 102, 3, 161, 13, 153, 13, 163, 13, 161, 13, 102, 3, 160, 13, 251, 13, 86, 5, 251, 13, 160, 13, 102, 3, 91, 3, 161, 13, 161, 13, 91, 3, 153, 13, 251, 13, 60, 4, 102, 3, 91, 3, 102, 3, 60, 4, 251, 13, 195, 13, 60, 4, 195, 13, 251, 13, 193, 13, 38, 4, 194, 13, 193, 13, 60, 4, 195, 13, 80, 3, 60, 4, 80, 3, 91, 3, 69, 3, 80, 3, 195, 13, 69, 3, 195, 13, 44, 4, 242, 2, 91, 3, 80, 3, 69, 3, 242, 2, 80, 3, 44, 4, 196, 13, 69, 3, 196, 13, 254, 13, 69, 3, 69, 3, 254, 13, 254, 4, 253, 4, 254, 4, 81, 5, 241, 13, 69, 3, 254, 4, 69, 3, 241, 13, 242, 2, 40, 4, 44, 4, 46, 4, 46, 4, 37, 4, 40, 4, 241, 13, 245, 13, 242, 2, 245, 13, 241, 13, 255, 13, 151, 13, 91, 3, 242, 2, 151, 13, 153, 13, 91, 3, 153, 13, 151, 13, 19, 3, 19, 3, 151, 13, 149, 13, 148, 13, 149, 13, 151, 13, 148, 13, 151, 13, 146, 13, 245, 13, 148, 13, 146, 13, 24, 3, 19, 3, 149, 13, 19, 3, 24, 3, 153, 13, 149, 13, 33, 3, 24, 3, 24, 3, 162, 13, 153, 13, 33, 3, 155, 13, 24, 3, 162, 13, 24, 3, 155, 13, 155, 13, 33, 3, 46, 3, 46, 3, 156, 13, 155, 13, 164, 13, 155, 13, 156, 13, 155, 13, 164, 13, 162, 13, 162, 13, 164, 13, 166, 13, 245, 13, 0, 14, 244, 13, 242, 13, 244, 13, 0, 14, 147, 13, 245, 13, 244, 13, 242, 13, 243, 13, 244, 13, 244, 13, 243, 13, 147, 13, 172, 13, 147, 13, 243, 13, 204, 4, 106, 4, 109, 4, 210, 4, 106, 4, 204, 4, 226, 13, 109, 4, 222, 13, 215, 13, 222, 13, 109, 4, 109, 4, 252, 13, 215, 13, 252, 13, 232, 13, 208, 13, 232, 13, 233, 13, 213, 13, 235, 13, 213, 13, 233, 13, 213, 13, 235, 13, 212, 13, 213, 13, 207, 13, 232, 13, 212, 13, 234, 13, 210, 13, 236, 13, 210, 13, 234, 13, 210, 13, 236, 13, 238, 13, 214, 13, 164, 4, 207, 13, 202, 13, 207, 13, 164, 4, 216, 13, 207, 13, 203, 13, 203, 13, 217, 13, 216, 13, 217, 13, 223, 13, 216, 13, 218, 13, 217, 13, 203, 13, 240, 13, 218, 13, 205, 13, 218, 13, 221, 13, 217, 13, 217, 13, 221, 13, 224, 13, 223, 13, 217, 13, 230, 13, 224, 13, 230, 13, 217, 13, 230, 13, 225, 13, 223, 13, 225, 13, 230, 13, 227, 13, 218, 4, 230, 13, 224, 13, 218, 4, 227, 13, 230, 13, 231, 13, 227, 13, 218, 4, 218, 4, 199, 4, 203, 4, 203, 4, 199, 13, 218, 4, 203, 4, 199, 4, 125, 4, 117, 4, 203, 4, 125, 4, 220, 13, 125, 4, 199, 4, 125, 4, 130, 4, 250, 4, 125, 4, 220, 13, 200, 13, 239, 13, 200, 13, 220, 13, 220, 13, 219, 13, 239, 13, 204, 13, 246, 13, 239, 13, 246, 13, 206, 13, 201, 13, 201, 13, 202, 13, 209, 13, 201, 13, 209, 13, 211, 13, 211, 13, 237, 13, 201, 13, 237, 13, 244, 4, 201, 13, 135, 4, 244, 4, 52, 5, 198, 13, 226, 4, 199, 13, 226, 4, 229, 13, 199, 13, 198, 13, 228, 13, 226, 4, 161, 4, 181, 4, 253, 13, 250, 13, 249, 13, 247, 13, 247, 13, 249, 13, 248, 13, 2, 14, 88, 5, 89, 5, 2, 14, 163, 5, 88, 5, 6, 14, 9, 14, 12, 14, 13, 14, 12, 14, 10, 14, 12, 14, 13, 14, 23, 14, 12, 14, 23, 14, 25, 14, 25, 14, 21, 14, 12, 14, 12, 14, 21, 14, 7, 14, 20, 14, 21, 14, 17, 14, 11, 14, 15, 14, 14, 14, 16, 14, 18, 14, 19, 14, 19, 14, 8, 14, 134, 5, 134, 5, 22, 14, 16, 14, 24, 14, 22, 14, 134, 5, 29, 14, 179, 13, 28, 14, 142, 5, 139, 5, 144, 5, 136, 5, 144, 5, 139, 5, 144, 5, 145, 5, 142, 5, 146, 5, 139, 5, 142, 5, 139, 5, 146, 5, 135, 5, 142, 5, 161, 5, 146, 5, 180, 13, 5, 14, 30, 14, 167, 5, 168, 5, 166, 5, 212, 7, 231, 7, 170, 5, 212, 7, 225, 7, 1, 10, 212, 7, 1, 10, 231, 7, 212, 7, 170, 5, 211, 7, 234, 7, 231, 7, 1, 10, 1, 10, 2, 10, 234, 7, 2, 10, 3, 10, 234, 7, 234, 7, 3, 10, 4, 10, 4, 10, 5, 10, 78, 8, 4, 10, 78, 8, 234, 7, 78, 8, 111, 8, 234, 7, 234, 7, 111, 8, 108, 8, 108, 8, 111, 8, 153, 8, 231, 7, 234, 7, 243, 7, 243, 7, 234, 7, 108, 8, 108, 8, 138, 14, 243, 7, 153, 8, 187, 8, 108, 8, 243, 7, 131, 14, 231, 7, 170, 5, 231, 7, 131, 14, 131, 14, 243, 7, 137, 14, 35, 8, 108, 8, 71, 8, 190, 8, 108, 8, 187, 8, 71, 8, 108, 8, 190, 8, 149, 14, 190, 8, 187, 8, 219, 8, 149, 14, 187, 8, 190, 8, 145, 14, 71, 8, 149, 14, 145, 14, 190, 8, 137, 14, 71, 8, 145, 14, 160, 14, 149, 14, 219, 8, 134, 14, 131, 14, 137, 14, 39, 14, 131, 14, 134, 14, 137, 14, 137, 8, 134, 14, 135, 14, 36, 14, 39, 14, 137, 8, 137, 14, 140, 14, 145, 14, 140, 14, 137, 14, 203, 8, 137, 8, 140, 14, 6, 9, 203, 8, 140, 14, 131, 14, 38, 14, 32, 14, 38, 14, 36, 14, 37, 14, 140, 14, 145, 14, 150, 14, 145, 14, 149, 14, 150, 14, 140, 14, 151, 14, 6, 9, 150, 14, 151, 14, 140, 14, 163, 14, 6, 9, 151, 14, 6, 9, 163, 14, 40, 9, 155, 14, 151, 14, 150, 14, 151, 14, 155, 14, 163, 14, 150, 14, 149, 14, 154, 14, 154, 14, 155, 14, 150, 14, 149, 14, 160, 14, 154, 14, 154, 14, 161, 14, 155, 14, 161, 14, 154, 14, 160, 14, 161, 14, 160, 14, 166, 14, 161, 14, 166, 14, 168, 14, 168, 14, 166, 14, 170, 14, 163, 14, 155, 14, 162, 14, 101, 9, 40, 9, 163, 14, 169, 14, 163, 14, 162, 14, 163, 14, 169, 14, 101, 9, 162, 14, 167, 14, 169, 14, 170, 14, 171, 14, 167, 14, 167, 14, 171, 14, 169, 14, 179, 14, 101, 9, 169, 14, 179, 14, 169, 14, 172, 14, 101, 9, 179, 14, 171, 9, 171, 14, 177, 14, 179, 14, 171, 14, 176, 14, 178, 14, 182, 14, 179, 14, 177, 14, 182, 14, 177, 14, 196, 14, 179, 14, 183, 14, 171, 9, 182, 14, 183, 14, 179, 14, 193, 14, 171, 9, 183, 14, 183, 14, 211, 14, 193, 14, 183, 14, 182, 14, 194, 14, 182, 14, 196, 14, 194, 14, 194, 14, 212, 14, 183, 14, 212, 14, 254, 9, 228, 9, 254, 9, 255, 9, 228, 9, 195, 14, 252, 9, 212, 14, 251, 9, 252, 9, 195, 14, 251, 9, 195, 14, 198, 14, 198, 14, 210, 14, 251, 9, 186, 14, 209, 14, 210, 14, 197, 14, 195, 14, 196, 14, 178, 14, 197, 14, 196, 14, 210, 14, 197, 14, 185, 14, 197, 14, 178, 14, 159, 9, 185, 14, 205, 14, 206, 14, 201, 9, 185, 14, 197, 14, 159, 9, 201, 9, 197, 14, 207, 14, 208, 14, 185, 14, 201, 9, 181, 14, 185, 14, 181, 14, 201, 9, 159, 9, 170, 14, 181, 14, 159, 9, 159, 9, 173, 14, 170, 14, 170, 5, 38, 14, 33, 14, 37, 14, 33, 14, 38, 14, 170, 5, 33, 14, 28, 6, 211, 7, 170, 5, 28, 6, 244, 5, 33, 14, 37, 14, 244, 5, 28, 6, 33, 14, 28, 6, 47, 6, 211, 7, 113, 6, 244, 5, 37, 14, 113, 6, 37, 14, 91, 6, 113, 6, 91, 6, 156, 6, 47, 6, 32, 6, 211, 7, 32, 6, 213, 7, 211, 7, 32, 6, 214, 7, 213, 7, 32, 6, 215, 7, 214, 7, 48, 6, 32, 6, 47, 6, 48, 6, 47, 6, 28, 6, 156, 6, 53, 14, 113, 6, 28, 6, 43, 14, 48, 6, 43, 14, 28, 6, 244, 5, 244, 5, 113, 6, 96, 6, 244, 5, 96, 6, 43, 14, 113, 6, 53, 14, 96, 6, 52, 14, 96, 6, 53, 14, 103, 6, 48, 6, 43, 14, 107, 6, 48, 6, 103, 6, 107, 6, 103, 6, 43, 14, 96, 6, 51, 14, 43, 14, 43, 14, 51, 14, 107, 6, 107, 6, 51, 14, 142, 6, 142, 6, 51, 14, 57, 14, 53, 14, 156, 6, 216, 6, 216, 6, 59, 14, 53, 14, 216, 6, 66, 14, 59, 14, 51, 14, 53, 14, 58, 14, 53, 14, 59, 14, 58, 14, 58, 14, 57, 14, 51, 14, 58, 14, 59, 14, 65, 14, 65, 14, 64, 14, 58, 14, 63, 14, 57, 14, 58, 14, 63, 14, 69, 14, 57, 14, 70, 14, 63, 14, 65, 14, 63, 14, 238, 6, 69, 14, 63, 14, 70, 14, 238, 6, 76, 14, 69, 14, 238, 6, 238, 6, 78, 14, 76, 14, 87, 14, 76, 14, 78, 14, 238, 6, 70, 14, 77, 14, 79, 14, 77, 14, 70, 14, 87, 14, 77, 14, 81, 14, 86, 14, 81, 14, 77, 14, 77, 14, 79, 14, 86, 14, 81, 14, 86, 14, 90, 14, 90, 14, 113, 7, 81, 14, 87, 14, 82, 14, 113, 7, 87, 14, 113, 7, 109, 7, 109, 7, 95, 14, 87, 14, 95, 14, 109, 7, 154, 7, 109, 7, 113, 7, 154, 7, 123, 14, 124, 14, 95, 14, 115, 14, 154, 7, 113, 7, 113, 7, 90, 14, 115, 14, 115, 14, 90, 14, 113, 14, 113, 14, 90, 14, 92, 14, 86, 14, 92, 14, 91, 14, 92, 14, 111, 14, 113, 14, 86, 14, 79, 14, 92, 14, 110, 14, 111, 14, 92, 14, 111, 14, 110, 14, 108, 14, 108, 14, 112, 14, 111, 14, 92, 14, 126, 7, 110, 14, 126, 7, 92, 14, 79, 14, 184, 7, 112, 14, 189, 7, 79, 14, 79, 7, 126, 7, 79, 14, 246, 6, 79, 7, 246, 6, 250, 6, 79, 7, 71, 14, 246, 6, 79, 14, 216, 6, 250, 6, 246, 6, 71, 14, 65, 14, 246, 6, 246, 6, 65, 14, 216, 6, 34, 14, 40, 14, 197, 5, 47, 14, 197, 5, 40, 14, 44, 14, 47, 14, 40, 14, 40, 14, 34, 14, 129, 14, 45, 14, 158, 6, 47, 14, 158, 6, 45, 14, 48, 14, 164, 6, 218, 6, 158, 6, 158, 6, 48, 14, 54, 14, 61, 14, 218, 6, 54, 14, 72, 14, 218, 6, 61, 14, 61, 14, 67, 14, 72, 14, 72, 14, 67, 14, 74, 14, 73, 14, 74, 14, 67, 14, 74, 14, 83, 14, 72, 14, 73, 14, 75, 14, 74, 14, 83, 14, 74, 14, 80, 14, 80, 14, 74, 14, 75, 14, 80, 14, 75, 14, 84, 14, 84, 14, 83, 14, 80, 14, 83, 14, 84, 14, 133, 7, 133, 7, 93, 14, 83, 14, 89, 14, 133, 7, 84, 14, 93, 14, 133, 7, 104, 14, 101, 14, 133, 7, 89, 14, 133, 7, 101, 14, 104, 14, 104, 14, 105, 14, 93, 14, 105, 14, 104, 14, 118, 14, 118, 14, 106, 14, 105, 14, 103, 14, 118, 14, 104, 14, 104, 14, 102, 14, 103, 14, 102, 14, 104, 14, 101, 14, 119, 14, 103, 14, 117, 14, 119, 14, 128, 14, 107, 14, 120, 14, 117, 14, 103, 14, 120, 14, 103, 14, 102, 14, 102, 14, 195, 7, 120, 14, 102, 14, 196, 7, 195, 7, 197, 7, 196, 7, 102, 14, 198, 7, 197, 7, 102, 14, 102, 14, 100, 14, 198, 7, 102, 14, 101, 14, 100, 14, 198, 7, 100, 14, 121, 14, 121, 14, 100, 14, 98, 14, 121, 14, 97, 14, 122, 14, 99, 14, 101, 14, 97, 14, 97, 14, 101, 14, 88, 14, 89, 14, 88, 14, 101, 14, 85, 14, 88, 14, 89, 14, 88, 14, 85, 14, 66, 7, 75, 14, 66, 7, 85, 14, 88, 14, 66, 7, 27, 7, 21, 7, 16, 7, 66, 7, 231, 6, 27, 7, 66, 7, 66, 7, 228, 6, 231, 6, 228, 6, 66, 7, 73, 14, 68, 14, 228, 6, 73, 14, 62, 14, 228, 6, 68, 14, 62, 14, 231, 6, 228, 6, 60, 14, 62, 14, 68, 14, 231, 6, 62, 14, 55, 14, 62, 14, 60, 14, 55, 14, 55, 14, 172, 6, 231, 6, 50, 14, 172, 6, 55, 14, 54, 14, 56, 14, 60, 14, 49, 14, 55, 14, 54, 14, 55, 14, 49, 14, 50, 14, 54, 14, 48, 14, 49, 14, 48, 14, 46, 14, 49, 14, 46, 14, 78, 6, 49, 14, 87, 6, 78, 6, 82, 6, 50, 14, 49, 14, 123, 6, 123, 6, 49, 14, 78, 6, 123, 6, 125, 6, 50, 14, 49, 6, 125, 6, 123, 6, 49, 6, 123, 6, 42, 14, 123, 6, 78, 6, 242, 5, 242, 5, 78, 6, 41, 14, 242, 5, 41, 14, 226, 5, 242, 5, 248, 5, 123, 6, 248, 5, 42, 14, 123, 6, 242, 5, 226, 5, 238, 5, 248, 5, 242, 5, 238, 5, 33, 6, 49, 6, 42, 14, 42, 14, 248, 5, 4, 6, 4, 6, 248, 5, 238, 5, 42, 14, 8, 6, 33, 6, 15, 6, 8, 6, 42, 14, 8, 6, 15, 6, 33, 6, 15, 6, 42, 14, 4, 6, 33, 6, 15, 6, 216, 7, 216, 7, 217, 7, 33, 6, 218, 7, 216, 7, 15, 6, 15, 6, 4, 6, 218, 7, 220, 7, 218, 7, 4, 6, 218, 7, 220, 7, 219, 7, 238, 5, 220, 7, 4, 6, 220, 7, 238, 5, 221, 7, 222, 7, 221, 7, 238, 5, 223, 7, 222, 7, 238, 5, 238, 5, 247, 7, 223, 7, 223, 7, 247, 7, 224, 7, 247, 7, 13, 10, 224, 7, 238, 5, 254, 7, 247, 7, 12, 8, 13, 10, 247, 7, 12, 8, 247, 7, 254, 7, 12, 10, 13, 10, 12, 8, 12, 8, 11, 10, 12, 10, 12, 8, 10, 10, 11, 10, 254, 7, 238, 5, 226, 5, 10, 10, 12, 8, 9, 10, 226, 5, 129, 14, 254, 7, 40, 14, 129, 14, 226, 5, 129, 14, 35, 14, 133, 14, 254, 7, 129, 14, 16, 8, 16, 8, 129, 14, 136, 14, 33, 8, 254, 7, 16, 8, 33, 8, 12, 8, 254, 7, 16, 8, 136, 14, 33, 8, 60, 8, 9, 10, 12, 8, 60, 8, 8, 10, 9, 10, 60, 8, 6, 10, 8, 10, 60, 8, 12, 8, 21, 8, 21, 8, 12, 8, 33, 8, 40, 8, 21, 8, 33, 8, 21, 8, 40, 8, 60, 8, 141, 14, 40, 8, 33, 8, 80, 8, 7, 10, 6, 10, 6, 10, 60, 8, 80, 8, 80, 8, 60, 8, 139, 14, 54, 8, 139, 14, 60, 8, 80, 8, 139, 14, 54, 8, 60, 8, 47, 8, 54, 8, 80, 8, 54, 8, 47, 8, 40, 8, 47, 8, 60, 8, 47, 8, 113, 8, 80, 8, 113, 8, 47, 8, 142, 14, 142, 14, 47, 8, 40, 8, 142, 14, 40, 8, 141, 14, 144, 14, 142, 14, 141, 14, 33, 8, 128, 8, 141, 14, 128, 8, 33, 8, 136, 14, 141, 14, 177, 8, 144, 14, 128, 8, 143, 14, 141, 14, 143, 14, 177, 8, 141, 14, 128, 8, 136, 14, 164, 8, 128, 8, 164, 8, 143, 14, 132, 14, 136, 14, 130, 14, 133, 8, 136, 14, 132, 14, 164, 8, 136, 14, 133, 8, 133, 8, 206, 8, 164, 8, 143, 14, 164, 8, 206, 8, 211, 8, 143, 14, 206, 8, 206, 8, 7, 9, 211, 8, 177, 8, 143, 14, 146, 14, 143, 14, 211, 8, 146, 14, 152, 14, 211, 8, 7, 9, 152, 14, 146, 14, 211, 8, 7, 9, 43, 9, 230, 8, 43, 9, 156, 14, 152, 14, 164, 14, 156, 14, 43, 9, 43, 9, 100, 9, 164, 14, 146, 14, 152, 14, 153, 14, 153, 14, 152, 14, 157, 14, 157, 14, 164, 14, 159, 14, 157, 14, 158, 14, 153, 14, 99, 9, 164, 14, 100, 9, 99, 9, 174, 14, 164, 14, 184, 14, 99, 9, 100, 9, 100, 9, 174, 9, 184, 14, 180, 9, 174, 14, 99, 9, 99, 9, 184, 14, 180, 9, 191, 14, 184, 14, 174, 9, 174, 9, 192, 14, 191, 14, 199, 14, 191, 14, 192, 14, 191, 14, 199, 14, 190, 14, 190, 14, 184, 14, 191, 14, 190, 14, 199, 14, 200, 14, 200, 14, 241, 9, 190, 14, 190, 14, 241, 9, 242, 9, 242, 9, 189, 14, 190, 14, 189, 14, 242, 9, 243, 9, 189, 14, 243, 9, 201, 14, 184, 14, 190, 14, 175, 14, 184, 14, 175, 14, 180, 9, 190, 14, 212, 9, 175, 14, 212, 9, 147, 9, 175, 14, 180, 9, 175, 14, 147, 9, 202, 14, 187, 14, 189, 14, 147, 9, 212, 9, 187, 14, 203, 14, 187, 14, 201, 14, 180, 14, 147, 9, 187, 14, 180, 14, 187, 14, 203, 14, 203, 14, 188, 14, 180, 14, 204, 14, 188, 14, 203, 14, 180, 14, 116, 9, 147, 9, 180, 9, 147, 9, 114, 9, 114, 9, 147, 9, 116, 9, 114, 9, 174, 14, 180, 9, 68, 9, 114, 9, 116, 9, 114, 9, 68, 9, 174, 14, 68, 9, 116, 9, 73, 9, 68, 9, 165, 14, 174, 14, 165, 14, 68, 9, 158, 14, 68, 9, 73, 9, 22, 9, 22, 9, 158, 14, 68, 9, 158, 14, 22, 9, 153, 14, 147, 14, 153, 14, 22, 9, 153, 14, 147, 14, 146, 14, 22, 9, 148, 14, 147, 14, 146, 14, 147, 14, 177, 8, 147, 14, 148, 14, 144, 14, 144, 14, 177, 8, 147, 14, 115, 14, 125, 14, 94, 14, 123, 14, 94, 14, 125, 14, 96, 14, 94, 14, 123, 14, 125, 14, 116, 14, 204, 7, 205, 7, 204, 7, 116, 14, 115, 14, 114, 14, 205, 7, 205, 7, 114, 14, 186, 7, 186, 7, 206, 7, 205, 7, 207, 7, 206, 7, 186, 7, 207, 7, 186, 7, 109, 14, 109, 14, 126, 14, 207, 7, 109, 14, 127, 14, 126, 14, 238, 9, 239, 9, 225, 9, 225, 9, 0, 10, 238, 9, 63, 10, 23, 10, 20, 10, 63, 10, 20, 10, 42, 10, 42, 10, 43, 10, 56, 10, 42, 10, 56, 10, 63, 10, 23, 10, 63, 10, 37, 10, 37, 10, 39, 10, 23, 10, 38, 10, 39, 10, 37, 10, 41, 10, 38, 10, 37, 10, 37, 10, 60, 10, 41, 10, 60, 10, 37, 10, 33, 10, 33, 10, 37, 10, 63, 10, 78, 10, 60, 10, 33, 10, 63, 10, 56, 10, 27, 10, 27, 10, 33, 10, 63, 10, 75, 10, 27, 10, 56, 10, 78, 10, 33, 10, 80, 10, 80, 10, 99, 10, 78, 10, 105, 10, 33, 10, 27, 10, 75, 10, 105, 10, 27, 10, 33, 10, 105, 10, 80, 10, 75, 10, 98, 10, 105, 10, 105, 10, 98, 10, 91, 10, 98, 10, 90, 10, 91, 10, 91, 10, 69, 10, 105, 10, 105, 10, 83, 10, 80, 10, 83, 10, 105, 10, 69, 10, 80, 10, 83, 10, 99, 10, 69, 10, 70, 10, 83, 10, 70, 10, 84, 10, 83, 10, 83, 10, 84, 10, 85, 10, 85, 10, 99, 10, 83, 10, 99, 10, 85, 10, 87, 10), 0.0562588, PackedByteArray(180, 11, 171, 11, 174, 11, 173, 11, 179, 11, 174, 11, 86, 11, 180, 11, 174, 11, 171, 11, 180, 11, 109, 11, 180, 11, 84, 11, 109, 11, 86, 11, 83, 11, 180, 11, 171, 11, 36, 0, 170, 11, 109, 11, 36, 0, 172, 11, 131, 11, 36, 0, 109, 11, 83, 11, 86, 11, 88, 11, 100, 11, 88, 11, 87, 11, 114, 11, 109, 11, 83, 11, 100, 11, 101, 11, 88, 11, 88, 11, 82, 0, 83, 11, 114, 11, 83, 11, 82, 0, 88, 11, 101, 11, 82, 0, 82, 0, 92, 11, 114, 11, 92, 11, 82, 0, 101, 11, 60, 1, 114, 11, 92, 11, 92, 11, 101, 11, 91, 11, 101, 11, 110, 0, 91, 11, 110, 0, 101, 11, 89, 11, 101, 11, 99, 11, 89, 11, 107, 11, 108, 11, 89, 11, 106, 11, 107, 11, 89, 11, 95, 11, 61, 1, 60, 1, 210, 2, 61, 1, 95, 11, 113, 11, 60, 1, 122, 11, 106, 11, 90, 11, 115, 11, 115, 11, 103, 11, 106, 11, 115, 11, 90, 11, 99, 11, 103, 11, 116, 11, 104, 11, 115, 11, 99, 11, 182, 11, 117, 11, 182, 11, 204, 2, 205, 11, 104, 11, 117, 11, 97, 11, 182, 11, 99, 11, 182, 11, 97, 11, 209, 2, 208, 11, 203, 0, 205, 11, 203, 0, 102, 11, 205, 11, 207, 11, 102, 11, 105, 11, 97, 11, 135, 11, 131, 2, 135, 11, 136, 11, 134, 11, 135, 11, 97, 11, 137, 11, 99, 11, 137, 11, 98, 11, 99, 11, 85, 11, 137, 11, 85, 11, 96, 11, 137, 11, 96, 11, 177, 11, 137, 11, 85, 11, 175, 11, 96, 11, 177, 11, 96, 11, 178, 11, 96, 11, 175, 11, 178, 11, 110, 11, 111, 11, 195, 2, 195, 2, 196, 2, 130, 2, 110, 11, 195, 2, 130, 2, 132, 11, 110, 11, 130, 2, 111, 11, 209, 11, 195, 2, 183, 11, 209, 11, 111, 11, 209, 11, 183, 11, 247, 0, 113, 11, 111, 11, 110, 11, 184, 11, 185, 11, 209, 11, 209, 11, 247, 0, 184, 11, 112, 11, 184, 11, 247, 0, 247, 0, 248, 0, 252, 0, 211, 11, 112, 11, 130, 11, 111, 11, 57, 1, 247, 0, 112, 11, 247, 0, 57, 1, 57, 1, 111, 11, 113, 11, 129, 11, 112, 11, 57, 1, 125, 11, 58, 1, 57, 1, 129, 11, 121, 11, 128, 11, 120, 11, 129, 11, 123, 11, 123, 11, 127, 11, 124, 11, 138, 11, 109, 11, 113, 11, 110, 11, 138, 11, 113, 11, 109, 11, 138, 11, 131, 11, 132, 11, 138, 11, 110, 11, 131, 11, 138, 11, 132, 11, 132, 11, 133, 11, 131, 11, 93, 11, 94, 11, 126, 11, 85, 1, 84, 1, 93, 1, 116, 2, 150, 1, 0, 2, 140, 11, 158, 11, 155, 11, 140, 11, 155, 11, 139, 11, 8, 2, 162, 1, 39, 2, 39, 2, 246, 1, 8, 2, 162, 11, 145, 11, 166, 11, 167, 11, 165, 11, 163, 11, 147, 11, 141, 11, 167, 11, 148, 11, 161, 11, 141, 11, 142, 11, 161, 11, 149, 11, 149, 11, 157, 11, 159, 11, 149, 11, 159, 11, 153, 11, 153, 11, 152, 11, 150, 11, 152, 11, 143, 11, 150, 11, 204, 1, 152, 11, 169, 11, 144, 11, 169, 11, 168, 11, 169, 11, 236, 1, 154, 11, 146, 11, 164, 11, 160, 11, 176, 11, 151, 11, 160, 11, 151, 11, 176, 11, 156, 11, 65, 2, 56, 2, 126, 2, 132, 2, 133, 2, 181, 11, 133, 2, 208, 2, 181, 11, 187, 11, 199, 11, 202, 11, 191, 11, 202, 11, 193, 11, 203, 11, 190, 11, 188, 11, 194, 11, 195, 11, 192, 11, 196, 11, 200, 11, 197, 11, 197, 11, 198, 11, 196, 11, 201, 11, 189, 11, 197, 11, 206, 11, 118, 11, 204, 11, 187, 2, 180, 2, 189, 2, 180, 2, 187, 2, 181, 2, 189, 2, 190, 2, 187, 2, 189, 2, 180, 2, 191, 2, 191, 2, 206, 2, 189, 2, 210, 11, 186, 11, 119, 11, 225, 11, 45, 12, 226, 11, 225, 11, 44, 12, 45, 12, 45, 12, 41, 12, 226, 11, 41, 12, 45, 12, 35, 12, 44, 4, 44, 12, 225, 11, 225, 11, 226, 11, 44, 4, 44, 4, 37, 4, 40, 4, 226, 11, 229, 11, 44, 4, 6, 12, 44, 4, 229, 11, 229, 11, 228, 11, 6, 12, 229, 11, 47, 12, 228, 11, 229, 11, 226, 11, 216, 11, 164, 5, 97, 3, 47, 12, 86, 5, 5, 12, 97, 3, 7, 12, 8, 12, 5, 12, 159, 5, 47, 12, 247, 11, 243, 11, 47, 12, 230, 11, 229, 11, 232, 11, 243, 11, 243, 11, 232, 11, 220, 11, 236, 11, 243, 11, 220, 11, 236, 11, 234, 11, 243, 11, 234, 11, 235, 11, 244, 11, 247, 11, 235, 11, 233, 11, 233, 11, 70, 12, 247, 11, 70, 12, 233, 11, 160, 3, 70, 12, 160, 3, 154, 5, 65, 3, 168, 3, 236, 11, 65, 3, 237, 11, 168, 3, 65, 3, 231, 11, 219, 11, 221, 11, 219, 11, 231, 11, 221, 11, 231, 11, 67, 3, 231, 11, 217, 11, 67, 3, 217, 11, 231, 11, 216, 11, 216, 11, 231, 11, 229, 11, 215, 11, 217, 11, 216, 11, 217, 11, 215, 11, 242, 11, 214, 11, 216, 11, 227, 11, 40, 12, 214, 11, 227, 11, 40, 12, 37, 12, 39, 12, 213, 11, 40, 12, 39, 12, 213, 11, 238, 11, 242, 11, 212, 11, 238, 11, 213, 11, 212, 11, 213, 11, 38, 12, 36, 12, 212, 11, 38, 12, 238, 11, 212, 11, 1, 12, 241, 11, 238, 11, 1, 12, 241, 11, 1, 12, 239, 11, 4, 12, 85, 5, 239, 11, 239, 11, 2, 12, 4, 12, 2, 12, 3, 12, 4, 12, 239, 11, 73, 12, 241, 11, 239, 11, 151, 5, 73, 12, 249, 11, 241, 11, 73, 12, 249, 11, 254, 11, 248, 11, 253, 11, 0, 12, 248, 11, 249, 11, 208, 3, 253, 11, 218, 11, 241, 11, 251, 11, 241, 11, 249, 11, 251, 11, 249, 11, 250, 11, 251, 11, 251, 11, 223, 11, 217, 11, 249, 11, 204, 3, 208, 3, 68, 3, 251, 11, 15, 4, 15, 4, 16, 4, 68, 3, 68, 3, 16, 4, 169, 5, 204, 3, 49, 12, 208, 3, 204, 3, 249, 11, 207, 3, 73, 12, 207, 3, 249, 11, 207, 3, 203, 3, 204, 3, 73, 12, 156, 5, 207, 3, 49, 12, 204, 3, 156, 5, 156, 5, 50, 12, 49, 12, 204, 3, 48, 12, 156, 5, 207, 3, 156, 5, 48, 12, 252, 11, 224, 11, 222, 11, 26, 4, 31, 4, 245, 2, 210, 4, 117, 4, 247, 4, 117, 4, 199, 4, 250, 4, 199, 4, 117, 4, 218, 4, 26, 12, 247, 4, 20, 12, 247, 4, 71, 5, 20, 12, 25, 12, 218, 4, 9, 12, 218, 4, 25, 12, 23, 12, 23, 12, 25, 12, 19, 12, 19, 12, 21, 12, 23, 12, 12, 12, 21, 12, 19, 12, 19, 12, 18, 12, 11, 12, 11, 12, 18, 12, 16, 12, 18, 12, 30, 12, 16, 12, 14, 12, 31, 12, 32, 12, 31, 12, 14, 12, 28, 12, 15, 12, 32, 12, 33, 12, 33, 12, 10, 12, 15, 12, 34, 12, 13, 12, 33, 12, 34, 12, 22, 12, 10, 12, 22, 12, 34, 12, 24, 12, 29, 12, 17, 12, 27, 12, 42, 12, 27, 12, 17, 12, 177, 4, 181, 4, 43, 12, 46, 12, 88, 5, 89, 5, 46, 12, 163, 5, 88, 5, 52, 12, 55, 12, 57, 12, 58, 12, 66, 12, 53, 12, 56, 12, 60, 12, 59, 12, 59, 12, 69, 12, 68, 12, 64, 12, 54, 12, 68, 12, 61, 12, 63, 12, 64, 12, 65, 12, 67, 12, 62, 12, 72, 12, 245, 11, 71, 12, 142, 5, 135, 5, 144, 5, 136, 5, 144, 5, 135, 5, 144, 5, 145, 5, 142, 5, 146, 5, 135, 5, 142, 5, 142, 5, 161, 5, 146, 5, 246, 11, 51, 12, 74, 12, 255, 11, 240, 11, 75, 12, 167, 5, 168, 5, 166, 5, 32, 6, 83, 12, 48, 6, 91, 12, 48, 6, 83, 12, 32, 6, 215, 7, 214, 7, 32, 6, 214, 7, 213, 7, 32, 6, 213, 7, 211, 7, 211, 7, 83, 12, 32, 6, 83, 12, 211, 7, 212, 7, 83, 12, 92, 12, 91, 12, 102, 12, 91, 12, 92, 12, 102, 12, 101, 12, 91, 12, 107, 12, 101, 12, 102, 12, 102, 12, 110, 12, 108, 12, 108, 12, 110, 12, 112, 12, 107, 12, 112, 12, 131, 12, 131, 12, 115, 12, 107, 12, 112, 12, 128, 12, 132, 12, 212, 7, 225, 7, 1, 10, 212, 7, 1, 10, 152, 12, 1, 10, 2, 10, 152, 12, 2, 10, 3, 10, 152, 12, 152, 12, 84, 12, 212, 7, 152, 12, 3, 10, 4, 10, 4, 10, 5, 10, 78, 8, 4, 10, 78, 8, 152, 12, 78, 8, 161, 12, 152, 12, 76, 12, 84, 12, 152, 12, 161, 12, 153, 12, 152, 12, 152, 12, 153, 12, 76, 12, 80, 12, 76, 12, 153, 12, 76, 12, 86, 12, 84, 12, 86, 12, 92, 12, 84, 12, 161, 12, 164, 12, 153, 12, 164, 12, 161, 12, 187, 8, 164, 12, 168, 12, 153, 12, 175, 12, 164, 12, 187, 8, 164, 12, 175, 12, 176, 12, 176, 12, 168, 12, 164, 12, 175, 12, 185, 12, 176, 12, 185, 12, 187, 12, 176, 12, 197, 12, 187, 12, 185, 12, 197, 12, 194, 12, 187, 12, 197, 12, 198, 12, 194, 12, 207, 12, 199, 12, 197, 12, 198, 12, 207, 12, 201, 12, 216, 12, 201, 12, 207, 12, 188, 12, 176, 12, 186, 12, 190, 12, 186, 12, 193, 12, 193, 12, 198, 12, 196, 12, 198, 12, 200, 12, 196, 12, 188, 12, 193, 12, 195, 12, 188, 12, 195, 12, 101, 9, 200, 12, 203, 12, 195, 12, 101, 9, 195, 12, 203, 12, 203, 12, 200, 12, 228, 12, 228, 12, 231, 12, 203, 12, 203, 12, 231, 12, 215, 12, 101, 9, 6, 9, 189, 12, 188, 12, 6, 9, 177, 12, 168, 12, 177, 12, 6, 9, 6, 9, 170, 12, 169, 12, 170, 12, 154, 12, 168, 12, 154, 12, 170, 12, 157, 12, 157, 12, 81, 12, 154, 12, 223, 7, 222, 7, 238, 5, 222, 7, 221, 7, 238, 5, 238, 5, 224, 7, 223, 7, 220, 7, 238, 5, 221, 7, 218, 7, 220, 7, 219, 7, 15, 6, 220, 7, 218, 7, 218, 7, 216, 7, 15, 6, 33, 6, 15, 6, 216, 7, 216, 7, 217, 7, 33, 6, 85, 12, 15, 6, 33, 6, 15, 6, 85, 12, 220, 7, 85, 12, 238, 5, 220, 7, 238, 5, 85, 12, 88, 12, 85, 12, 90, 12, 88, 12, 88, 12, 90, 12, 100, 12, 100, 12, 95, 12, 88, 12, 95, 12, 100, 12, 99, 12, 99, 12, 100, 12, 104, 12, 100, 12, 50, 7, 104, 12, 100, 12, 106, 12, 50, 7, 50, 7, 106, 12, 119, 12, 117, 12, 119, 12, 106, 12, 122, 12, 117, 12, 138, 12, 137, 12, 117, 12, 139, 12, 139, 12, 118, 12, 140, 12, 137, 12, 197, 7, 121, 12, 197, 7, 196, 7, 121, 12, 121, 12, 196, 7, 195, 7, 121, 12, 195, 7, 194, 7, 194, 7, 123, 12, 121, 12, 194, 7, 134, 12, 123, 12, 135, 12, 123, 12, 134, 12, 124, 12, 123, 12, 135, 12, 123, 12, 124, 12, 114, 12, 136, 12, 148, 12, 124, 12, 114, 12, 111, 12, 120, 12, 111, 12, 114, 12, 105, 12, 105, 12, 114, 12, 97, 12, 97, 12, 98, 12, 105, 12, 94, 12, 98, 12, 97, 12, 94, 12, 97, 12, 158, 6, 158, 6, 87, 12, 94, 12, 94, 12, 87, 12, 89, 12, 158, 6, 82, 12, 87, 12, 89, 12, 87, 12, 82, 12, 158, 6, 78, 12, 82, 12, 89, 12, 82, 12, 238, 5, 82, 12, 78, 12, 149, 12, 82, 12, 149, 12, 238, 5, 238, 5, 149, 12, 254, 7, 224, 7, 238, 5, 254, 7, 254, 7, 13, 10, 224, 7, 12, 10, 13, 10, 254, 7, 254, 7, 11, 10, 12, 10, 254, 7, 10, 10, 11, 10, 254, 7, 149, 12, 158, 12, 10, 10, 254, 7, 9, 10, 60, 8, 9, 10, 254, 7, 60, 8, 8, 10, 9, 10, 60, 8, 254, 7, 159, 12, 60, 8, 6, 10, 8, 10, 159, 12, 162, 12, 60, 8, 80, 8, 7, 10, 6, 10, 6, 10, 160, 12, 80, 8, 80, 8, 160, 12, 162, 12, 159, 12, 165, 12, 162, 12, 167, 12, 162, 12, 165, 12, 159, 12, 163, 12, 165, 12, 167, 12, 165, 12, 173, 12, 173, 12, 174, 12, 167, 12, 184, 12, 174, 12, 173, 12, 163, 12, 158, 12, 155, 12, 158, 12, 150, 12, 155, 12, 163, 12, 155, 12, 171, 12, 166, 12, 163, 12, 171, 12, 178, 12, 166, 12, 171, 12, 166, 12, 178, 12, 172, 12, 172, 12, 178, 12, 183, 12, 192, 12, 181, 12, 178, 12, 178, 12, 100, 9, 192, 12, 100, 9, 174, 9, 209, 12, 174, 9, 214, 12, 209, 12, 219, 12, 209, 12, 214, 12, 209, 12, 219, 12, 220, 12, 209, 12, 191, 12, 100, 9, 191, 12, 209, 12, 180, 9, 209, 12, 211, 12, 180, 9, 205, 12, 180, 9, 211, 12, 180, 9, 114, 9, 191, 12, 205, 12, 116, 9, 204, 12, 114, 9, 204, 12, 116, 9, 182, 12, 114, 9, 116, 9, 182, 12, 191, 12, 114, 9, 182, 12, 116, 9, 184, 12, 180, 12, 191, 12, 182, 12, 182, 12, 184, 12, 179, 12, 180, 12, 182, 12, 179, 12, 220, 12, 241, 9, 210, 12, 210, 12, 241, 9, 221, 12, 221, 12, 213, 12, 210, 12, 213, 12, 221, 12, 243, 9, 212, 12, 243, 9, 244, 9, 245, 9, 212, 12, 244, 9, 206, 12, 212, 12, 222, 12, 223, 12, 206, 12, 222, 12, 86, 12, 203, 5, 156, 6, 86, 12, 77, 12, 203, 5, 86, 12, 156, 6, 96, 12, 96, 12, 93, 12, 86, 12, 96, 12, 103, 12, 93, 12, 103, 12, 96, 12, 109, 12, 109, 12, 96, 12, 126, 7, 126, 7, 113, 12, 109, 12, 113, 12, 126, 7, 125, 12, 125, 12, 129, 12, 113, 12, 128, 7, 167, 7, 173, 7, 133, 12, 144, 12, 116, 12, 142, 12, 116, 12, 145, 12, 141, 12, 143, 12, 116, 12, 203, 7, 133, 12, 204, 7, 205, 7, 204, 7, 133, 12, 133, 12, 130, 12, 205, 7, 130, 12, 206, 7, 205, 7, 207, 7, 206, 7, 130, 12, 207, 7, 130, 12, 127, 12, 126, 12, 146, 12, 207, 7, 126, 12, 147, 12, 146, 12, 202, 12, 217, 12, 229, 12, 251, 9, 230, 12, 217, 12, 218, 12, 227, 12, 251, 9, 227, 12, 218, 12, 208, 12, 208, 12, 226, 12, 227, 12, 225, 12, 226, 12, 208, 12, 208, 12, 224, 12, 225, 12, 253, 9, 254, 9, 228, 9, 254, 9, 255, 9, 228, 9, 238, 9, 239, 9, 225, 9, 225, 9, 0, 10, 238, 9, 151, 12, 79, 12, 156, 12, 56, 10, 23, 10, 20, 10, 56, 10, 39, 10, 23, 10, 56, 10, 20, 10, 42, 10, 42, 10, 43, 10, 56, 10, 38, 10, 39, 10, 56, 10, 41, 10, 38, 10, 56, 10, 56, 10, 60, 10, 41, 10, 105, 10, 60, 10, 56, 10, 98, 10, 105, 10, 56, 10, 98, 10, 90, 10, 91, 10, 105, 10, 98, 10, 91, 10, 91, 10, 69, 10, 105, 10, 69, 10, 70, 10, 105, 10, 99, 10, 60, 10, 105, 10, 99, 10, 105, 10, 70, 10, 232, 12, 233, 12, 99, 10, 99, 10, 85, 10, 87, 10, 99, 10, 84, 10, 85, 10), 0.164844, PackedByteArray(111, 10, 118, 10, 109, 10, 118, 10, 111, 10, 112, 10, 113, 10, 118, 10, 112, 10, 127, 10, 128, 10, 109, 10, 211, 0, 127, 10, 109, 10, 211, 0, 109, 10, 124, 10, 124, 10, 132, 10, 125, 10, 124, 10, 110, 10, 119, 10, 119, 10, 53, 1, 124, 10, 173, 10, 125, 10, 53, 1, 53, 1, 119, 10, 152, 2, 53, 1, 152, 2, 204, 2, 199, 2, 203, 0, 173, 10, 203, 0, 123, 10, 173, 10, 175, 10, 123, 10, 126, 10, 152, 2, 142, 0, 209, 2, 142, 0, 146, 10, 131, 2, 57, 1, 130, 2, 142, 0, 195, 2, 196, 2, 130, 2, 142, 0, 36, 0, 84, 1, 84, 1, 36, 0, 83, 1, 147, 10, 252, 0, 195, 2, 134, 10, 252, 0, 147, 10, 252, 0, 201, 2, 195, 2, 151, 10, 201, 2, 252, 0, 201, 2, 151, 10, 247, 0, 247, 0, 248, 0, 252, 0, 252, 0, 134, 10, 247, 0, 201, 2, 247, 0, 166, 2, 166, 2, 152, 10, 201, 2, 129, 10, 166, 2, 247, 0, 129, 10, 247, 0, 134, 10, 177, 10, 129, 10, 143, 10, 142, 10, 129, 10, 134, 10, 133, 10, 142, 10, 134, 10, 142, 10, 133, 10, 141, 10, 137, 10, 58, 1, 134, 10, 121, 10, 138, 10, 134, 10, 138, 10, 122, 10, 114, 10, 117, 10, 61, 1, 138, 10, 210, 2, 61, 1, 117, 10, 148, 10, 107, 10, 120, 10, 115, 10, 116, 10, 139, 10, 135, 10, 140, 10, 136, 10, 144, 10, 145, 10, 108, 10, 144, 10, 108, 10, 149, 10, 132, 2, 133, 2, 150, 10, 133, 2, 208, 2, 150, 10, 154, 10, 167, 10, 170, 10, 158, 10, 170, 10, 160, 10, 171, 10, 157, 10, 155, 10, 161, 10, 162, 10, 159, 10, 163, 10, 168, 10, 165, 10, 169, 10, 156, 10, 165, 10, 165, 10, 166, 10, 164, 10, 174, 10, 130, 10, 172, 10, 187, 2, 180, 2, 189, 2, 180, 2, 187, 2, 181, 2, 189, 2, 190, 2, 187, 2, 189, 2, 180, 2, 191, 2, 191, 2, 206, 2, 189, 2, 176, 10, 153, 10, 131, 10, 178, 10, 184, 10, 220, 10, 183, 10, 190, 10, 184, 10, 183, 10, 180, 10, 190, 10, 189, 10, 220, 10, 185, 10, 180, 10, 181, 10, 189, 10, 181, 10, 196, 10, 168, 3, 181, 10, 168, 3, 195, 10, 217, 10, 220, 10, 191, 10, 219, 10, 221, 10, 217, 10, 86, 5, 218, 10, 191, 10, 164, 5, 191, 10, 105, 5, 105, 5, 191, 10, 200, 10, 159, 5, 105, 5, 203, 10, 200, 10, 182, 10, 195, 10, 189, 10, 182, 10, 200, 10, 195, 10, 193, 10, 200, 10, 193, 10, 194, 10, 201, 10, 201, 10, 234, 10, 3, 11, 204, 10, 194, 10, 192, 10, 192, 10, 253, 10, 203, 10, 253, 10, 192, 10, 160, 3, 253, 10, 160, 3, 154, 5, 207, 3, 203, 3, 204, 3, 204, 3, 206, 10, 207, 3, 206, 10, 212, 10, 205, 10, 211, 10, 18, 4, 205, 10, 206, 10, 199, 10, 211, 10, 206, 10, 204, 3, 199, 10, 213, 10, 199, 10, 4, 11, 204, 3, 121, 5, 199, 10, 121, 5, 204, 3, 2, 11, 2, 11, 233, 10, 121, 5, 204, 3, 232, 10, 2, 11, 207, 3, 2, 11, 232, 10, 0, 11, 2, 11, 207, 3, 0, 11, 207, 3, 206, 10, 184, 3, 151, 5, 0, 11, 216, 10, 85, 5, 184, 3, 206, 10, 245, 2, 0, 11, 245, 2, 206, 10, 208, 10, 206, 10, 207, 10, 208, 10, 198, 10, 245, 2, 215, 10, 245, 2, 214, 10, 215, 10, 68, 3, 208, 10, 15, 4, 15, 4, 16, 4, 68, 3, 68, 3, 16, 4, 169, 5, 197, 10, 1, 11, 179, 10, 187, 10, 179, 10, 210, 10, 209, 10, 188, 10, 186, 10, 169, 4, 240, 4, 250, 4, 169, 4, 177, 4, 226, 10, 222, 10, 226, 10, 228, 10, 229, 10, 224, 10, 223, 10, 227, 10, 225, 10, 230, 10, 231, 10, 88, 5, 89, 5, 231, 10, 163, 5, 88, 5, 235, 10, 238, 10, 251, 10, 252, 10, 249, 10, 236, 10, 241, 10, 252, 10, 239, 10, 247, 10, 249, 10, 245, 10, 244, 10, 246, 10, 247, 10, 240, 10, 243, 10, 242, 10, 255, 10, 202, 10, 254, 10, 142, 5, 135, 5, 144, 5, 136, 5, 144, 5, 135, 5, 144, 5, 145, 5, 142, 5, 146, 5, 135, 5, 142, 5, 142, 5, 161, 5, 146, 5, 248, 10, 237, 10, 250, 10, 167, 5, 168, 5, 166, 5, 43, 11, 42, 11, 44, 11, 42, 11, 221, 7, 44, 11, 44, 11, 224, 7, 43, 11, 44, 11, 80, 11, 224, 7, 12, 10, 80, 11, 44, 11, 44, 11, 11, 10, 12, 10, 44, 11, 10, 10, 11, 10, 10, 10, 44, 11, 9, 10, 220, 7, 44, 11, 221, 7, 79, 11, 9, 10, 44, 11, 44, 11, 50, 11, 79, 11, 44, 11, 61, 11, 50, 11, 6, 10, 79, 11, 49, 11, 49, 11, 7, 10, 6, 10, 63, 11, 49, 11, 61, 11, 49, 11, 63, 11, 64, 11, 49, 11, 64, 11, 65, 11, 66, 11, 49, 11, 65, 11, 67, 11, 49, 11, 66, 11, 218, 7, 220, 7, 219, 7, 5, 11, 220, 7, 218, 7, 218, 7, 216, 7, 5, 11, 216, 7, 217, 7, 5, 11, 220, 7, 6, 11, 10, 11, 6, 11, 14, 11, 10, 11, 25, 11, 10, 11, 14, 11, 24, 11, 23, 11, 10, 11, 23, 11, 22, 11, 10, 11, 24, 11, 12, 11, 26, 11, 26, 11, 98, 7, 27, 11, 11, 11, 22, 11, 21, 11, 11, 11, 21, 11, 20, 11, 20, 11, 18, 11, 11, 11, 19, 11, 11, 11, 18, 11, 19, 11, 35, 11, 11, 11, 45, 11, 41, 11, 11, 11, 7, 11, 39, 11, 36, 11, 7, 11, 40, 11, 39, 11, 7, 11, 215, 7, 40, 11, 36, 11, 37, 11, 7, 11, 9, 11, 7, 11, 37, 11, 9, 11, 13, 11, 7, 11, 9, 11, 31, 11, 13, 11, 16, 11, 13, 11, 31, 11, 37, 11, 225, 7, 77, 11, 51, 11, 37, 11, 77, 11, 77, 11, 78, 11, 51, 11, 78, 11, 3, 10, 51, 11, 51, 11, 3, 10, 4, 10, 4, 10, 5, 10, 51, 11, 48, 11, 37, 11, 52, 11, 56, 11, 48, 11, 52, 11, 72, 11, 56, 11, 51, 11, 51, 11, 71, 11, 73, 11, 51, 11, 70, 11, 71, 11, 69, 11, 70, 11, 219, 8, 219, 8, 68, 11, 69, 11, 8, 11, 38, 11, 47, 11, 8, 11, 34, 11, 33, 11, 8, 11, 33, 11, 32, 11, 15, 11, 30, 11, 97, 7, 28, 11, 97, 7, 30, 11, 28, 11, 29, 11, 97, 7, 203, 7, 17, 11, 204, 7, 205, 7, 204, 7, 17, 11, 17, 11, 207, 7, 205, 7, 207, 7, 206, 7, 205, 7, 46, 11, 60, 11, 62, 11, 60, 11, 46, 11, 53, 11, 57, 11, 75, 11, 54, 11, 57, 11, 74, 11, 76, 11, 251, 9, 74, 11, 59, 11, 76, 11, 254, 9, 228, 9, 254, 9, 255, 9, 228, 9, 55, 11, 251, 7, 58, 11, 240, 9, 241, 9, 242, 9, 238, 9, 239, 9, 225, 9, 225, 9, 0, 10, 238, 9, 56, 10, 23, 10, 20, 10, 56, 10, 20, 10, 42, 10, 42, 10, 43, 10, 56, 10, 23, 10, 56, 10, 60, 10, 60, 10, 39, 10, 23, 10, 38, 10, 39, 10, 60, 10, 41, 10, 38, 10, 60, 10, 98, 10, 60, 10, 56, 10, 99, 10, 60, 10, 98, 10, 99, 10, 85, 10, 87, 10, 85, 10, 99, 10, 98, 10, 98, 10, 84, 10, 85, 10, 81, 11, 82, 11, 98, 10, 69, 10, 70, 10, 98, 10, 91, 10, 69, 10, 98, 10, 98, 10, 90, 10, 91, 10)], +"material": ExtResource("3_8q3ug"), +"name": "Ch35_body1", +"primitive": 3, +"skin_data": PackedByteArray(57, 0, 58, 0, 56, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 250, 231, 164, 23, 95, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 57, 0, 58, 0, 56, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 181, 234, 239, 20, 89, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 58, 0, 57, 0, 56, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 127, 132, 86, 121, 41, 2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 58, 0, 57, 0, 56, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 28, 135, 57, 119, 168, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 57, 0, 58, 0, 56, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 36, 234, 116, 21, 102, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 58, 0, 57, 0, 56, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 192, 128, 218, 124, 100, 2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 57, 0, 58, 0, 56, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 18, 231, 153, 24, 82, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 58, 0, 57, 0, 56, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 44, 137, 227, 117, 239, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 57, 0, 58, 0, 56, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 48, 228, 123, 27, 83, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 58, 0, 57, 0, 56, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 49, 164, 8, 91, 197, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 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247, 164, 74, 49, 79, 6, 92, 40, 247, 164, 223, 21, 75, 13, 92, 40, 247, 164, 13, 196, 9, 20, 13, 60, 118, 148, 84, 89, 238, 2, 13, 60, 118, 148, 237, 251, 248, 45, 13, 60, 118, 148, 106, 97, 129, 7, 73, 42, 137, 161, 19, 185, 16, 0, 73, 42, 137, 161, 230, 88, 219, 9, 20, 170, 53, 144, 70, 242, 193, 30, 20, 170, 53, 144, 48, 246, 208, 45, 0, 66, 11, 143, 96, 249, 135, 3, 23, 103, 232, 168, 81, 90, 8, 9, 23, 103, 232, 168, 145, 24, 12, 231, 140, 59, 227, 192, 13, 14, 103, 238, 99, 50, 102, 183, 83, 40, 196, 14, 99, 50, 102, 183, 59, 0, 100, 229, 99, 50, 102, 183, 43, 92, 100, 12, 19, 42, 215, 179, 127, 43, 202, 20, 19, 42, 215, 179, 215, 95, 202, 13, 2, 34, 15, 171, 254, 241, 231, 1, 136, 46, 28, 160, 41, 94, 110, 8, 83, 26, 51, 240, 219, 242, 24, 7, 42, 16, 98, 221, 65, 98, 247, 7, 42, 16, 98, 221, 2, 247, 21, 15, 181, 48, 110, 224, 149, 227, 56, 249, 5, 31, 197, 183, 93, 231, 23, 221, 5, 31, 197, 183, 142, 26, 151, 236, 158, 29, 153, 181, 152, 65, 137, 9, 252, 21, 27, 195, 67, 63, 59, 84, 154, 151, 57, 152, 62, 88, 216, 38, 250, 243, 208, 184, 91, 146, 17, 15, 250, 243, 208, 184, 157, 108, 237, 45, 144, 253, 255, 188, 31, 162, 104, 47, 144, 253, 255, 188, 96, 84, 56, 76, 172, 192, 193, 170, 172, 66, 142, 47, 114, 20, 52, 197, 221, 184, 111, 45, 114, 20, 52, 197, 228, 175, 6, 24, 114, 20, 52, 197, 198, 33, 183, 71, 153, 106, 56, 221, 87, 41, 214, 44, 108, 78, 230, 210, 255, 68, 186, 26, 46, 30, 180, 198, 239, 184, 64, 24, 46, 30, 180, 198, 14, 195, 190, 188, 46, 235, 244, 145, 80, 25, 18, 38, 152, 52, 209, 199, 194, 2, 186, 59, 193, 58, 117, 197, 145, 86, 39, 100, 119, 196, 29, 174, 78, 14, 72, 45, 112, 54, 66, 197, 14, 147, 128, 115, 200, 222, 91, 169, 57, 154, 99, 132, 123, 220, 151, 173, 247, 254, 125, 92, 186, 14, 113, 254, 182, 133, 223, 94, 138, 231, 162, 164, 136, 85, 58, 103, 175, 204, 233, 174, 1, 149, 210, 100, 68, 232, 61, 163, 97, 198, 228, 131, 27, 231, 174, 145, 40, 228, 5, 216, 6, 10, 116, 213, 106, 17, 132, 246, 222, 11, 37, 192, 40, 24, 231, 216, 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43, 91, 149, 143, 183, 174, 78, 183, 43, 254, 147, 155, 183, 230, 52, 192, 73, 188, 120, 221, 187, 225, 51, 105, 66, 75, 116, 229, 179, 135, 150, 35, 4, 196, 11, 172, 225, 41, 107, 198, 15, 111, 21, 166, 245) +}] +blend_shape_mode = 0 + +[sub_resource type="Skin" id="Skin_auibc"] +resource_name = "Skin" +bind_count = 65 +bind/0/name = &"mixamorig_Hips" +bind/0/bone = -1 +bind/0/pose = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 0, -1.00933, -0.0320688) +bind/1/name = &"mixamorig_Spine" +bind/1/bone = -1 +bind/1/pose = Transform3D(1, 0, 0, 0, 0.992331, -0.123608, 0, 0.123608, 0.992331, 0, -1.09301, -0.156584) +bind/2/name = &"mixamorig_Spine1" +bind/2/bone = -1 +bind/2/pose = Transform3D(1, 0, 0, 0, 0.992331, -0.123608, 0, 0.123608, 0.992331, 0, -1.2043, -0.156584) +bind/3/name = &"mixamorig_Spine2" +bind/3/bone = -1 +bind/3/pose = Transform3D(1, 0, 0, 0, 0.992331, -0.123608, 0, 0.123608, 0.992331, 0, -1.33148, -0.156584) +bind/4/name = &"mixamorig_Neck" +bind/4/bone = -1 +bind/4/pose = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 0, -1.48261, 0.0268845) +bind/5/name = &"mixamorig_Head" +bind/5/bone = -1 +bind/5/pose = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 0, -1.53202, 0.00188473) +bind/6/name = &"mixamorig_HeadTop_End" +bind/6/bone = -1 +bind/6/pose = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 0, -1.7584, -0.112661) +bind/7/name = &"mixamorig_LeftShoulder" +bind/7/bone = -1 +bind/7/pose = Transform3D(-0.0341898, -0.123664, -0.991735, 0.967482, -0.252932, -0.00181442, -0.250617, -0.959548, 0.12829, 0.156664, 0.301729, 1.42594) +bind/8/name = &"mixamorig_LeftArm" +bind/8/bone = -1 +bind/8/pose = Transform3D(-0.0568639, -0.1177, -0.99142, 0.997839, -0.0394384, -0.05255, -0.0329149, -0.992266, 0.119688, 0.152986, -0.157436, 1.42608) +bind/9/name = &"mixamorig_LeftForeArm" +bind/9/bone = -1 +bind/9/pose = Transform3D(0.0217482, -0.120436, -0.992483, 0.999752, 0.00741981, 0.0210072, 0.00483402, -0.992693, 0.120567, 0.123913, -0.428311, 1.41091) +bind/10/name = &"mixamorig_LeftHand" +bind/10/bone = -1 +bind/10/pose = Transform3D(0.0668715, 0.0516227, -0.996425, 0.997076, -0.0404637, 0.0648189, -0.036973, -0.997847, -0.0541777, -0.151738, -0.627137, 1.44135) +bind/11/name = &"mixamorig_LeftHandThumb1" +bind/11/bone = -1 +bind/11/pose = Transform3D(0.566683, 0.0237195, -0.823594, 0.771624, -0.365773, 0.52039, -0.288905, -0.930402, -0.22558, -0.443745, -0.0435444, 1.51349) +bind/12/name = &"mixamorig_LeftHandThumb2" +bind/12/bone = -1 +bind/12/pose = Transform3D(0.566683, 0.0237195, -0.823594, 0.719029, -0.502333, 0.480269, -0.402327, -0.864349, -0.301719, -0.43816, 0.147485, 1.50854) +bind/13/name = &"mixamorig_LeftHandThumb3" +bind/13/bone = -1 +bind/13/pose = Transform3D(0.566683, 0.0237195, -0.823594, 0.785548, -0.31711, 0.531372, -0.248566, -0.948092, -0.198334, -0.43854, -0.191937, 1.50074) +bind/14/name = &"mixamorig_LeftHandThumb4" +bind/14/bone = -1 +bind/14/pose = Transform3D(0.566683, 0.0237195, -0.823594, 0.785548, -0.31711, 0.531372, -0.248566, -0.948092, -0.198334, -0.443745, -0.21564, 1.50074) +bind/15/name = &"mixamorig_LeftHandIndex1" +bind/15/bone = -1 +bind/15/pose = Transform3D(0.173752, 0.0469699, -0.983669, 0.959833, -0.231523, 0.158486, -0.220298, -0.971695, -0.0853108, -0.194349, -0.437035, 1.55134) +bind/16/name = &"mixamorig_LeftHandIndex2" +bind/16/bone = -1 +bind/16/pose = Transform3D(0.173752, 0.0469699, -0.983669, 0.959994, -0.23081, 0.158549, -0.219594, -0.971864, -0.0851945, -0.19437, -0.469748, 1.551) +bind/17/name = &"mixamorig_LeftHandIndex3" +bind/17/bone = -1 +bind/17/pose = Transform3D(0.173752, 0.0469699, -0.983669, 0.945282, -0.288038, 0.153217, -0.276137, -0.956466, -0.0944468, -0.194392, -0.407161, 1.57792) +bind/18/name = &"mixamorig_LeftHandIndex4" +bind/18/bone = -1 +bind/18/pose = Transform3D(0.173752, 0.0469699, -0.983669, 0.945282, -0.288038, 0.153217, -0.276137, -0.956466, -0.0944468, -0.194349, -0.433253, 1.57792) +bind/19/name = &"mixamorig_LeftHandMiddle1" +bind/19/bone = -1 +bind/19/pose = Transform3D(0.0389322, 0.0527353, -0.997849, 0.989263, -0.142807, 0.03105, -0.140862, -0.988345, -0.0577289, -0.118884, -0.587901, 1.51401) +bind/20/name = &"mixamorig_LeftHandMiddle2" +bind/20/bone = -1 +bind/20/pose = Transform3D(0.0389322, 0.0527353, -0.997849, 0.963727, -0.265851, 0.0235509, -0.264037, -0.962571, -0.0611725, -0.118922, -0.425223, 1.57996) +bind/21/name = &"mixamorig_LeftHandMiddle3" +bind/21/bone = -1 +bind/21/pose = Transform3D(0.0389322, 0.0527353, -0.997849, 0.938505, -0.344776, 0.0183957, -0.343064, -0.937202, -0.0629152, -0.118915, -0.324428, 1.61243) +bind/22/name = &"mixamorig_LeftHandMiddle4" +bind/22/bone = -1 +bind/22/pose = Transform3D(0.0389322, 0.0527353, -0.997849, 0.938505, -0.344776, 0.0183957, -0.343064, -0.937202, -0.0629152, -0.118884, -0.351417, 1.61243) +bind/23/name = &"mixamorig_LeftHandRing1" +bind/23/bone = -1 +bind/23/pose = Transform3D(0.0249696, 0.0532753, -0.998268, 0.976112, -0.216889, 0.0128405, -0.215829, -0.974742, -0.0574183, -0.133175, -0.473294, 1.55415) +bind/24/name = &"mixamorig_LeftHandRing2" +bind/24/bone = -1 +bind/24/pose = Transform3D(0.0249696, 0.0532753, -0.998268, 0.952451, -0.304597, 0.00756789, -0.303666, -0.95099, -0.0583478, -0.133181, -0.35746, 1.59324) +bind/25/name = &"mixamorig_LeftHandRing3" +bind/25/bone = -1 +bind/25/pose = Transform3D(0.0249696, 0.0532753, -0.998268, 0.98095, -0.193741, 0.0141969, -0.192649, -0.979605, -0.0570981, -0.133165, -0.564631, 1.53872) +bind/26/name = &"mixamorig_LeftHandRing4" +bind/26/bone = -1 +bind/26/pose = Transform3D(0.0249696, 0.0532753, -0.998268, 0.98095, -0.193741, 0.0141969, -0.192649, -0.979605, -0.0570981, -0.133175, -0.587889, 1.53872) +bind/27/name = &"mixamorig_LeftHandPinky1" +bind/27/bone = -1 +bind/27/pose = Transform3D(0.0583534, 0.0519664, -0.996943, 0.96207, -0.269509, 0.0422639, -0.266488, -0.961595, -0.0657221, -0.18087, -0.386614, 1.57462) +bind/28/name = &"mixamorig_LeftHandPinky2" +bind/28/bone = -1 +bind/28/pose = Transform3D(0.0583534, 0.0519664, -0.996943, 0.917667, -0.395972, 0.0330728, -0.393043, -0.916791, -0.0707942, -0.180891, -0.194516, 1.61527) +bind/29/name = &"mixamorig_LeftHandPinky3" +bind/29/bone = -1 +bind/29/pose = Transform3D(0.0583534, 0.0519664, -0.996943, 0.982025, -0.182552, 0.0479646, -0.179502, -0.981822, -0.0616849, -0.180864, -0.566598, 1.52761) +bind/30/name = &"mixamorig_LeftHandPinky4" +bind/30/bone = -1 +bind/30/pose = Transform3D(0.0583534, 0.0519664, -0.996943, 0.982025, -0.182552, 0.0479646, -0.179502, -0.981822, -0.0616849, -0.18087, -0.580123, 1.52761) +bind/31/name = &"mixamorig_RightShoulder" +bind/31/bone = -1 +bind/31/pose = Transform3D(-0.0304726, 0.123675, 0.991855, -0.967482, -0.252932, 0.00181442, 0.251096, -0.959547, 0.127361, -0.156678, 0.301827, 1.42591) +bind/32/name = &"mixamorig_RightArm" +bind/32/bone = -1 +bind/32/pose = Transform3D(-0.118177, 0.100202, 0.987924, -0.992618, -0.039232, -0.11476, 0.0272591, -0.994193, 0.104099, -0.141948, -0.158226, 1.42711) +bind/33/name = &"mixamorig_RightForeArm" +bind/33/bone = -1 +bind/33/pose = Transform3D(0.0694408, 0.105769, 0.991963, -0.997586, 0.00740376, 0.069045, -4.14089e-05, -0.994363, 0.106028, -0.0710891, -0.424709, 1.41602) +bind/34/name = &"mixamorig_RightHand" +bind/34/bone = -1 +bind/34/pose = Transform3D(0.0655941, -0.0561419, 0.996266, -0.997143, -0.0411732, 0.0633317, 0.0374639, -0.997573, -0.0586822, 0.156426, -0.626277, 1.44121) +bind/35/name = &"mixamorig_RightHandThumb1" +bind/35/bone = -1 +bind/35/pose = Transform3D(0.56655, -0.0271702, 0.823579, -0.775156, -0.356651, 0.521473, 0.279562, -0.933843, -0.223122, 0.448301, -0.0560042, 1.51221) +bind/36/name = &"mixamorig_RightHandThumb2" +bind/36/bone = -1 +bind/36/pose = Transform3D(0.56655, -0.0271702, 0.823579, -0.712587, -0.518065, 0.473106, 0.413813, -0.85491, -0.312871, 0.443073, 0.17996, 1.5043) +bind/37/name = &"mixamorig_RightHandThumb3" +bind/37/bone = -1 +bind/37/pose = Transform3D(0.56655, -0.0271702, 0.823579, -0.720489, -0.501364, 0.479093, 0.399896, -0.86481, -0.303624, 0.443009, 0.116796, 1.50685) +bind/38/name = &"mixamorig_RightHandThumb4" +bind/38/bone = -1 +bind/38/pose = Transform3D(0.56655, -0.0271702, 0.823579, -0.720489, -0.501364, 0.479093, 0.399896, -0.86481, -0.303624, 0.448301, 0.0886729, 1.50685) +bind/39/name = &"mixamorig_RightHandIndex1" +bind/39/bone = -1 +bind/39/pose = Transform3D(0.173756, -0.051326, 0.98345, -0.95635, -0.247056, 0.156074, 0.234956, -0.967641, -0.0920129, 0.199979, -0.415919, 1.55781) +bind/40/name = &"mixamorig_RightHandIndex2" +bind/40/bone = -1 +bind/40/pose = Transform3D(0.173756, -0.051326, 0.98345, -0.959458, -0.233868, 0.157311, 0.221923, -0.970913, -0.089881, 0.199968, -0.468354, 1.55158) +bind/41/name = &"mixamorig_RightHandIndex3" +bind/41/bone = -1 +bind/41/pose = Transform3D(0.173756, -0.051326, 0.98345, -0.957867, -0.240717, 0.156673, 0.228691, -0.969237, -0.0909894, 0.199979, -0.486017, 1.55505) +bind/42/name = &"mixamorig_RightHandIndex4" +bind/42/bone = -1 +bind/42/pose = Transform3D(0.173756, -0.051326, 0.98345, -0.957867, -0.240717, 0.156673, 0.228691, -0.969237, -0.0909894, 0.199979, -0.510913, 1.55505) +bind/43/name = &"mixamorig_RightHandMiddle1" +bind/43/bone = -1 +bind/43/pose = Transform3D(0.0340722, -0.0574141, 0.997769, -0.984579, -0.173332, 0.0236478, 0.171588, -0.983188, -0.0624346, 0.121685, -0.540889, 1.53178) +bind/44/name = &"mixamorig_RightHandMiddle2" +bind/44/bone = -1 +bind/44/pose = Transform3D(0.0340722, -0.0574141, 0.997769, -0.963311, -0.267818, 0.0174846, 0.266216, -0.961757, -0.0644328, 0.121735, -0.422842, 1.58021) +bind/45/name = &"mixamorig_RightHandMiddle3" +bind/45/bone = -1 +bind/45/pose = Transform3D(0.0340722, -0.0574141, 0.997769, -0.967043, -0.253946, 0.0184102, 0.252323, -0.965513, -0.0641744, 0.121702, -0.47763, 1.5735) +bind/46/name = &"mixamorig_RightHandMiddle4" +bind/46/bone = -1 +bind/46/pose = Transform3D(0.0340722, -0.0574141, 0.997769, -0.967043, -0.253946, 0.0184102, 0.252323, -0.965513, -0.0641744, 0.121685, -0.505044, 1.5735) +bind/47/name = &"mixamorig_RightHandRing1" +bind/47/bone = -1 +bind/47/pose = Transform3D(0.0139661, -0.058195, 0.998208, -0.966475, -0.256757, -0.00144671, 0.256381, -0.964722, -0.0598299, 0.130988, -0.410943, 1.57366) +bind/48/name = &"mixamorig_RightHandRing2" +bind/48/bone = -1 +bind/48/pose = Transform3D(0.0139661, -0.058195, 0.998208, -0.950417, -0.310941, -0.00483027, 0.310665, -0.948646, -0.0596521, 0.130951, -0.348554, 1.59594) +bind/49/name = &"mixamorig_RightHandRing3" +bind/49/bone = -1 +bind/49/pose = Transform3D(0.0139661, -0.058195, 0.998208, -0.999552, 0.0256113, 0.015478, -0.0264661, -0.997977, -0.0578112, 0.130876, -0.889907, 1.37709) +bind/50/name = &"mixamorig_RightHandRing4" +bind/50/bone = -1 +bind/50/pose = Transform3D(0.0139661, -0.058195, 0.998208, -0.999552, 0.0256113, 0.015478, -0.0264661, -0.997977, -0.0578112, 0.130988, -0.913131, 1.37709) +bind/51/name = &"mixamorig_RightHandPinky1" +bind/51/bone = -1 +bind/51/pose = Transform3D(0.0157196, -0.0581278, 0.998185, -0.967701, -0.252101, 0.000558822, 0.251611, -0.965954, -0.0602133, 0.153906, -0.417679, 1.5685) +bind/52/name = &"mixamorig_RightHandPinky2" +bind/52/bone = -1 +bind/52/pose = Transform3D(0.0157196, -0.0581278, 0.998185, -0.927887, -0.372795, -0.00709662, 0.372531, -0.926091, -0.0597962, 0.154004, -0.237765, 1.61177) +bind/53/name = &"mixamorig_RightHandPinky3" +bind/53/bone = -1 +bind/53/pose = Transform3D(0.0157196, -0.0581278, 0.998185, -0.921273, -0.388831, -0.00813459, 0.388598, -0.919474, -0.0596639, 0.153985, -0.228516, 1.61599) +bind/54/name = &"mixamorig_RightHandPinky4" +bind/54/bone = -1 +bind/54/pose = Transform3D(0.0157196, -0.0581278, 0.998185, -0.921273, -0.388831, -0.00813459, 0.388598, -0.919474, -0.0596639, 0.153906, -0.242931, 1.61599) +bind/55/name = &"mixamorig_LeftUpLeg" +bind/55/bone = -1 +bind/55/pose = Transform3D(-0.997895, -0.0648142, -0.00208958, 0.0648479, -0.997377, -0.0321549, -4.02784e-11, -0.0322228, 0.999481, 0.160169, 0.948604, 0.00479872) +bind/56/name = &"mixamorig_LeftLeg" +bind/56/bone = -1 +bind/56/pose = Transform3D(-0.997998, -0.0632097, -0.00203785, 0.0631315, -0.993819, -0.0913179, 0.00374693, -0.0912637, 0.99582, 0.159291, 0.54435, 0.0371149) +bind/57/name = &"mixamorig_LeftFoot" +bind/57/bone = -1 +bind/57/pose = Transform3D(-0.996231, -0.068209, 0.0535912, 0.0849461, -0.642003, 0.761981, -0.0175683, 0.763662, 0.645378, 0.161116, 0.0848239, -0.0719925) +bind/58/name = &"mixamorig_LeftToeBase" +bind/58/bone = -1 +bind/58/pose = Transform3D(-0.991623, 0.0202083, 0.127573, 0.127475, -0.00607998, 0.991823, 0.0208187, 0.999777, 0.00345301, 0.151751, -0.12351, -0.0147166) +bind/59/name = &"mixamorig_LeftToe_End" +bind/59/bone = -1 +bind/59/pose = Transform3D(-0.991623, 0.0202083, 0.127573, 0.127475, -0.00607998, 0.991823, 0.0208187, 0.999777, 0.00345301, 0.151751, -0.186684, -0.0147166) +bind/60/name = &"mixamorig_RightUpLeg" +bind/60/bone = -1 +bind/60/pose = Transform3D(-0.997897, 0.0647642, 0.00275842, -0.0648229, -0.996993, -0.0424636, -2.00826e-11, -0.0425531, 0.999094, -0.16015, 0.948689, 0.0104409) +bind/61/name = &"mixamorig_RightLeg" +bind/61/bone = -1 +bind/61/pose = Transform3D(-0.998001, 0.0631448, 0.00268944, -0.0631201, -0.993639, -0.0932609, -0.00321661, -0.0932442, 0.995638, -0.159264, 0.544285, 0.0381912) +bind/62/name = &"mixamorig_RightFoot" +bind/62/bone = -1 +bind/62/pose = Transform3D(-0.996126, 0.0684585, -0.055194, -0.0865964, -0.654467, 0.751115, 0.0152976, 0.752985, 0.65786, -0.161215, 0.0863571, -0.0702133) +bind/63/name = &"mixamorig_RightToeBase" +bind/63/bone = -1 +bind/63/pose = Transform3D(-0.991205, -0.0191275, -0.130943, -0.130846, -0.00622047, 0.991383, -0.0197772, 0.999798, 0.00366301, -0.152008, -0.119005, -0.0145486) +bind/64/name = &"mixamorig_RightToe_End" +bind/64/bone = -1 +bind/64/pose = Transform3D(-0.991205, -0.0191275, -0.130943, -0.130846, -0.00622047, 0.991383, -0.0197772, 0.999798, 0.00366301, -0.152008, -0.180551, -0.0145486) + +[node name="Test" type="Node3D"] + +[node name="DirectionalLight3D" type="DirectionalLight3D" parent="."] +transform = Transform3D(1, 0, 0, 0, 0.561578, 0.827424, 0, -0.827424, 0.561578, 0, 0, 0) +shadow_enabled = true +shadow_bias = 0.05 +directional_shadow_mode = 0 +directional_shadow_max_distance = 1.0 +directional_shadow_pancake_size = 1.7 + +[node name="Ch35" type="MeshInstance3D" parent="."] +transform = Transform3D(-4.37114e-08, 0, 1, 0, 1, 0, -1, 0, -4.37114e-08, 0, 0, 0) +material_override = SubResource("ShaderMaterial_6cyit") +mesh = SubResource("ArrayMesh_dc051") +skin = SubResource("Skin_auibc") +skeleton = NodePath("") + +[node name="Ch36" type="MeshInstance3D" parent="."] +transform = Transform3D(-4.37114e-08, 0, 1, 0, 1, 0, -1, 0, -4.37114e-08, 0, 0, -1.43585) +mesh = SubResource("ArrayMesh_dc051") +skin = SubResource("Skin_auibc") +skeleton = NodePath("") diff --git a/scenes/world.tscn b/scenes/world.tscn new file mode 100644 index 0000000..6f29e08 --- /dev/null +++ b/scenes/world.tscn @@ -0,0 +1,242 @@ +[gd_scene load_steps=25 format=3 uid="uid://dgfh1lgxud87u"] + +[ext_resource type="Script" uid="uid://b516jj4kwrvho" path="res://src/world.gd" id="1_2kvs8"] +[ext_resource type="PackedScene" uid="uid://c4orppao35wg6" path="res://prefabs/character.tscn" id="2_v34ds"] +[ext_resource type="Script" uid="uid://b1roviltcxswt" path="res://src/interactable.gd" id="3_mxyfw"] +[ext_resource type="Script" uid="uid://blwx7468vta0e" path="res://src/spawner.gd" id="3_xxi2i"] +[ext_resource type="Material" uid="uid://db6w5h7nkrh" path="res://materials/highlight.tres" id="4_ujno1"] +[ext_resource type="AudioStream" uid="uid://brmgyma8s5cv0" path="res://sounds/quack.mp3" id="5_5p8s7"] +[ext_resource type="Environment" uid="uid://b8fqed8jo6yqj" path="res://scenes/main/main_environment.tres" id="6_p0lc8"] +[ext_resource type="Script" uid="uid://dyohpsoni5hdk" path="res://src/Actions/SceneChangeAction.gd" id="7_dpx6x"] +[ext_resource type="Script" uid="uid://flr0tadklbny" path="res://src/CompositorEffects/new_script.gd" id="9_p3c3q"] + +[sub_resource type="BoxShape3D" id="BoxShape3D_vbj2x"] +size = Vector3(200, 1, 200) + +[sub_resource type="StandardMaterial3D" id="StandardMaterial3D_jqeof"] +albedo_color = Color(0.380392, 0.235294, 0.0470588, 1) + +[sub_resource type="PlaneMesh" id="PlaneMesh_03bca"] +material = SubResource("StandardMaterial3D_jqeof") +size = Vector2(200, 200) + +[sub_resource type="Animation" id="Animation_jap08"] +resource_name = "button" +length = 0.2 +tracks/0/type = "position_3d" +tracks/0/imported = false +tracks/0/enabled = true +tracks/0/path = NodePath(".") +tracks/0/interp = 1 +tracks/0/loop_wrap = true +tracks/0/keys = PackedFloat32Array(0, 1, 0, 0, 0, 0.1, 1, 0, 0, 0.0581902, 0.2, 1, 0, 0, 0) + +[sub_resource type="AnimationLibrary" id="AnimationLibrary_hqvaa"] +_data = { +&"button": SubResource("Animation_jap08") +} + +[sub_resource type="GDScript" id="GDScript_ieo6a"] +script/source = "extends AudioStreamPlayer3D + + +func _on_static_body_3d_2_interacted() -> void: + play() +" + +[sub_resource type="BoxShape3D" id="BoxShape3D_p7pa6"] +size = Vector3(0.1, 0.1, 0.1) + +[sub_resource type="StandardMaterial3D" id="StandardMaterial3D_02n7n"] +albedo_color = Color(1, 0, 0, 1) + +[sub_resource type="BoxShape3D" id="BoxShape3D_gru1n"] + +[sub_resource type="StandardMaterial3D" id="StandardMaterial3D_0fl8j"] +albedo_color = Color(0.027451, 0.0784314, 0.203922, 1) + +[sub_resource type="PackedScene" id="PackedScene_acm8y"] +_bundled = { +"conn_count": 0, +"conns": PackedInt32Array(), +"editable_instances": [], +"names": PackedStringArray("Box", "RigidBody3D", "transform", "freeze_mode", "script", "action_label", "can_be_picked_up", "visual_mesh", "highlight_material", "CollisionShape3D", "CollisionShape3D", "shape", "CSGBox3D", "CSGBox3D", "material"), +"node_count": 3, +"node_paths": [NodePath("."), NodePath(".")], +"nodes": PackedInt32Array(-1, -1, 1, 0, -1, 7, 2, 0, 3, 1, 4, 2, 5, 3, 6, 4, 1073741831, 5, 8, 6, 0, 1073741824, 0, 10, 9, -1, 1, 11, 7, 0, 1073741825, 0, 13, 12, -1, 1, 14, 8, 0), +"variants": [Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -4.68274, 0.831629, 0), 1, ExtResource("3_mxyfw"), "Pick up hexahedron", true, NodePath("CSGBox3D"), ExtResource("4_ujno1"), SubResource("BoxShape3D_gru1n"), SubResource("StandardMaterial3D_0fl8j")], +"version": 3 +} + +[sub_resource type="BoxShape3D" id="BoxShape3D_pk5j7"] + +[sub_resource type="StandardMaterial3D" id="StandardMaterial3D_jl3vg"] +albedo_color = Color(0.027451, 0.0784314, 0.203922, 1) + +[sub_resource type="CompositorEffect" id="CompositorEffect_pcdkj"] +resource_local_to_scene = false +resource_name = "" +enabled = true +effect_callback_type = 4 +needs_motion_vectors = false +needs_normal_roughness = false +script = ExtResource("9_p3c3q") + +[sub_resource type="Compositor" id="Compositor_ip8ui"] +compositor_effects = Array[CompositorEffect]([SubResource("CompositorEffect_pcdkj")]) + +[node name="Main" type="Node3D"] +script = ExtResource("1_2kvs8") + +[node name="DirectionalLight3D" type="DirectionalLight3D" parent="."] +transform = Transform3D(0.671816, -0.457968, 0.582175, -0.273103, 0.577442, 0.769399, -0.688533, -0.675889, 0.262862, 0, 0, 0) +light_energy = 3.0 +shadow_enabled = true +directional_shadow_mode = 1 +directional_shadow_split_1 = 0.2 +directional_shadow_split_2 = 0.1 +directional_shadow_split_3 = 0.3 +directional_shadow_fade_start = 1.0 +directional_shadow_max_distance = 50.0 + +[node name="StaticBody3D" type="StaticBody3D" parent="."] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 14.6174, 0, 0) + +[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_vbj2x") + +[node name="CSGMesh3D" type="CSGMesh3D" parent="StaticBody3D"] +mesh = SubResource("PlaneMesh_03bca") + +[node name="CSGCombiner3D" type="CSGCombiner3D" parent="."] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 0, 0.5, 0) +use_collision = true + +[node name="Box" type="CSGBox3D" parent="CSGCombiner3D"] + +[node name="Box6" type="CSGBox3D" parent="CSGCombiner3D"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 0, -0.498871, -3.33969) +size = Vector3(1, 0.253906, 1) + +[node name="Box7" type="CSGBox3D" parent="CSGCombiner3D"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 0, -0.138916, -3.84261) +size = Vector3(1, 0.253906, 1) + +[node name="Box8" type="CSGBox3D" parent="CSGCombiner3D"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 0, 0.0638185, -4.34447) +size = Vector3(1, 0.253906, 1) + +[node name="Box9" type="CSGBox3D" parent="CSGCombiner3D"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 0, 0.276995, -4.88516) +size = Vector3(1, 0.253906, 1) + +[node name="Box5" type="CSGBox3D" parent="CSGCombiner3D"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 4.37539, 1.21157, -5.02753) + +[node name="Box2" type="CSGBox3D" parent="CSGCombiner3D"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 0.5, 0.5, 0.5) + +[node name="Box4" type="CSGBox3D" parent="CSGCombiner3D"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 4.06635, 1.17009, -1.15682) +size = Vector3(1, 1, 4.31364) + +[node name="Box3" type="CSGBox3D" parent="CSGCombiner3D"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 2.15636, 1.09924, 0.824171) +size = Vector3(3.28895, 0.716575, 1) + +[node name="Spawner" type="Node3D" parent="."] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -4.24057, -4.76837e-07, -2.07045) +script = ExtResource("3_xxi2i") +object_to_spawn = ExtResource("2_v34ds") + +[node name="StaticBody3D2" type="StaticBody3D" parent="." node_paths=PackedStringArray("visual_mesh")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 2.45341, 1.66791, 0.279563) +script = ExtResource("3_mxyfw") +action_label = "Quack" +visual_mesh = NodePath("CSGBox3D") +highlight_material = ExtResource("4_ujno1") + +[node name="AnimationPlayer" type="AnimationPlayer" parent="StaticBody3D2"] +root_node = NodePath("../CSGBox3D") +libraries = { +&"": SubResource("AnimationLibrary_hqvaa") +} + +[node name="AudioStreamPlayer3D" type="AudioStreamPlayer3D" parent="StaticBody3D2"] +stream = ExtResource("5_5p8s7") +script = SubResource("GDScript_ieo6a") + +[node name="CollisionShape3D" type="CollisionShape3D" parent="StaticBody3D2"] +shape = SubResource("BoxShape3D_p7pa6") + +[node name="CSGBox3D" type="CSGBox3D" parent="StaticBody3D2"] +size = Vector3(0.1, 0.1, 0.1) +material = SubResource("StandardMaterial3D_02n7n") + +[node name="StaticBody3D3" type="StaticBody3D" parent="." node_paths=PackedStringArray("visual_mesh")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 1.78427, 1.66791, 0.279563) +script = ExtResource("3_mxyfw") +action_label = "Spawn Hexahedron" 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+script = ExtResource("7_dpx6x") + +[node name="CollisionShape3D" type="CollisionShape3D" parent="StaticBody3D4"] +shape = SubResource("BoxShape3D_p7pa6") + +[node name="CSGBox3D" type="CSGBox3D" parent="StaticBody3D4"] +size = Vector3(0.1, 0.1, 0.1) +material = SubResource("StandardMaterial3D_02n7n") + +[node name="Box" type="RigidBody3D" parent="." node_paths=PackedStringArray("visual_mesh")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -4.68274, 0.831629, 0) +freeze_mode = 1 +script = ExtResource("3_mxyfw") +action_label = "Pick up hexahedron" +can_be_picked_up = true +visual_mesh = NodePath("CSGBox3D") +highlight_material = ExtResource("4_ujno1") + +[node name="CollisionShape3D" type="CollisionShape3D" parent="Box"] +shape = SubResource("BoxShape3D_pk5j7") + +[node name="CSGBox3D" type="CSGBox3D" parent="Box"] +material = SubResource("StandardMaterial3D_jl3vg") + +[node name="CSGBox3D" type="CSGBox3D" parent="."] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 0, 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6.41201, -8.01513) + +[node name="LightmapProbe10" type="LightmapProbe" parent="Node3D2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -8.16363, 0.437383, -8.12477) + +[node name="LightmapProbe11" type="LightmapProbe" parent="Node3D2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -8.16363, 3.43863, -8.12477) + +[node name="LightmapProbe12" type="LightmapProbe" parent="Node3D2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -8.16363, 6.41201, -8.12477) + +[node name="LightmapProbe13" type="LightmapProbe" parent="Node3D2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -10.9473, 0.437383, -14.6454) + +[node name="LightmapProbe14" type="LightmapProbe" parent="Node3D2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -10.9473, 3.43863, -14.6454) + +[node name="LightmapProbe15" type="LightmapProbe" parent="Node3D2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -10.9473, 6.41201, -14.6454) + +[node name="LightmapProbe16" type="LightmapProbe" parent="Node3D2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -15.6034, 0.437383, -12.3898) + +[node name="LightmapProbe17" type="LightmapProbe" parent="Node3D2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -15.6034, 3.43863, -12.3898) + +[node name="LightmapProbe18" type="LightmapProbe" parent="Node3D2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -15.6034, 6.41201, -12.3898) + +[node name="LightmapProbe19" type="LightmapProbe" parent="Node3D2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -14.6513, 0.437383, -16.1811) + +[node name="LightmapProbe20" type="LightmapProbe" parent="Node3D2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -14.6513, 3.43863, -16.1811) + +[node name="LightmapProbe21" type="LightmapProbe" parent="Node3D2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -14.6513, 6.41201, -16.1811) + +[node name="LightmapProbe22" type="LightmapProbe" parent="Node3D2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -15.4176, 0.437382, -21.2323) + +[node name="LightmapProbe23" type="LightmapProbe" parent="Node3D2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -15.4176, 3.43863, -21.2323) + +[node name="LightmapProbe24" type="LightmapProbe" parent="Node3D2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -15.4176, 6.41201, -21.2323) + +[node name="LightmapProbe25" type="LightmapProbe" parent="Node3D2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -19.1805, 0.437382, -23.6059) + +[node name="LightmapProbe26" type="LightmapProbe" parent="Node3D2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -19.1805, 3.43863, -23.6059) + +[node name="LightmapProbe27" type="LightmapProbe" parent="Node3D2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -19.1805, 6.41201, -23.6059) + +[node name="LightmapProbe28" type="LightmapProbe" parent="Node3D2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -17.9069, 0.437382, -27.7451) + +[node name="LightmapProbe29" type="LightmapProbe" parent="Node3D2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -17.9069, 3.43863, -27.7451) + +[node name="LightmapProbe30" type="LightmapProbe" parent="Node3D2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -17.9069, 6.41201, -27.7451) + +[node name="LightmapProbe31" type="LightmapProbe" parent="Node3D2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -11.8572, 0.437382, -28.353) + +[node name="LightmapProbe32" type="LightmapProbe" parent="Node3D2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -11.8572, 3.43863, -28.353) + +[node name="LightmapProbe33" type="LightmapProbe" parent="Node3D2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -11.8572, 6.41201, -28.353) + +[node name="LightmapProbe34" type="LightmapProbe" parent="Node3D2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -10.4968, 0.437382, -32.8396) + +[node name="LightmapProbe35" type="LightmapProbe" parent="Node3D2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -10.4968, 3.43863, -32.8396) + +[node name="LightmapProbe36" type="LightmapProbe" parent="Node3D2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -10.4968, 6.41201, -32.8396) + +[node name="LightmapProbe37" type="LightmapProbe" parent="Node3D2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -17.8779, 0.437382, -32.8685) + +[node name="LightmapProbe38" type="LightmapProbe" parent="Node3D2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -17.8779, 3.43863, -32.8685) + +[node name="LightmapProbe39" type="LightmapProbe" parent="Node3D2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -17.8779, 6.41201, -32.8685) + +[node name="LightmapProbe40" type="LightmapProbe" parent="Node3D2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -25.2656, 0.437382, -40.0005) + +[node name="LightmapProbe41" type="LightmapProbe" parent="Node3D2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -25.2656, 3.43863, -40.0005) + +[node name="LightmapProbe42" type="LightmapProbe" parent="Node3D2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -25.2656, 6.41201, -40.0005) + +[node name="LightmapProbe43" type="LightmapProbe" parent="Node3D2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -26.4006, 0.437382, -45.4573) + +[node name="LightmapProbe44" type="LightmapProbe" parent="Node3D2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -26.4006, 3.43863, -45.4573) + +[node name="LightmapProbe45" type="LightmapProbe" parent="Node3D2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -26.4006, 6.41201, -45.4573) + +[node name="LightmapProbe46" type="LightmapProbe" parent="Node3D2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -18.8921, 0.437382, -52.646) + +[node name="LightmapProbe47" type="LightmapProbe" parent="Node3D2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -18.8921, 3.43863, -52.646) + +[node name="LightmapProbe48" type="LightmapProbe" parent="Node3D2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -18.8921, 6.41201, -52.646) + +[node name="LightmapProbe49" type="LightmapProbe" parent="Node3D2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -20.9579, 0.437382, -59.8647) + +[node name="LightmapProbe50" type="LightmapProbe" parent="Node3D2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -20.9579, 3.43863, -59.8647) + +[node name="LightmapProbe51" type="LightmapProbe" parent="Node3D2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -20.9579, 6.41201, -59.8647) + +[node name="LightmapProbe52" type="LightmapProbe" parent="Node3D2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -32.2406, 0.437382, -68.9398) + +[node name="LightmapProbe53" type="LightmapProbe" parent="Node3D2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -32.2406, 3.43863, -68.9398) + +[node name="LightmapProbe54" type="LightmapProbe" parent="Node3D2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -32.2406, 6.41201, -68.9398) + +[node name="LightmapProbe55" type="LightmapProbe" parent="Node3D2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -36.7186, 0.437382, -76.0824) + +[node name="LightmapProbe56" type="LightmapProbe" parent="Node3D2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -36.7186, 3.43863, -76.0824) + +[node name="LightmapProbe57" type="LightmapProbe" parent="Node3D2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -36.7186, 6.41201, -76.0824) + +[node name="LightmapProbe58" type="LightmapProbe" parent="Node3D2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -42.9655, 0.437382, -77.0606) + +[node name="LightmapProbe59" type="LightmapProbe" parent="Node3D2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -42.9655, 3.43863, -77.0606) + +[node name="LightmapProbe60" type="LightmapProbe" parent="Node3D2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -42.9655, 6.41201, -77.0606) + +[node name="LightmapProbe61" type="LightmapProbe" parent="Node3D2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -42.9655, 0.437382, -77.0606) + +[node name="LightmapProbe62" type="LightmapProbe" parent="Node3D2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -42.9655, 3.43863, -77.0606) + +[node name="LightmapProbe63" type="LightmapProbe" parent="Node3D2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -42.9655, 6.41201, -77.0606) + +[node name="LightmapProbe64" type="LightmapProbe" parent="Node3D2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -34.4995, 0.437382, -85.8747) + +[node name="LightmapProbe65" type="LightmapProbe" parent="Node3D2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -34.4995, 3.43863, -85.8747) + +[node name="LightmapProbe66" type="LightmapProbe" parent="Node3D2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -34.4995, 6.41201, -85.8747) + +[node name="LightmapProbe67" type="LightmapProbe" parent="Node3D2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -27.9772, 0.437382, -83.9477) + +[node name="LightmapProbe68" type="LightmapProbe" parent="Node3D2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -27.9772, 3.43863, -83.9477) + +[node name="LightmapProbe69" type="LightmapProbe" parent="Node3D2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -27.9772, 6.41201, -83.9477) + +[node name="LightmapProbe70" type="LightmapProbe" parent="Node3D2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -24.1163, 0.437382, -92.7571) + +[node name="LightmapProbe71" type="LightmapProbe" parent="Node3D2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -24.1163, 3.43863, -92.7571) + +[node name="LightmapProbe72" type="LightmapProbe" parent="Node3D2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -24.1163, 6.41201, -92.7571) + +[node name="LightmapProbe73" type="LightmapProbe" parent="Node3D2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -21.5061, 0.437382, -87.0046) + +[node name="LightmapProbe74" type="LightmapProbe" parent="Node3D2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -21.5061, 3.43863, -87.0046) + +[node name="LightmapProbe75" type="LightmapProbe" parent="Node3D2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -21.5061, 6.41201, -87.0046) + +[node name="LightmapProbe76" type="LightmapProbe" parent="Node3D2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -57.7712, 0.437382, -28.5711) + +[node name="LightmapProbe77" type="LightmapProbe" parent="Node3D2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -57.7712, 3.43863, -28.5711) + +[node name="LightmapProbe78" type="LightmapProbe" parent="Node3D2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -57.7712, 6.41201, -28.5711) + +[node name="LightmapProbe79" type="LightmapProbe" parent="Node3D2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -48.5351, 0.437382, -17.3512) + +[node name="LightmapProbe80" type="LightmapProbe" parent="Node3D2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -48.5351, 3.43863, -17.3512) + +[node name="LightmapProbe81" type="LightmapProbe" parent="Node3D2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -48.5351, 6.41201, -17.3512) + +[node name="LightmapProbe82" type="LightmapProbe" parent="Node3D2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -34.6573, 0.437382, -12.9337) + +[node name="LightmapProbe83" type="LightmapProbe" parent="Node3D2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -34.6573, 3.43863, -12.9337) + +[node name="LightmapProbe84" type="LightmapProbe" parent="Node3D2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -34.6573, 6.41201, -12.9337) + +[node name="LightmapProbe85" type="LightmapProbe" parent="Node3D2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -24.5333, 0.437382, -9.87578) + +[node name="LightmapProbe86" type="LightmapProbe" parent="Node3D2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -24.5333, 3.43863, -9.87578) + +[node name="LightmapProbe87" type="LightmapProbe" parent="Node3D2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -24.5333, 6.41201, -9.87578) + +[node name="LightmapProbe88" type="LightmapProbe" parent="Node3D2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -27.246, 0.437382, -20.2738) + +[node name="LightmapProbe89" type="LightmapProbe" parent="Node3D2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -27.246, 3.43863, -20.2738) + +[node name="LightmapProbe90" type="LightmapProbe" parent="Node3D2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -27.246, 6.41201, -20.2738) + +[node name="LightmapProbe91" type="LightmapProbe" parent="Node3D2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -37.9968, 0.437382, -35.4302) + +[node name="LightmapProbe92" type="LightmapProbe" parent="Node3D2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -37.9968, 3.43863, -35.4302) + +[node name="LightmapProbe93" type="LightmapProbe" parent="Node3D2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -37.9968, 6.41201, -35.4302) + +[node name="LightmapProbe94" type="LightmapProbe" parent="Node3D2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -55.4463, 0.437382, -39.4831) + +[node name="LightmapProbe95" type="LightmapProbe" parent="Node3D2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -55.4463, 3.43863, -39.4831) + +[node name="LightmapProbe96" type="LightmapProbe" parent="Node3D2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -55.4463, 6.41201, -39.4831) + +[node name="LightmapProbe97" type="LightmapProbe" parent="Node3D2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -70.9396, 0.437382, -48.0387) + +[node name="LightmapProbe98" type="LightmapProbe" parent="Node3D2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -70.9396, 3.43863, -48.0387) + +[node name="LightmapProbe99" type="LightmapProbe" parent="Node3D2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -70.9396, 6.41201, -48.0387) + +[node name="LightmapProbe100" type="LightmapProbe" parent="Node3D2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -65.975, 0.437382, -58.4307) + +[node name="LightmapProbe101" type="LightmapProbe" parent="Node3D2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -65.975, 3.43863, -58.4307) + +[node name="LightmapProbe102" type="LightmapProbe" parent="Node3D2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -65.975, 6.41201, -58.4307) + +[node name="LightmapProbe103" type="LightmapProbe" parent="Node3D2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -77.1149, 0.437382, -63.7809) + +[node name="LightmapProbe104" type="LightmapProbe" parent="Node3D2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -77.1149, 3.43863, -63.7809) + +[node name="LightmapProbe105" type="LightmapProbe" parent="Node3D2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -77.1149, 6.41201, -63.7809) + +[node name="LightmapProbe106" type="LightmapProbe" parent="Node3D2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -52.1199, 0.437382, -68.095) + +[node name="LightmapProbe107" type="LightmapProbe" parent="Node3D2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -52.1199, 3.43863, -68.095) + +[node name="LightmapProbe108" type="LightmapProbe" parent="Node3D2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -52.1199, 6.41201, -68.095) + +[node name="Player" type="CharacterBody3D" parent="."] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -8.38313, -0.926266, -12.2118) +script = ExtResource("6_plde6") +SPRINT_SPEED = 8.0 +JUMP_VELOCITY = 6.0 + +[node name="CSGMesh3D" type="CSGMesh3D" parent="Player"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 0, 0.9, 0) +gi_mode = 0 +mesh = SubResource("CapsuleMesh_64ysj") + +[node name="CameraTarget" type="Node3D" parent="Player"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 0, 1.65, 0) + +[node name="CollisionShape3D" type="CollisionShape3D" parent="Player"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 0, 0.9, 0) +shape = SubResource("CapsuleShape3D_m1ch2") + +[node name="CameraArm" type="Node3D" parent="." node_paths=PackedStringArray("target")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 0, 1.6, 0) +script = ExtResource("8_ffuai") +target = NodePath("../Player/CameraTarget") + +[node name="Camera3D" type="Camera3D" parent="CameraArm"] + +[node name="Interactor" parent="CameraArm/Camera3D" instance=ExtResource("9_c8vnl")] + +[node name="LightmapGI" type="LightmapGI" parent="."] +shadowmask_mode = 2 +light_data = ExtResource("10_r0a0i") + +[editable path="NPC"] +[editable path="NPC/T-Pose"] diff --git a/scenes/world3.tscn b/scenes/world3.tscn new file mode 100644 index 0000000..c61f11a --- /dev/null +++ b/scenes/world3.tscn @@ -0,0 +1,171 @@ +[gd_scene load_steps=19 format=4 uid="uid://cvx6wqg4fgf3g"] + +[ext_resource type="Script" uid="uid://b516jj4kwrvho" path="res://src/world.gd" id="1_xxawx"] +[ext_resource type="Environment" uid="uid://b8fqed8jo6yqj" path="res://scenes/main/main_environment.tres" id="2_y8rdg"] +[ext_resource type="Texture2D" uid="uid://h2br251ks6aw" path="res://scenes/blockout/level_blockout_0.png" id="3_qoiq8"] +[ext_resource type="Texture2D" uid="uid://drnhwl5lle7nj" path="res://scenes/blockout/level_blockout_1.png" id="4_x43hd"] +[ext_resource type="PackedScene" uid="uid://b5g7ddxfeppvx" path="res://prefabs/npc.tscn" id="5_rlf70"] +[ext_resource type="Script" uid="uid://cpg4d47b02x5r" path="res://src/character/character_controller.gd" id="6_cdae4"] +[ext_resource type="Script" uid="uid://dqr8q7pac0kyy" path="res://src/character/physics_interpolator.gd" id="7_ngwoe"] +[ext_resource type="Script" uid="uid://iftuobwwos2v" path="res://src/character/camera_controller.gd" id="8_go8av"] +[ext_resource type="PackedScene" uid="uid://82ichxq5e8vn" path="res://prefabs/interactor.tscn" id="9_pdgms"] + +[sub_resource type="CameraAttributesPractical" id="CameraAttributesPractical_huxu5"] +auto_exposure_scale = 0.3 +auto_exposure_min_sensitivity = 50.0 +auto_exposure_max_sensitivity = 200.0 + +[sub_resource type="NavigationMesh" id="NavigationMesh_4jq3p"] +vertices = 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-21082.4, -2212.52, -154.484, -20009, -5944.38, -154.484, -17483.5, -5955.18, 72.5345, -17472.6, -6168.89, -154.484, -18603.5, -4698.97, 391.206, -6689.93, -4488.09, -147.359, -6806.68, -4308.99, 478.182, -6846.81) + +[sub_resource type="StandardMaterial3D" id="StandardMaterial3D_8psh2"] +metallic = 1.0 +roughness = 0.5 + +[sub_resource type="CapsuleMesh" id="CapsuleMesh_64ysj"] +radius = 0.4 +height = 1.8 + +[sub_resource type="CapsuleShape3D" id="CapsuleShape3D_m1ch2"] +radius = 0.4 +height = 1.8 + +[node name="World2" type="Node3D"] +script = ExtResource("1_xxawx") + +[node name="OmniLight3D" type="OmniLight3D" parent="."] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 5.82296, 1.60899, 0) +light_bake_mode = 1 +shadow_bias = 0.01 +shadow_normal_bias = 0.05 +distance_fade_enabled = true +distance_fade_begin = 50.0 +distance_fade_shadow = 30.0 +omni_range = 15.0 +omni_shadow_mode = 0 + +[node name="WorldEnvironment" type="WorldEnvironment" parent="."] +environment = ExtResource("2_y8rdg") +camera_attributes = SubResource("CameraAttributesPractical_huxu5") + +[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 +shadow_bias = 0.05 +shadow_normal_bias = 0.1 +directional_shadow_split_1 = 0.02 +directional_shadow_split_2 = 0.1 +directional_shadow_blend_splits = true +directional_shadow_fade_start = 0.9 +directional_shadow_max_distance = 200.0 +directional_shadow_pancake_size = 1.0 + +[node name="NavigationRegion3D" type="NavigationRegion3D" parent="."] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -46.4223, 2.68834e-22, -50.9951) +navigation_mesh = SubResource("NavigationMesh_4jq3p") + +[node name="terrain1_terrain1_0" type="MeshInstance3D" parent="NavigationRegion3D" groups=["navigation_source"]] +transform = Transform3D(0.01, 0, 0, 0, 0.01, -2.22045e-18, 0, 2.22045e-18, 0.01, 46.4048, 8.11288e-18, 50.9586) +mesh = SubResource("ArrayMesh_s5dy7") +skeleton = NodePath("") + +[node name="StaticBody3D" type="StaticBody3D" parent="NavigationRegion3D/terrain1_terrain1_0" groups=["navigation_source"]] + +[node name="CollisionShape3D" type="CollisionShape3D" parent="NavigationRegion3D/terrain1_terrain1_0/StaticBody3D" groups=["navigation_source"]] +shape = SubResource("ConcavePolygonShape3D_j178v") + +[node name="CSGSphere3D" type="CSGSphere3D" parent="."] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -1.60567, 1.99663, 2.34157) +gi_mode = 2 +material = SubResource("StandardMaterial3D_8psh2") + +[node name="NPC" parent="." node_paths=PackedStringArray("target") instance=ExtResource("5_rlf70")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -42.6722, -1.43545, -31.9886) +target = NodePath("../Player") + +[node name="Player" type="CharacterBody3D" parent="."] +physics_interpolation_mode = 2 +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -8.27283, -0.926266, -12.2118) +script = ExtResource("6_cdae4") + +[node name="Node3D2" type="Node3D" parent="Player"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 5.1216, -1.17356, 2.9043) + +[node name="LightmapProbe" type="LightmapProbe" parent="Player/Node3D2"] + +[node name="LightmapProbe2" type="LightmapProbe" parent="Player/Node3D2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 0, 4.04927, 0) + +[node name="LightmapProbe3" type="LightmapProbe" parent="Player/Node3D2"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 0, 6.95711, 0) + +[node name="Visual" type="Node3D" parent="Player" node_paths=PackedStringArray("physicsObject")] +script = ExtResource("7_ngwoe") +physicsObject = NodePath("..") + +[node name="CameraTarget" type="Node3D" parent="Player/Visual"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 0, 1.65, 0) + +[node name="CSGMesh3D" type="CSGMesh3D" parent="Player/Visual"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 0, 0.9, 0) +gi_mode = 2 +mesh = SubResource("CapsuleMesh_64ysj") + +[node name="CollisionShape3D" type="CollisionShape3D" parent="Player"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 0, 0.9, 0) +shape = SubResource("CapsuleShape3D_m1ch2") + +[node name="CameraArm" type="Node3D" parent="." node_paths=PackedStringArray("target")] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 0, 1.6, 0) +script = ExtResource("8_go8av") +target = NodePath("../Player/Visual/CameraTarget") + +[node name="Camera3D" type="Camera3D" parent="CameraArm"] + +[node name="Interactor" parent="CameraArm/Camera3D" instance=ExtResource("9_pdgms")] diff --git a/shaders/cam.gdshader b/shaders/cam.gdshader new file mode 100644 index 0000000..cd22a40 --- /dev/null +++ b/shaders/cam.gdshader @@ -0,0 +1,52 @@ +shader_type canvas_item; + +uniform float aspect = 1.0; +uniform float distortion = 1.0; +uniform float radius = 1.07; +uniform float alpha : hint_range(0.0, 1.0, 0.1) = 1.0; +uniform float crop = 0.943; +uniform vec4 crop_color : source_color = vec4(0,0,0,1); +uniform sampler2D SCREEN_TEXTURE : hint_screen_texture, filter_linear_mipmap; +uniform float crop_feathering = 0.1; + +const float base_distortion = 0.99; +uniform float channel_offset : hint_range(-0.1, 0.1, 0.001) = 0.005; +uniform float noise_strength = 5.0; + +vec2 distort(vec2 p) +{ + float d = length(p); + float z = sqrt(distortion + d * d * -distortion); + float r = atan(d, z) / 3.1415926535; + float phi = atan(p.y, p.x); + return vec2(r * cos(phi) * (1.0 / aspect) + 0.5, r * sin(phi) + 0.5); +} + +void fragment() +{ + vec2 xy = (SCREEN_UV * 2.0 - 1.0); + xy = vec2(xy.x * aspect, xy.y); + float d = length(xy); + vec4 tex; + if (d < radius) + { + vec2 distorted_uv_r = distort(xy * (base_distortion + 0.0 * channel_offset)); + vec2 distorted_uv_g = distort(xy * (base_distortion + 1.0 * channel_offset)); + vec2 distorted_uv_b = distort(xy * (base_distortion + 2.0 * channel_offset)); + + tex.r = texture(SCREEN_TEXTURE, distorted_uv_r).r; + tex.g = texture(SCREEN_TEXTURE, distorted_uv_g).g; + tex.b = texture(SCREEN_TEXTURE, distorted_uv_b).b; + float x = (UV.x + 4.0 ) * (UV.y + 4.0 ) * (TIME * 10.0); + tex = tex+vec4(mod((mod(x, 13.0) ) * (mod(x, 123.0) ), 0.01)-0.005) * noise_strength; + COLOR = tex; + COLOR.a = alpha; + } + + if (d > crop) + { + float softness = smoothstep(crop, crop + crop_feathering, d); + COLOR = mix(tex, crop_color, softness); + COLOR.a = alpha; + } +} \ No newline at end of file diff --git a/shaders/cam.gdshader.uid b/shaders/cam.gdshader.uid new file mode 100644 index 0000000..83becb9 --- /dev/null +++ b/shaders/cam.gdshader.uid @@ -0,0 +1 @@ +uid://cpatgd4fw6c77 diff --git a/sounds/quack.mp3 b/sounds/quack.mp3 new file mode 100644 index 0000000..8926153 Binary files /dev/null and b/sounds/quack.mp3 differ diff --git a/sounds/quack.mp3.import b/sounds/quack.mp3.import new file mode 100644 index 0000000..659e820 --- /dev/null +++ b/sounds/quack.mp3.import @@ -0,0 +1,19 @@ +[remap] + +importer="mp3" +type="AudioStreamMP3" +uid="uid://brmgyma8s5cv0" +path="res://.godot/imported/quack.mp3-1cdab1c1ccb41db8f6af38b090ba5160.mp3str" + +[deps] + +source_file="res://sounds/quack.mp3" +dest_files=["res://.godot/imported/quack.mp3-1cdab1c1ccb41db8f6af38b090ba5160.mp3str"] + +[params] + +loop=false +loop_offset=0.0 +bpm=0.0 +beat_count=0 +bar_beats=4 diff --git a/src/Actions/Action.gd b/src/Actions/Action.gd new file mode 100644 index 0000000..69fe543 --- /dev/null +++ b/src/Actions/Action.gd @@ -0,0 +1,4 @@ +class_name Action extends Node + +func perform_action(): + pass diff --git a/src/Actions/Action.gd.uid b/src/Actions/Action.gd.uid new file mode 100644 index 0000000..25193df --- /dev/null +++ b/src/Actions/Action.gd.uid @@ -0,0 +1 @@ +uid://dko1j6fi0ua4f diff --git a/src/Actions/SceneChangeAction.gd b/src/Actions/SceneChangeAction.gd new file mode 100644 index 0000000..838dd3d --- /dev/null +++ b/src/Actions/SceneChangeAction.gd @@ -0,0 +1,4 @@ +class_name SceneChangeAction extends Action + +func perform_action(): + SceneLoader.load_scene('res://scenes/th.tscn') diff --git a/src/Actions/SceneChangeAction.gd.uid b/src/Actions/SceneChangeAction.gd.uid new file mode 100644 index 0000000..dfdcff1 --- /dev/null +++ b/src/Actions/SceneChangeAction.gd.uid @@ -0,0 +1 @@ +uid://dyohpsoni5hdk diff --git a/src/CompositorEffects/new_script.gd b/src/CompositorEffects/new_script.gd new file mode 100644 index 0000000..49d7987 --- /dev/null +++ b/src/CompositorEffects/new_script.gd @@ -0,0 +1,6 @@ +class_name TestEffect +extends CompositorEffect + +func _render_callback(effect_callback_type: int, render_data: RenderData) -> void: + print("hi") + pass diff --git a/src/CompositorEffects/new_script.gd.uid b/src/CompositorEffects/new_script.gd.uid new file mode 100644 index 0000000..53f1259 --- /dev/null +++ b/src/CompositorEffects/new_script.gd.uid @@ -0,0 +1 @@ +uid://flr0tadklbny diff --git a/src/character/camera_controller.gd b/src/character/camera_controller.gd index 55d0f2e..6334841 100644 --- a/src/character/camera_controller.gd +++ b/src/character/camera_controller.gd @@ -1,4 +1,4 @@ -extends Node3D +class_name PlayerCameraController extends Node3D @export var target : Node3D @onready var camera = $Camera3D @@ -23,7 +23,7 @@ func _process(delta): global_position = target.global_position - rotation.x = clamp(rotation.x - lookInput.x * delta * 0.3, PI*-0.48, PI*0.2) + rotation.x = clamp(rotation.x - lookInput.x * delta * 0.3, PI*-0.48, PI*0.48) rotation.y -= lookInput.y * delta * 0.3 lookInput = Vector2.ZERO diff --git a/src/character/camera_controller.gd.uid b/src/character/camera_controller.gd.uid new file mode 100644 index 0000000..a6c180e --- /dev/null +++ b/src/character/camera_controller.gd.uid @@ -0,0 +1 @@ +uid://iftuobwwos2v diff --git a/src/character/character.gd b/src/character/character.gd new file mode 100644 index 0000000..b4908bc --- /dev/null +++ b/src/character/character.gd @@ -0,0 +1,5 @@ +class_name Character extends Node + +var position: Vector3: + set(value): + $Physics.position = value diff --git a/src/character/character.gd.uid b/src/character/character.gd.uid new file mode 100644 index 0000000..b480d39 --- /dev/null +++ b/src/character/character.gd.uid @@ -0,0 +1 @@ +uid://cojiog0s838qh diff --git a/src/character/character_controller.gd.uid b/src/character/character_controller.gd.uid new file mode 100644 index 0000000..6ef21af --- /dev/null +++ b/src/character/character_controller.gd.uid @@ -0,0 +1 @@ +uid://cpg4d47b02x5r diff --git a/src/character/physics_interpolate.gd b/src/character/physics_interpolator.gd similarity index 91% rename from src/character/physics_interpolate.gd rename to src/character/physics_interpolator.gd index 3098d1f..8c5fe8c 100644 --- a/src/character/physics_interpolate.gd +++ b/src/character/physics_interpolator.gd @@ -1,4 +1,4 @@ -extends Node3D +class_name PhysicsInterpolator extends Node3D @export var physicsObject : PhysicsBody3D diff --git a/src/character/physics_interpolator.gd.uid b/src/character/physics_interpolator.gd.uid new file mode 100644 index 0000000..56e4ea8 --- /dev/null +++ b/src/character/physics_interpolator.gd.uid @@ -0,0 +1 @@ +uid://dqr8q7pac0kyy diff --git a/src/character/player_input.gd b/src/character/player_input.gd new file mode 100644 index 0000000..6810f52 --- /dev/null +++ b/src/character/player_input.gd @@ -0,0 +1,26 @@ +class_name PlayerInput extends Node + +var camera : Camera3D + +func getInputVector() -> Vector3 : + var cam_basis = camera.global_transform.basis + cam_basis.x.y = 0 + cam_basis.x = cam_basis.x.normalized() + cam_basis.z.y = 0 + cam_basis.z = cam_basis.z.normalized() + + var input = Input.get_vector("move_left", "move_right", "move_up", "move_down") + var relativeInput = Vector3.ZERO + relativeInput += input.x * cam_basis.x + relativeInput += input.y * cam_basis.z + + return relativeInput + +# 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/src/character/player_input.gd.uid b/src/character/player_input.gd.uid new file mode 100644 index 0000000..6da14e4 --- /dev/null +++ b/src/character/player_input.gd.uid @@ -0,0 +1 @@ +uid://bf1ayjieir2u8 diff --git a/src/game_manager.gd b/src/game_manager.gd index 9a6bc98..6372a4d 100644 --- a/src/game_manager.gd +++ b/src/game_manager.gd @@ -5,7 +5,16 @@ var pause_menu: PauseMenu func _ready() -> void: pause_menu = pause_menu_res.instantiate() - get_tree().root.add_child.call_deferred(pause_menu) + +func load_menu(initial: bool = false): + if not initial: pause_game(false) + SceneLoader.load_scene('res://ui/main_menu.tscn') + +func start_new_game() -> void: + SceneLoader.load_scene('res://scenes/world2.tscn') + +func world_loaded(_world: World) -> void: + Input.mouse_mode = Input.MOUSE_MODE_CAPTURED func _unhandled_input(event: InputEvent) -> void: if event.is_action_pressed('ui_cancel'): @@ -15,6 +24,6 @@ func quit_game(): get_tree().quit() func pause_game(pause = true): - Input.mouse_mode = Input.MOUSE_MODE_VISIBLE if pause else Input.MOUSE_MODE_CAPTURED get_tree().paused = pause - pause_menu.visible = pause + if pause: get_tree().root.add_child(pause_menu) + else: pause_menu.get_parent().remove_child(pause_menu) diff --git a/src/game_manager.gd.uid b/src/game_manager.gd.uid new file mode 100644 index 0000000..6170f83 --- /dev/null +++ b/src/game_manager.gd.uid @@ -0,0 +1 @@ +uid://ure6c10abrg3 diff --git a/src/interactable.gd b/src/interactable.gd new file mode 100644 index 0000000..722f534 --- /dev/null +++ b/src/interactable.gd @@ -0,0 +1,25 @@ +class_name Interactable extends PhysicsBody3D + +signal interacted + +@export_group('Interaction settings') +@export var action_label: String +@export var can_be_picked_up: bool = false + +@export_group('Visual settings') +@export var visual_mesh: GeometryInstance3D +@export var highlight_material: Material + +var highlighted: bool: + get: return highlighted + set(val): + highlighted = val + set_highlight_material(val) + +func set_highlight_material(val: bool): + visual_mesh.material_overlay = highlight_material if val else null + +func interact(interactor: Interactor): + interacted.emit() + if interactor and can_be_picked_up: + interactor.hold_object(self) diff --git a/src/interactable.gd.uid b/src/interactable.gd.uid new file mode 100644 index 0000000..d22d572 --- /dev/null +++ b/src/interactable.gd.uid @@ -0,0 +1 @@ +uid://b1roviltcxswt diff --git a/src/interactor.gd b/src/interactor.gd new file mode 100644 index 0000000..bfc8e18 --- /dev/null +++ b/src/interactor.gd @@ -0,0 +1,52 @@ +class_name Interactor extends RayCast3D + +@onready var action_label: Label = %ActionLabel + +var selected: Interactable: + get: return selected + set(val): + if val == selected: return + + if(selected): + selected.highlighted = false + action_label.visible = false + + selected = val + + if(selected): + selected.highlighted = true + action_label.text = selected.action_label + action_label.visible = true + +var held_object: Interactable + +func _physics_process(_delta: float) -> void: + if not is_colliding() or held_object: + selected = null + return + + var obj = get_collider() + selected = obj if obj is Interactable else null + + +func _input(event: InputEvent) -> void: + if not event.is_action_pressed('interact'): return + if selected: + selected.interact(self) + return + + if held_object: + drop_object() + +func hold_object(obj: Interactable): + held_object = obj + obj.process_mode = Node.PROCESS_MODE_DISABLED + obj.reparent(self) + #obj.position = Vector3(0,0,-1.2) + +func drop_object(): + if not held_object: return + + held_object.reparent(get_tree().root) + held_object.process_mode = Node.PROCESS_MODE_INHERIT + held_object = null diff --git a/src/interactor.gd.uid b/src/interactor.gd.uid new file mode 100644 index 0000000..5ce5d1c --- /dev/null +++ b/src/interactor.gd.uid @@ -0,0 +1 @@ +uid://s6ppluw6alti diff --git a/src/loader/SceneLoader.gd b/src/loader/SceneLoader.gd new file mode 100644 index 0000000..b4aac18 --- /dev/null +++ b/src/loader/SceneLoader.gd @@ -0,0 +1,47 @@ +extends Node + +var loading_screen_scene: = preload('res://ui/loading_screen.tscn') + +var loading_screen_instance: LoadingScreen + +var _loading: String = "" + +var progress: Array[float] = [] + +func _init() -> void: + process_mode = PROCESS_MODE_ALWAYS + +func _ready() -> void: + loading_screen_instance = loading_screen_scene.instantiate() + + +func load_scene(path: String): + get_tree().paused = true + ResourceLoader.load_threaded_request(path, "", true) + var status := ResourceLoader.load_threaded_get_status(path, progress) + show_loading_screen() + if status != ResourceLoader.THREAD_LOAD_LOADED: + _loading = path + + + +func show_loading_screen(): + if not loading_screen_instance.get_parent(): add_child(loading_screen_instance) + + +func hide_loading_screen(): + if not loading_screen_instance: return + await loading_screen_instance.fade_out() + if loading_screen_instance.get_parent(): loading_screen_instance.get_parent().remove_child(loading_screen_instance) + +func _process(_delta: float) -> void: + if _loading == "": return + + var status := ResourceLoader.load_threaded_get_status(_loading, progress) + if status != ResourceLoader.THREAD_LOAD_LOADED: return + + var resource : PackedScene = ResourceLoader.load_threaded_get(_loading) + get_tree().change_scene_to_packed(resource) + hide_loading_screen() + get_tree().paused = false + _loading = "" diff --git a/src/loader/SceneLoader.gd.uid b/src/loader/SceneLoader.gd.uid new file mode 100644 index 0000000..58b9095 --- /dev/null +++ b/src/loader/SceneLoader.gd.uid @@ -0,0 +1 @@ +uid://xkcvclatu2qy diff --git a/src/npc.gd b/src/npc.gd new file mode 100644 index 0000000..bc3662d --- /dev/null +++ b/src/npc.gd @@ -0,0 +1,37 @@ +class_name NPC extends CharacterBody3D + +@export var target : Node3D +@export var movement_speed: float = 4.0 +@onready var navigation_agent: NavigationAgent3D = $NavigationAgent3D +@onready var label : Label = $Label + +func _input(event: InputEvent) -> void: + if event.is_action_pressed('interact'): + set_movement_target(target.position) + +func _ready() -> void: + navigation_agent.velocity_computed.connect(Callable(_on_velocity_computed)) + +func set_movement_target(movement_target: Vector3): + navigation_agent.set_target_position(movement_target) + +func _physics_process(_delta): + if navigation_agent.is_navigation_finished(): + return + + var next_path_position: Vector3 = navigation_agent.get_next_path_position() + var new_velocity: Vector3 = global_position.direction_to(next_path_position) * movement_speed + if navigation_agent.avoidance_enabled: + navigation_agent.velocity = new_velocity + else: + _on_velocity_computed(new_velocity) + +func _on_velocity_computed(safe_velocity: Vector3): + + label.text = "x:%f y:%f z:%f" % [safe_velocity.x, safe_velocity.y, safe_velocity.z] + safe_velocity.y = 0 + var direction := safe_velocity.normalized() + if direction: + velocity = direction * movement_speed + look_at(global_position - direction) + move_and_slide() diff --git a/src/npc.gd.uid b/src/npc.gd.uid new file mode 100644 index 0000000..dd0e7ab --- /dev/null +++ b/src/npc.gd.uid @@ -0,0 +1 @@ +uid://fuvfffq4q7ef diff --git a/src/shaders/depth.gdshader b/src/shaders/depth.gdshader new file mode 100644 index 0000000..02f7f54 --- /dev/null +++ b/src/shaders/depth.gdshader @@ -0,0 +1,3 @@ +shader_type spatial; +render_mode unshaded; +render_mode depth_draw_opaque; diff --git a/src/shaders/depth.gdshader.uid b/src/shaders/depth.gdshader.uid new file mode 100644 index 0000000..e0a103e --- /dev/null +++ b/src/shaders/depth.gdshader.uid @@ -0,0 +1 @@ +uid://b47aar6f3hfcm diff --git a/src/shaders/lensflare.gdshader b/src/shaders/lensflare.gdshader new file mode 100644 index 0000000..6c26819 --- /dev/null +++ b/src/shaders/lensflare.gdshader @@ -0,0 +1,35 @@ +shader_type canvas_item; +render_mode blend_add; + +#include "res://src/shaders/lib/clr.gdshaderinc" + +uniform lowp sampler2D Screen_Sample : hint_screen_texture, filter_linear_mipmap_anisotropic; +uniform lowp sampler2D FlareMult; +uniform lowp sampler2D FlareMult2; + +uniform float Blur = 2.5; +uniform float FlareThreshold; +uniform int Flares; +uniform float FlareSpacing; + +uniform float Intensity; +uniform float Saturation_; + +void fragment(){ + vec2 FlippedUV = vec2(1.0) - SCREEN_UV; + vec2 FlareVector = (vec2(0.5) - SCREEN_UV) * FlareSpacing; + vec3 FinalFlare = vec3(0.0); + + for (int i = 0; i < Flares; ++i){ + vec2 SUV = fract(SCREEN_UV + FlareVector * vec2(float(i))); + float Dist = distance(SUV, vec2(0.5)); + float Weight = 1.0 - smoothstep(0.0, 0.75, Dist); + vec3 BlurredScreen = texture(Screen_Sample, SUV, Blur).rgb; + BlurredScreen = ApplyThreshold(BlurredScreen, FlareThreshold); + FinalFlare += BlurredScreen * Weight; + } + FinalFlare *= texture(FlareMult, SCREEN_UV).rgb; + FinalFlare *= texture(FlareMult2, SCREEN_UV).rgb; + COLOR.rgb = FinalFlare * Intensity; + COLOR.rgb = Saturation(COLOR.rgb, Saturation_); +} \ No newline at end of file diff --git a/src/shaders/lensflare.gdshader.uid b/src/shaders/lensflare.gdshader.uid new file mode 100644 index 0000000..4ba41ff --- /dev/null +++ b/src/shaders/lensflare.gdshader.uid @@ -0,0 +1 @@ +uid://c2qvh4lbu3c3w diff --git a/src/shaders/lib/clr.gdshaderinc b/src/shaders/lib/clr.gdshaderinc new file mode 100644 index 0000000..efd11bf --- /dev/null +++ b/src/shaders/lib/clr.gdshaderinc @@ -0,0 +1,7 @@ +vec3 ApplyThreshold(vec3 CLR, float Threshold){ + return max(CLR - vec3(Threshold), vec3(0.0)); +} + +vec3 Saturation(vec3 InputCLR, float Saturation){ + return mix(vec3(dot(InputCLR.rgb, vec3(0.299, 0.587, 0.114))), InputCLR.rgb, Saturation); +} \ No newline at end of file diff --git a/src/shaders/lib/clr.gdshaderinc.uid b/src/shaders/lib/clr.gdshaderinc.uid new file mode 100644 index 0000000..8126a18 --- /dev/null +++ b/src/shaders/lib/clr.gdshaderinc.uid @@ -0,0 +1 @@ +uid://bb5ed7lqm6dh diff --git a/src/shaders/shadows.gdshader b/src/shaders/shadows.gdshader new file mode 100644 index 0000000..233fc8e --- /dev/null +++ b/src/shaders/shadows.gdshader @@ -0,0 +1,67 @@ +shader_type spatial; +render_mode cull_back; + +uniform sampler2D DEPTH_TEXTURE : hint_depth_texture, filter_linear_mipmap; + +void vertex() { + // Called for every vertex the material is visible on. +} + +varying vec2 _screen_pos; +varying vec2 _pixel_size; +varying mat4 _inv_pr_mat; +varying mat4 _pr_mat; + + +void fragment() { + _screen_pos = SCREEN_UV; + _pixel_size = vec2(1.0,1.0); + _inv_pr_mat = INV_PROJECTION_MATRIX; + _pr_mat = PROJECTION_MATRIX; +} + + +float get_depth(vec2 uv) { + return textureLod(DEPTH_TEXTURE, uv, 0.0).r; +} + +vec3 get_pos(vec2 uv) { + float depth = textureLod(DEPTH_TEXTURE, uv, 0.0).r; + vec4 upos = _inv_pr_mat * vec4(uv * 2.0 - 1.0, depth, 1.0); + return upos.xyz / upos.w; +} + +const int MAX_STEPS = 1000; + +float RayTrace(vec3 ro, vec3 rd, vec2 vp_size) { + vec2 step_dir = 1.0 * rd.xy / vp_size; + float step_len = length(step_dir); + ro.xy /= vp_size; + ro.z = get_depth(ro.xy); + vec3 od = get_pos(ro.xy); + + float d = .0; + for (int i = 0; i < MAX_STEPS; i++) { + vec2 uv = ro.xy + step_dir * d; + vec3 pos = get_pos(uv); + if(normalize(pos - od).z > rd.z) return 0.0; + if(length(pos-od) > 0.05) return 1.0; + d += 1.0; + } + return 1.0; +} + +float calculate_light(vec3 normal, vec3 light) { + return max(dot(normal, light),0); +} + +float screen_shadows(vec3 normal, vec3 light, vec3 screen_pos, vec2 vp_size) { + // WHY???? + light.y *= -1.0; + return RayTrace(screen_pos, light, vp_size); +} + +void light() { + //DIFFUSE_LIGHT = vec3(get_pos(FRAGCOORD.xy / VIEWPORT_SIZE).z * -1.0); + DIFFUSE_LIGHT += screen_shadows(NORMAL, LIGHT, FRAGCOORD.xyz, VIEWPORT_SIZE) * calculate_light(NORMAL, LIGHT); +} diff --git a/src/shaders/shadows.gdshader.uid b/src/shaders/shadows.gdshader.uid new file mode 100644 index 0000000..10e4d91 --- /dev/null +++ b/src/shaders/shadows.gdshader.uid @@ -0,0 +1 @@ +uid://ckngyodfpr6cw diff --git a/src/shaders/ui/blur.gdshader.uid b/src/shaders/ui/blur.gdshader.uid new file mode 100644 index 0000000..d1efd5d --- /dev/null +++ b/src/shaders/ui/blur.gdshader.uid @@ -0,0 +1 @@ +uid://b2l8qq3t7whqd diff --git a/src/shaders/vhs.gdshader b/src/shaders/vhs.gdshader new file mode 100644 index 0000000..0980a42 --- /dev/null +++ b/src/shaders/vhs.gdshader @@ -0,0 +1,98 @@ +shader_type canvas_item; + +group_uniforms Wiggle; +uniform float wiggle : hint_range(0.0, 1.5, 0.01) = 0.03; +uniform float wiggle_speed : hint_range(0.0, 100.0, 1.0) = 25; +group_uniforms Smear; +uniform float smear : hint_range(0.0, 2.0) = 1.0; + +uniform sampler2D Source : hint_screen_texture, filter_linear_mipmap, repeat_disable; + +group_uniforms Blur; +uniform int blur_samples : hint_range(3, 15, 1) = 15; + +float onOff(float a, float b, float c, float framecount) { + return step(c, sin((framecount * 0.001) + a * cos((framecount * 0.001) * b))); +} + +vec2 jumpy(vec2 uv, float framecount) { + vec2 look = uv; + float window = 1.0 / (1.0 + 80.0 * (look.y - mod(framecount / 4.0, 1.0)) * (look.y - mod(framecount / 4.0, 1.0))); + look.x += 0.05 * sin(look.y * 10.0 + framecount) / 20.0 * onOff(4.0, 4.0, 0.3, framecount) * (0.5 + cos(framecount * 20.0)) * window; + float vShift = (0.1 * wiggle) * 0.4 * onOff(2.0, 3.0, 0.9, framecount) * (sin(framecount) * sin(framecount * 20.0) + (0.5 + 0.1 * sin(framecount * 200.0) * cos(framecount))); + look.y = mod(look.y - 0.01 * vShift, 1.0); + return look; +} + +vec2 Circle(float Start, float Points, float Point) { + float Rad = (3.141592 * 2.0 * (1.0 / Points)) * (Point + Start); + return vec2(-(.3 + Rad), cos(Rad)); +} + +vec3 rgb2yiq(vec3 c) { + return vec3( + (0.2989 * c.x + 0.5959 * c.y + 0.2115 * c.z), + (0.5870 * c.x - 0.2744 * c.y - 0.5229 * c.z), + (0.1140 * c.x - 0.3216 * c.y + 0.3114 * c.z) + ); +} + +vec3 yiq2rgb(vec3 c) { + return vec3( + (1.0 * c.x + 1.0 * c.y + 1.0 * c.z), + (0.956 * c.x - 0.2720 * c.y - 1.1060 * c.z), + (0.6210 * c.x - 0.6474 * c.y + 1.7046 * c.z) + ); +} + +vec3 Blur(vec2 uv, float d, int samples) { + vec3 sum = vec3(0.0); + float W = 1.0 / float(samples); + for (int i = 0; i < samples; ++i) { + float t = (sin(TIME * 5.0 + uv.y * 5.0)) / 10.0; + + t = 0.0; + vec2 PixelOffset = vec2(d + 0.0005 * t, 0); + + float Start = 2.0 / float(samples); + vec2 Scale = 0.66 * 4.0 * 2.0 * PixelOffset.xy; + + vec3 N = texture(Source, uv + Circle(Start, float(samples), float(i)) * Scale).rgb; + sum += N * W; + } + return sum; +} + +void fragment() { + vec2 uv = UV; + + float d=0.1-round(mod(TIME/3.0,1.0))*.1;; + uv = jumpy(uv, mod(TIME * wiggle_speed, 7.0)); + + float s = 0.0001 * -d + 0.0001 * wiggle *(sin(TIME * wiggle_speed)); + float e = min(.30,pow(max(0.0,cos(uv.y*4.0+.3)-.75)*(s+0.5)*1.0,3.0))*25.0; + float r = (TIME*(2.0*s)); + uv.x += abs(r*pow(min(.003,(-uv.y+(.01*mod(TIME, 5.0))))*3.0,2.0)) * wiggle; + + d = 0.051+abs(sin(s/4.0)); + float c = max(0.0001,.002*d) * smear; + vec4 final; + + final.rgb = Blur(uv, c + c * uv.x, blur_samples); + float y = rgb2yiq(final.rgb).r; + + uv.x += 0.01 * d; + c *= 6.0; + final.rgb = Blur(uv, c, blur_samples); + float i = rgb2yiq(final.rgb).g; + + uv.x += 0.005 * d; + c *= 2.50; + final.rgb = Blur(uv, c, blur_samples); + float q = rgb2yiq(final.rgb).b; + final.rgb = yiq2rgb(vec3(y, i, q)) - pow(s + e * 2.0, 3.0); + + final.a = 1.0; + + COLOR = final; +} diff --git a/src/shaders/vhs.gdshader.uid b/src/shaders/vhs.gdshader.uid new file mode 100644 index 0000000..0978b04 --- /dev/null +++ b/src/shaders/vhs.gdshader.uid @@ -0,0 +1 @@ +uid://c32cqws7ohery diff --git a/src/spawner.gd b/src/spawner.gd index a78cd12..912ca4d 100644 --- a/src/spawner.gd +++ b/src/spawner.gd @@ -9,4 +9,5 @@ func _ready() -> void: func spawn() -> void: var object = object_to_spawn.instantiate() + object.position = position get_parent_node_3d().add_child(object) diff --git a/src/spawner.gd.uid b/src/spawner.gd.uid new file mode 100644 index 0000000..35e620c --- /dev/null +++ b/src/spawner.gd.uid @@ -0,0 +1 @@ +uid://blwx7468vta0e diff --git a/src/world.gd b/src/world.gd new file mode 100644 index 0000000..01c240c --- /dev/null +++ b/src/world.gd @@ -0,0 +1,6 @@ +class_name World extends Node3D + + +# Called when the node enters the scene tree for the first time. +func _ready() -> void: + GameManager.world_loaded(self) diff --git a/src/world.gd.uid b/src/world.gd.uid new file mode 100644 index 0000000..84e62d7 --- /dev/null +++ b/src/world.gd.uid @@ -0,0 +1 @@ +uid://b516jj4kwrvho diff --git a/ui/8_white.png b/ui/8_white.png new file mode 100644 index 0000000..1ef51fc Binary files /dev/null and b/ui/8_white.png differ diff --git a/ui/8_white.png.import b/ui/8_white.png.import new file mode 100644 index 0000000..7dd4ced --- /dev/null +++ b/ui/8_white.png.import @@ -0,0 +1,34 @@ +[remap] + +importer="texture" +type="CompressedTexture2D" +uid="uid://bfeh5lvkbcoa3" +path="res://.godot/imported/8_white.png-3310cdfde4b850a3d12e894d37835bed.ctex" +metadata={ +"vram_texture": false +} + +[deps] + +source_file="res://ui/8_white.png" +dest_files=["res://.godot/imported/8_white.png-3310cdfde4b850a3d12e894d37835bed.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/Background.jpg b/ui/Background.jpg new file mode 100644 index 0000000..2f459cf Binary files /dev/null and b/ui/Background.jpg differ diff --git a/ui/Background.jpg.import b/ui/Background.jpg.import new file mode 100644 index 0000000..ae540aa --- /dev/null +++ b/ui/Background.jpg.import @@ -0,0 +1,34 @@ +[remap] + +importer="texture" +type="CompressedTexture2D" +uid="uid://br70pis7ogpf5" +path="res://.godot/imported/Background.jpg-ed8729c4bc9d8f583e544e96bd473ca7.ctex" +metadata={ +"vram_texture": false +} + +[deps] + +source_file="res://ui/Background.jpg" +dest_files=["res://.godot/imported/Background.jpg-ed8729c4bc9d8f583e544e96bd473ca7.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/loaD11A.tmp b/ui/loaD11A.tmp new file mode 100644 index 0000000..955f785 --- /dev/null +++ b/ui/loaD11A.tmp @@ -0,0 +1,93 @@ +[gd_scene load_steps=6 format=3 uid="uid://cvv70003plsaj"] + +[ext_resource type="Script" path="res://ui/src/loading_screen.gd" id="1_doqp6"] + +[sub_resource type="Animation" id="Animation_ygl05"] +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_u3jsw"] +resource_name = "fade_in" +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, 1), +"transitions": PackedFloat32Array(1, 1), +"update": 0, +"values": [Color(1, 1, 1, 0), Color(1, 1, 1, 1)] +} + +[sub_resource type="Animation" id="Animation_f4ssj"] +resource_name = "fade_out" +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, 1), +"transitions": PackedFloat32Array(1, 1), +"update": 0, +"values": [Color(1, 1, 1, 1), Color(1, 1, 1, 0)] +} + +[sub_resource type="AnimationLibrary" id="AnimationLibrary_ukok2"] +_data = { +"RESET": SubResource("Animation_ygl05"), +"fade_in": SubResource("Animation_u3jsw"), +"fade_out": SubResource("Animation_f4ssj") +} + +[node name="LoadingScreen" type="ColorRect"] +anchors_preset = 15 +anchor_right = 1.0 +anchor_bottom = 1.0 +grow_horizontal = 2 +grow_vertical = 2 +color = Color(0, 0, 0, 1) +script = ExtResource("1_doqp6") + +[node name="VBoxContainer" type="VBoxContainer" parent="."] +layout_mode = 1 +anchors_preset = 8 +anchor_left = 0.5 +anchor_top = 0.5 +anchor_right = 0.5 +anchor_bottom = 0.5 +offset_left = -31.0 +offset_top = -27.0 +offset_right = 31.0 +offset_bottom = 27.0 +grow_horizontal = 2 +grow_vertical = 2 + +[node name="ProgressBar" type="ProgressBar" parent="VBoxContainer"] +unique_name_in_owner = true +layout_mode = 2 + +[node name="Label" type="Label" parent="VBoxContainer"] +layout_mode = 2 +text = "Loading +" + +[node name="AnimationPlayer" type="AnimationPlayer" parent="."] +unique_name_in_owner = true +libraries = { +"": SubResource("AnimationLibrary_ukok2") +} diff --git a/ui/loading_screen.tscn b/ui/loading_screen.tscn new file mode 100644 index 0000000..2645146 --- /dev/null +++ b/ui/loading_screen.tscn @@ -0,0 +1,99 @@ +[gd_scene load_steps=6 format=3 uid="uid://cvv70003plsaj"] + +[ext_resource type="Script" path="res://ui/src/loading_screen.gd" id="1_doqp6"] + +[sub_resource type="Animation" id="Animation_ygl05"] +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_u3jsw"] +resource_name = "fade_in" +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, 1), +"transitions": PackedFloat32Array(1, 1), +"update": 0, +"values": [Color(1, 1, 1, 0), Color(1, 1, 1, 1)] +} + +[sub_resource type="Animation" id="Animation_f4ssj"] +resource_name = "fade_out" +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, 1), +"transitions": PackedFloat32Array(1, 1), +"update": 0, +"values": [Color(1, 1, 1, 1), Color(1, 1, 1, 0)] +} + +[sub_resource type="AnimationLibrary" id="AnimationLibrary_ukok2"] +_data = { +"RESET": SubResource("Animation_ygl05"), +"fade_in": SubResource("Animation_u3jsw"), +"fade_out": SubResource("Animation_f4ssj") +} + +[node name="LoadingScreen" type="ColorRect"] +process_mode = 3 +z_index = 10 +z_as_relative = false +anchors_preset = 15 +anchor_right = 1.0 +anchor_bottom = 1.0 +grow_horizontal = 2 +grow_vertical = 2 +color = Color(0, 0, 0, 1) +script = ExtResource("1_doqp6") + +[node name="VBoxContainer" type="VBoxContainer" parent="."] +layout_mode = 1 +anchors_preset = 8 +anchor_left = 0.5 +anchor_top = 0.5 +anchor_right = 0.5 +anchor_bottom = 0.5 +offset_left = -227.0 +offset_top = -27.0 +offset_right = 227.0 +offset_bottom = 27.0 +grow_horizontal = 2 +grow_vertical = 2 +alignment = 1 + +[node name="Label" type="Label" parent="VBoxContainer"] +layout_mode = 2 +text = "Loading +" +horizontal_alignment = 1 +vertical_alignment = 1 + +[node name="ProgressBar" type="ProgressBar" parent="VBoxContainer"] +unique_name_in_owner = true +layout_mode = 2 + +[node name="AnimationPlayer" type="AnimationPlayer" parent="."] +unique_name_in_owner = true +libraries = { +"": SubResource("AnimationLibrary_ukok2") +} diff --git a/ui/main_menu.tscn b/ui/main_menu.tscn new file mode 100644 index 0000000..ed240b6 --- /dev/null +++ b/ui/main_menu.tscn @@ -0,0 +1,86 @@ +[gd_scene load_steps=4 format=3 uid="uid://c8od2cc6ck4k5"] + +[ext_resource type="Script" uid="uid://cvpje2w2881j7" path="res://ui/src/main_menu.gd" id="1_k6bbd"] +[ext_resource type="Texture2D" uid="uid://br70pis7ogpf5" path="res://ui/Background.jpg" id="1_lntkk"] +[ext_resource type="Script" uid="uid://dq43w4hln4sud" path="res://ui/src/grab_focus_on_enter.gd" id="3_e2uto"] + +[node name="MainMenu" type="TextureRect"] +process_mode = 3 +anchors_preset = 15 +anchor_right = 1.0 +anchor_bottom = 1.0 +grow_horizontal = 2 +grow_vertical = 2 +texture = ExtResource("1_lntkk") +expand_mode = 5 +stretch_mode = 6 +script = ExtResource("1_k6bbd") + +[node name="MainPanel" type="PanelContainer" parent="."] +auto_translate_mode = 1 +layout_mode = 1 +anchors_preset = 13 +anchor_left = 0.5 +anchor_right = 0.5 +anchor_bottom = 1.0 +offset_left = -180.0 +offset_right = 180.0 +grow_horizontal = 2 +grow_vertical = 2 + +[node name="MarginContainer" type="MarginContainer" parent="MainPanel"] +auto_translate_mode = 1 +layout_mode = 2 +theme_override_constants/margin_left = 30 +theme_override_constants/margin_top = 10 +theme_override_constants/margin_right = 30 +theme_override_constants/margin_bottom = 10 + +[node name="VBoxContainer" type="VBoxContainer" parent="MainPanel/MarginContainer"] +auto_translate_mode = 1 +custom_minimum_size = Vector2(300, 0) +layout_mode = 2 +alignment = 1 + +[node name="Label" type="Label" parent="MainPanel/MarginContainer/VBoxContainer"] +auto_translate_mode = 1 +layout_mode = 2 +theme_override_font_sizes/font_size = 48 +text = "Main menu" +horizontal_alignment = 1 +vertical_alignment = 1 + +[node name="ContinueButton" type="Button" parent="MainPanel/MarginContainer/VBoxContainer"] +auto_translate_mode = 1 +layout_mode = 2 +focus_mode = 0 +disabled = true +text = "Continue" + +[node name="NewGameButton" type="Button" parent="MainPanel/MarginContainer/VBoxContainer"] +auto_translate_mode = 1 +layout_mode = 2 +text = "New Game" +script = ExtResource("3_e2uto") + +[node name="LoadButton" type="Button" parent="MainPanel/MarginContainer/VBoxContainer"] +auto_translate_mode = 1 +layout_mode = 2 +focus_mode = 0 +disabled = true +text = "Load" + +[node name="SettingsButton" type="Button" parent="MainPanel/MarginContainer/VBoxContainer"] +auto_translate_mode = 1 +layout_mode = 2 +focus_mode = 0 +disabled = true +text = "Settings" + +[node name="QuitButton" type="Button" parent="MainPanel/MarginContainer/VBoxContainer"] +auto_translate_mode = 1 +layout_mode = 2 +text = "Quit" + +[connection signal="pressed" from="MainPanel/MarginContainer/VBoxContainer/NewGameButton" to="." method="_on_new_game_button_pressed"] +[connection signal="pressed" from="MainPanel/MarginContainer/VBoxContainer/QuitButton" to="." method="_on_quit_button_pressed"] diff --git a/ui/pause_menu.tscn b/ui/pause_menu.tscn index 25bdc77..c627998 100644 --- a/ui/pause_menu.tscn +++ b/ui/pause_menu.tscn @@ -1,7 +1,8 @@ -[gd_scene load_steps=4 format=3 uid="uid://dilbjuywlv0mc"] +[gd_scene load_steps=5 format=3 uid="uid://dilbjuywlv0mc"] [ext_resource type="Shader" path="res://src/shaders/ui/blur.gdshader" id="1_q1q1u"] [ext_resource type="Script" path="res://ui/src/pause_menu.gd" id="1_qw2fh"] +[ext_resource type="Script" path="res://ui/src/grab_focus_on_enter.gd" id="3_eviv0"] [sub_resource type="ShaderMaterial" id="ShaderMaterial_dcwl4"] shader = ExtResource("1_q1q1u") @@ -10,7 +11,6 @@ shader_parameter/tint = Color(0.5, 0.5, 0.5, 1) [node name="PauseMenu" type="Control"] process_mode = 2 -visible = false layout_mode = 3 anchors_preset = 15 anchor_right = 1.0 @@ -51,11 +51,11 @@ vertical_alignment = 1 [node name="ContinueButton" type="Button" parent="MainPanel/MarginContainer/VBoxContainer"] layout_mode = 2 text = "Continue" +script = ExtResource("3_eviv0") [node name="QuitButton" type="Button" parent="MainPanel/MarginContainer/VBoxContainer"] layout_mode = 2 -text = "Quit -" +text = "Quit" [connection signal="pressed" from="MainPanel/MarginContainer/VBoxContainer/ContinueButton" to="." method="_on_continue"] [connection signal="pressed" from="MainPanel/MarginContainer/VBoxContainer/QuitButton" to="." method="_on_quit"] diff --git a/ui/src/grab_focus_on_enter.gd b/ui/src/grab_focus_on_enter.gd new file mode 100644 index 0000000..92fd2e6 --- /dev/null +++ b/ui/src/grab_focus_on_enter.gd @@ -0,0 +1,4 @@ +extends Control + +func _enter_tree() -> void: + grab_focus() diff --git a/ui/src/grab_focus_on_enter.gd.uid b/ui/src/grab_focus_on_enter.gd.uid new file mode 100644 index 0000000..ed52bed --- /dev/null +++ b/ui/src/grab_focus_on_enter.gd.uid @@ -0,0 +1 @@ +uid://dq43w4hln4sud diff --git a/ui/src/loading_screen.gd b/ui/src/loading_screen.gd new file mode 100644 index 0000000..7e86070 --- /dev/null +++ b/ui/src/loading_screen.gd @@ -0,0 +1,14 @@ +class_name LoadingScreen extends Node + +@onready var _progress_bar: ProgressBar = %ProgressBar +@onready var _player: AnimationPlayer = %AnimationPlayer + +func _ready() -> void: + return + +func fade_out() -> void: + return + +func _process(_delta: float) -> void: + if SceneLoader.progress.size() > 0: + _progress_bar.value = SceneLoader.progress[0] * 100 diff --git a/ui/src/loading_screen.gd.uid b/ui/src/loading_screen.gd.uid new file mode 100644 index 0000000..e624bfe --- /dev/null +++ b/ui/src/loading_screen.gd.uid @@ -0,0 +1 @@ +uid://dc7ug0ojnhtgo diff --git a/ui/src/main_menu.gd b/ui/src/main_menu.gd new file mode 100644 index 0000000..3269bdb --- /dev/null +++ b/ui/src/main_menu.gd @@ -0,0 +1,13 @@ +extends Control + +func _input(event: InputEvent) -> void: + if event is InputEventMouseMotion: + Input.mouse_mode = Input.MOUSE_MODE_VISIBLE + + +func _on_new_game_button_pressed() -> void: + GameManager.start_new_game() + + +func _on_quit_button_pressed() -> void: + GameManager.quit_game() diff --git a/ui/src/main_menu.gd.uid b/ui/src/main_menu.gd.uid new file mode 100644 index 0000000..b4d267d --- /dev/null +++ b/ui/src/main_menu.gd.uid @@ -0,0 +1 @@ +uid://cvpje2w2881j7 diff --git a/ui/src/pause_menu.gd b/ui/src/pause_menu.gd index 2fc81ab..e9e3453 100644 --- a/ui/src/pause_menu.gd +++ b/ui/src/pause_menu.gd @@ -1,7 +1,12 @@ class_name PauseMenu extends Node +func _input(event: InputEvent) -> void: + if event is InputEventMouseMotion: + Input.mouse_mode = Input.MOUSE_MODE_VISIBLE + func _on_continue() -> void: GameManager.pause_game(false) + Input.mouse_mode = Input.MOUSE_MODE_CAPTURED func _on_quit() -> void: - GameManager.quit_game() + GameManager.load_menu() diff --git a/ui/src/pause_menu.gd.uid b/ui/src/pause_menu.gd.uid new file mode 100644 index 0000000..343cfd2 --- /dev/null +++ b/ui/src/pause_menu.gd.uid @@ -0,0 +1 @@ +uid://ir3th8i5efqy diff --git a/ui/theme/borderStylebox.tres b/ui/theme/borderStylebox.tres new file mode 100644 index 0000000..11bc7e7 --- /dev/null +++ b/ui/theme/borderStylebox.tres @@ -0,0 +1,10 @@ +[gd_resource type="StyleBoxTexture" load_steps=2 format=3 uid="uid://bs86xa3ndhnex"] + +[ext_resource type="Texture2D" uid="uid://fqalhssuqttw" path="res://ui/theme/textures/panel-border-010.png" id="1_k25a8"] + +[resource] +texture = ExtResource("1_k25a8") +texture_margin_left = 12.0 +texture_margin_top = 8.0 +texture_margin_right = 12.0 +texture_margin_bottom = 8.0 diff --git a/ui/theme/borderStylebox_disabled.tres b/ui/theme/borderStylebox_disabled.tres new file mode 100644 index 0000000..e86c768 --- /dev/null +++ b/ui/theme/borderStylebox_disabled.tres @@ -0,0 +1,11 @@ +[gd_resource type="StyleBoxTexture" load_steps=2 format=3 uid="uid://fpd6nejws8j2"] + +[ext_resource type="Texture2D" uid="uid://fqalhssuqttw" path="res://ui/theme/textures/panel-border-010.png" id="1_sjd36"] + +[resource] +texture = ExtResource("1_sjd36") +texture_margin_left = 12.0 +texture_margin_top = 8.0 +texture_margin_right = 12.0 +texture_margin_bottom = 8.0 +modulate_color = Color(0.219501, 0.219501, 0.219501, 1) diff --git a/ui/theme/borderStylebox_selected.tres b/ui/theme/borderStylebox_selected.tres new file mode 100644 index 0000000..17e457d --- /dev/null +++ b/ui/theme/borderStylebox_selected.tres @@ -0,0 +1,10 @@ +[gd_resource type="StyleBoxTexture" load_steps=2 format=3 uid="uid://bsvyo8xuheaik"] + +[ext_resource type="Texture2D" uid="uid://s0m8eshssof0" path="res://ui/theme/textures/panel-transparent-center-010.png" id="1_tkcyb"] + +[resource] +texture = ExtResource("1_tkcyb") +texture_margin_left = 12.0 +texture_margin_top = 8.0 +texture_margin_right = 12.0 +texture_margin_bottom = 8.0 diff --git a/ui/theme/fantasy-ui-borders.svg b/ui/theme/fantasy-ui-borders.svg new file mode 100644 index 0000000..dcc99a3 --- /dev/null +++ b/ui/theme/fantasy-ui-borders.svg @@ -0,0 +1,4016 @@ + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + 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+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 +svg/scale=1.0 +editor/scale_with_editor_scale=false +editor/convert_colors_with_editor_theme=false diff --git a/ui/theme/textures/panel-010.png b/ui/theme/textures/panel-010.png new file mode 100644 index 0000000..a5cd584 Binary files /dev/null and b/ui/theme/textures/panel-010.png differ diff --git a/ui/theme/textures/panel-010.png.import b/ui/theme/textures/panel-010.png.import new file mode 100644 index 0000000..0df9508 --- /dev/null +++ b/ui/theme/textures/panel-010.png.import @@ -0,0 +1,34 @@ +[remap] + +importer="texture" +type="CompressedTexture2D" +uid="uid://b7genvtlrhd6w" +path="res://.godot/imported/panel-010.png-3fd45932e2fd659565a230b9b2cdf6dd.ctex" +metadata={ +"vram_texture": false +} + +[deps] + +source_file="res://ui/theme/textures/panel-010.png" +dest_files=["res://.godot/imported/panel-010.png-3fd45932e2fd659565a230b9b2cdf6dd.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/theme/textures/panel-border-010.png b/ui/theme/textures/panel-border-010.png new file mode 100644 index 0000000..e57a7d5 Binary files /dev/null and b/ui/theme/textures/panel-border-010.png differ diff --git a/ui/theme/textures/panel-border-010.png.import b/ui/theme/textures/panel-border-010.png.import new file mode 100644 index 0000000..756a558 --- /dev/null +++ b/ui/theme/textures/panel-border-010.png.import @@ -0,0 +1,34 @@ +[remap] + +importer="texture" +type="CompressedTexture2D" +uid="uid://fqalhssuqttw" +path="res://.godot/imported/panel-border-010.png-0d4ba903925fd38f8b3c74675220edab.ctex" +metadata={ +"vram_texture": false +} + +[deps] + +source_file="res://ui/theme/textures/panel-border-010.png" +dest_files=["res://.godot/imported/panel-border-010.png-0d4ba903925fd38f8b3c74675220edab.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/theme/textures/panel-transparent-center-010.png b/ui/theme/textures/panel-transparent-center-010.png new file mode 100644 index 0000000..2f80649 Binary files /dev/null and b/ui/theme/textures/panel-transparent-center-010.png differ diff --git a/ui/theme/textures/panel-transparent-center-010.png.import b/ui/theme/textures/panel-transparent-center-010.png.import new file mode 100644 index 0000000..d7b72fa --- /dev/null +++ b/ui/theme/textures/panel-transparent-center-010.png.import @@ -0,0 +1,34 @@ +[remap] + +importer="texture" +type="CompressedTexture2D" +uid="uid://s0m8eshssof0" +path="res://.godot/imported/panel-transparent-center-010.png-cf7fd4bffee88fcde913697e65711b54.ctex" +metadata={ +"vram_texture": false +} + +[deps] + +source_file="res://ui/theme/textures/panel-transparent-center-010.png" +dest_files=["res://.godot/imported/panel-transparent-center-010.png-cf7fd4bffee88fcde913697e65711b54.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/theme/ui_theme.tres b/ui/theme/ui_theme.tres new file mode 100644 index 0000000..a873f25 --- /dev/null +++ b/ui/theme/ui_theme.tres @@ -0,0 +1,14 @@ +[gd_resource type="Theme" load_steps=5 format=3 uid="uid://byofm2ne4r566"] + +[ext_resource type="StyleBox" uid="uid://fpd6nejws8j2" path="res://ui/theme/borderStylebox_disabled.tres" id="1_1fb4l"] +[ext_resource type="StyleBox" uid="uid://bs86xa3ndhnex" path="res://ui/theme/borderStylebox.tres" id="1_wejdb"] +[ext_resource type="StyleBox" uid="uid://bsvyo8xuheaik" path="res://ui/theme/borderStylebox_selected.tres" id="2_47dt1"] +[ext_resource type="FontFile" uid="uid://clefrrtb0iqcs" path="res://fonts/AvQest.ttf" id="2_giagi"] + +[resource] +default_font = ExtResource("2_giagi") +default_font_size = 20 +Button/styles/disabled = ExtResource("1_1fb4l") +Button/styles/focus = ExtResource("2_47dt1") +Button/styles/hover = ExtResource("2_47dt1") +Button/styles/normal = ExtResource("1_wejdb")