From 8d3b8458572464d30dc5856f974c11e46ee5e0e2 Mon Sep 17 00:00:00 2001 From: Rendo Date: Sun, 30 Nov 2025 13:23:54 +0500 Subject: [PATCH] team colors --- materials/players/molikman/mat_Molikman.tres | 10 + .../viewmodels/molikman_hands.glb.import | 7 + .../worldmodels/molikman_ingame.glb.import | 10 +- .../molikman_ingame_tex_Molikman.png | Bin 472237 -> 0 bytes scenes/molikman.tscn | 6520 ++++++++++++++++- scripts/multiplayer/session.gd | 2 + scripts/player/team_color_switcher.gd | 13 + scripts/player/team_color_switcher.gd.uid | 1 + shaders/team_color.gdshader | 14 + shaders/team_color.gdshader.uid | 1 + .../molikman_ingame_Molikman_blue.png | Bin 0 -> 583558 bytes .../molikman_ingame_Molikman_blue.png.import | 20 +- .../molikman_ingame_Molikman_blue.png~ | Bin 0 -> 452734 bytes .../molikman/molikman_ingame_Molikman_red.png | Bin .../molikman_ingame_Molikman_red.png.import | 6 +- 15 files changed, 6579 insertions(+), 25 deletions(-) create mode 100644 materials/players/molikman/mat_Molikman.tres delete mode 100644 models/characters/worldmodels/molikman_ingame_tex_Molikman.png create mode 100644 scripts/player/team_color_switcher.gd create mode 100644 scripts/player/team_color_switcher.gd.uid create mode 100644 shaders/team_color.gdshader create mode 100644 shaders/team_color.gdshader.uid create mode 100644 textures/players/molikman/molikman_ingame_Molikman_blue.png rename models/characters/viewmodels/molikman_hands_tex_Molikman.png.import => textures/players/molikman/molikman_ingame_Molikman_blue.png.import (54%) create mode 100644 textures/players/molikman/molikman_ingame_Molikman_blue.png~ rename models/characters/viewmodels/molikman_hands_tex_Molikman.png => textures/players/molikman/molikman_ingame_Molikman_red.png (100%) rename models/characters/worldmodels/molikman_ingame_tex_Molikman.png.import => textures/players/molikman/molikman_ingame_Molikman_red.png.import (72%) diff --git a/materials/players/molikman/mat_Molikman.tres b/materials/players/molikman/mat_Molikman.tres new file mode 100644 index 0000000..b1028a0 --- /dev/null +++ b/materials/players/molikman/mat_Molikman.tres @@ -0,0 +1,10 @@ +[gd_resource type="StandardMaterial3D" load_steps=2 format=3 uid="uid://cjb0h3of85nc2"] + +[ext_resource type="Texture2D" uid="uid://d1rfpdlpfnt5w" path="res://textures/players/molikman/molikman_ingame_Molikman_red.png" id="1_qvmge"] + +[resource] +resource_local_to_scene = true +resource_name = "mat_Molikman.001" +cull_mode = 2 +vertex_color_use_as_albedo = true +albedo_texture = ExtResource("1_qvmge") diff --git a/models/characters/viewmodels/molikman_hands.glb.import b/models/characters/viewmodels/molikman_hands.glb.import index 39ffbdc..cea4982 100644 --- a/models/characters/viewmodels/molikman_hands.glb.import +++ b/models/characters/viewmodels/molikman_hands.glb.import @@ -6207,6 +6207,13 @@ _subresources={ "slice_99/start_frame": 0, "slices/amount": 0 } +}, +"materials": { +"mat_Molikman.001": { +"use_external/enabled": true, +"use_external/fallback_path": "res://materials/players/molikman/mat_Molikman.tres", +"use_external/path": "uid://cjb0h3of85nc2" +} } } gltf/naming_version=2 diff --git a/models/characters/worldmodels/molikman_ingame.glb.import b/models/characters/worldmodels/molikman_ingame.glb.import index 7f91ade..8bf4536 100644 --- a/models/characters/worldmodels/molikman_ingame.glb.import +++ b/models/characters/worldmodels/molikman_ingame.glb.import @@ -37,6 +37,14 @@ import_script/path="" materials/extract=0 materials/extract_format=0 materials/extract_path="" -_subresources={} +_subresources={ +"materials": { +"mat_Molikman": { +"use_external/enabled": true, +"use_external/fallback_path": "res://materials/players/molikman/mat_Molikman.tres", +"use_external/path": "uid://cjb0h3of85nc2" +} +} +} gltf/naming_version=2 gltf/embedded_image_handling=1 diff --git a/models/characters/worldmodels/molikman_ingame_tex_Molikman.png 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") 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FGgUZBRsFHAUaBRsFHAUbBR0F9QAcBR0F9QAdBR4FHwVkAxQFHwXzAGQDZQMfBRQFZQP2AB8F8gBlAxQF8gD3AGUD9wD4AGUD8gAgBfcA9wAgBfkA+gAhBSIF+gD9ACEFIQX8ACIFIQX7APwAfgEjBYEBfgEkBSMFgQEjBSUFgQElBWgDIwUmBSUFJAUnBSMFIwUnBSYFJAUoBScFJwUpBSYFKAUqBScFJwUqBSkFKAUrBSoFKgUsBSkFKwUtBSoFKgUtBSwFKwUuBS0FLQUvBSwFLgVnAy0FLQVnAy8FLgVmA2cDZwMwBS8FMAWAAS8FZgMxBWcDZwMxBTAFZgMyBTEFZgN/ATIFMwUwBTEFgAEwBTMFMwUxBTIFMwUyBX8BgAEzBTQFfwE0BTMFNQU2BZcDNQU3BTYFOAU3BTUFOAWWAzcFOQWWAzgFOQU6BZYDOwU6BTkFOwU8BToFPQU8BTsFPQWVAzwFAwFpAz4FBQE+BWkDBQFpAwcBaQMIAQcBAwE/BWkDPwUEAWkDPwUGAQQBCQFABQsBCQFBBUAFQQUKAUAFQQVrAwoBawMNAQoBawMMAQ0BQgVrA0EFQgVDBWsDagNDBUIFagNEBUMFRAUPAUMFRQVEBWoDRAVGBQ8BRQVHBUQFRwVGBUQFSAVHBUUFRwVJBUYFSAVKBUcFSgVJBUcFDgFKBUgFSgVLBUkFDgEQAUoFEAFLBUoFEAERAUsFTAVuA2wDTAVtA24DEgETARQBEgEVARMBFgEXARgBFgFNBRcBTQUZARcBTQUaARkBTgVPBVAFTgVRBU8FUgVTBVQFVAVTBR4BUgVVBVMFVAUeARsBGwEeARwBGwEcAR0BVgVVBVIFVgVXBVUFWAVXBVYFWAVZBVcFWgVZBVgFWgVbBVkFXAVbBVoFXAUfAVsFXQVeBV8FXwV0AycBXwVeBXQDXgUmAXQDXgVgBSYBXQVhBV4FYQVgBV4FYgVhBV0FYQVjBWAFYgVkBWEFZAVjBWEFZQVkBWIFZAVmBWMFZQVnBWQFZwVmBWQFaAVnBWUFZwVpBWYFaAVqBWcFagVpBWcFJQFqBWgFagVrBWkFJQF1A2oFdQNrBWoFdQMoAWsFIAFsBSIBIAFyA2wFcgNzA2wFcgMhAXMDIQEjAXMDIQEkASMBbQVuBW8FbwVuBXAFbQVxBW4FbwVwBXIFcgVwBSsBcgUrASkBcwVxBW0FcwV0BXEFdQV0BXMFdQV2BXQFKgF2BXUFKgF2A3YFeAN3BXcDeAN4BXcFdwN3BXkFdwN5BXkDegV7BVwDegXoAHsF6QBcA10DfAVdA1wDfAVcA3sF6gB8BXsF6gB7BX0F8ADqAO8A7wDxAPAA7wDqAF4DXgPqAH0F7wBeA+sAXgNgA+sAXgPuAGAD7ADuAF4D7ABfA+4A7ABeA34FXgN9BX4FfwXtAOwAfwXsAIAF7AB+BYAFgAXmAH8FfgWBBYAFgAWBBeYAfgWCBYEF5gCBBYIFfgWDBYIFfgV9BYMF5gCCBYQFgwWEBYIF5gCEBYUFgwWFBYQF5gCFBYYFhQXnAIYFhwWFBYMFhQWHBecAhwWDBVsD5wCHBVsDfQVbA4MF5wBbA4gFiAWJBecAfQWKBVsDigWIBVsDewWKBX0FiAWLBYkFigWLBYgFiwXjAIkFewXlAIoF5QCLBYoFiwXtBOMA5QDtBIsF5QBZA+0E5QBaA1kD5ABZA1oDjAWNBY4FjgUtAS4BjgWNBS0BjQWPBS0BjQWQBY8FkAUyAY8FkAUxATIBkQWQBY0FjAWRBY0FkQWSBZAFkwWRBYwFlAWSBZEFkwWUBZEFlAWVBZIFlgWUBZMFlwWVBZQFlgWXBZQFLAGXBZYFlwWYBZUFLAEwAZcFMAGYBZcFMAEvAZgFMwGZBTUBMwE0AZkFNQGZBTYBNQE2AZoFNwGbBZwFNwGdBZsFnAWbBXoDnAV6AzoBmwU7AXoDmwU5ATsBnQU5AZsFnQU4ATkBngWfBaAFngWhBZ8FogWhBZ4FogWjBaEFpAWjBaIFpAWlBaMFpgWlBaQFpgWnBaUFPAE9AT4BPAGoBT0BPwGpBUEBPwFAAakFewN8A30DewN+A3wDQgFDAUQBQgGqBUMBqwVGAawFqwVFAUYBrAVGAUcBrQWrBawFrAVHAa4FrQWsBa8FrwWsBa4FsAWtBa8FrwWuBbEFsAWvBbIFsgWvBbEFswWwBbIFsgWxBbQFtQWyBbQFswWyBbUFtQW0BUgBtQVIAUsBswW1BbYFtQVLAbYFswW2BUoBtgVLAUwBtgVMAUkBtwVPAbgFtwVOAU8BTQFOAbcFTQG5BU4BUAG6BVIBUAFRAboFUwG7BVUBUwFXAbsFvAVVAbsFvAW7BVQBVAFWAbwFvQWaA5gDvQW+BZoDvwW+Bb0FvwXABb4FwQXABb8FwQXCBcAFwwXCBcEFwwWZA8IFxAXFBcYFWAFZAVoBxwXIBckFWwFdAX8DWwFcAV0BXgF/A10BXgFdAV8BgANhAWIBgAOBA2EBgANjAYEDgANgAWMBggODA4QDcAGEA4MDcAGFA4QDcwGEA4UDhgNwAYMDhgNvAXABbgFvAYYDbgFxAW8BhwOGA4MDbgGGA4cDhwODA4IDbgGHA4gDygWIA4cDygWHA4kDcgGJA4cDggOEA4oDhwOCA4oDcwGKA4QDhwOKA4sDiwOKA3MBcgGHA4sDiwNzAXQBcgGLA3QBcgF0AXUBjAONA8sFjAPLBY4DjANkAY0DZAFmAY0DjAOOA5ADZAFlAWYBkAOOA2cBjwNlAWQBkANnAWgBjwNpAWUBzAWQA2gBzAVoAWoBawFpAY8DawHMBWoBawFsAWkBawFqAW0BawHNBcwFawGPA80FzgWSA5MDzgWRA5IDzgWTA5QDzgWUA88FoQGiAZwDoQGdA6IBoQGcA54DoQGeA58DnwOeA6MBnwOjAaADoQOfA6ADpAGfA6EDpQGhA6ADpQGiA6EDpQHQBaIDpQHRBdAFpgHQBdEFpgHRBacBowOkA4kBowOlA6QDpAOlA6YDpAOmA6cDggGmA6UDggGoA4MBggGDAakDggGpA6YDpgOpA6oDqwOnA6YDpgOqA6sDqwOIAacDqwOqA4QBqwOEAawD0gWsA4QB0gWtA6wDhAGFAa4DhAGuA9MF0gWEAdMF0wWuA4YB0wWGAa8D0gXTBa8D0gWvA4oBigGvA9QF0gXVBa0DigHVBdIFrQPVBdYFrQPWBY8BigHXBdUF1wXWBdUF1wWOAdYFigHUBdgFsAOOAdcFsAOQAY4BkAGwA9kFkAHZBbEDsAPYBbUDsAO1A9kF2AXUBbMD2AWzA7UD1AWyA7MD1AWHAbIDswOyA4sBswOLAbQDtQOzA7QDtQO0A7YD2QW1A7YD2QW2A7cDsQPZBbcDtwO2A4wBsQO3A9oFtwOMAdsF2gW3A9sF2gXbBdwFjQHcBdsFjQGRAdwFkgGTAbgDuAOTAZUBuQO4A5UBuQOUAbgDugOUAbkDugO7A5QBlgG7A7oDlgGXAbsDmAGXAZYBmAG8A5cBvAOYAZoBvAOaAZkBvQO+A78DvQOcAb4DvwO+A50BvwOdAZsBngHdBaABngGfAd0FwAOeAaABwAOgAd4FwQPCA8MDwQPEA8IDxAPFA8IDxAPGA8UD3wXgBeEF3wXiBeAFqAGpAaoBqAGrAakB4wXJA+QFzQPkBc4DzQPjBeQF4wXHA8kDrwHJA8cDrwHHA8gDyAPHA+UFyAPlBcsDywPlBcoDywPKA60B5QXMA8oDxwPmBeUF5QXmBcwDxwPjBeYF5gXQA8wD4wXPA+YF5gXPA9AD4wXNA88D0QPPA80D0QPNA7AB0gPPA9ED0gPQA88D5wXQA9ID5wXTA9ADsQHTA+cFsQHoBdMD6QXTA+gFsgHoBbEB6QXoBdYD1wPpBdYDsgHUA+gF1AOyAdUD1wPWA+oFrAHXA+oFrAHqBa4B1gPaA+oF6AXrBdYD1gPrBdoD6AXUA+sF1APVA9gD6wXUA9gD2APVA9kD2gPrBdsD6wXYA9sD2gPbA9wD2APZA7MB2wPYA7MB2wOzAbUB3APbA7UB3AO1AbgB2QO2AbMB2QPsBbYB7AXtBbYB7AXuBe0F7wW3AbYB3QO4Ae8F7wW2Ad4D3QPvBd4D7QXeA7YB8AXdA94D7gXxBe0F8AXeA/IF7QXyBd4D8QXyBe0F7gXzBfEF3wPwBfIF8wX0BfEF8wX1BfQF8QXkA/IF3wPyBeQD9AXkA/EF9QXhA/QF9QW0AeED4QPgA/QF9AXgA+QD4QPiA+AD4wPgA+ID5QPkA+AD4wPlA+AD5QPfA+QDugHlA+MDugG5AeUDuQHfA+UDuQHmA98D5wPoA/YF5wPqA+gD6wPnA/YF6wP2BekD7APrA+kD7APpA+0DvgHwA/cFvgH4BfAD9wXwA+4D9wXuA+8D7wPuA7wBuwH3Be8D7wO8AfEDuwHvA/ID8gPvA/ED8gPxA70BvwHzA/QDvwHCAfMD9APzA/kF9AP5BfUD+QX6BfUD+QX7BfoF+wX8BfoF+wXAAfwFwAH9BfwFwAH+Bf0F/gX/Bf0F/gXDAf8FwwHBAf8FwwHEAcEBxQEABvcDxQH4AwAGxgEABvgDxgH2AwAG+QPFAfcD+gMABvYD9wMABvoD+gP2AwEG/AP6AwEG/AMBBvsD9wP6A/0D/QP6A/wD+QP3A/4D/gP3A/0DxwH5A/4DxwH/A/kDAATHAf4D/gP9AwAEAAQBBMcB/QP8AwIEAAT9AwIEAgT8A8gBAgTIAckBAAQCBAMEAwQCBMkBAwQBBAAEAwTJAcoBAwQEBAEEygEEBAMEzAEBBAQEygEFBAQEzAEEBAYEBgQEBAUEBgTNAcwBBgQFBAcEBgQCBs0BBwQCBgYEBwTLAQIGzgHQAQgEzgHPAdAB0QEJBAoE0QHVAQkECgQJBAsECgQLBAwECgQMBAMGDQQDBgwEDQQMBBAECwQQBAwEEATTAQ0EEATUAdMBEAQEBtQBCwQEBhAEBAYSBNQBCQQOBAsEDgQEBgsECQTSAQ4EDgTSAQ8EDgQRBAQGBAYRBBIEEQQOBA8EEgQRBBMEEQQPBBMEBQYWBBQEBQYVBBYEFwQGBhkE2AEXBBkE2AEZBNcBFwQYBAYGGgQGBhgEGgQYBNYB2QHbAQcG2QHaAdsB3AEbBBwE3AHdARsE3QHfARsE3QHhAd8B3wHeARsE3wHgAd4B4gEdBB4E4gHjAR0E4wHkAR0E4wHlAeQB5gHnAegB5wHmAekB5wHpAQgG6gEfBOwB6gHrAR8E7QEgBCEE7QHwASAEIQQgBCIEIATzASIEIQQiBPEB7wEhBPEB7wHxAfIBIAQjBPMB8wEjBPQBIwT1AfQBIwTuAfUB9gEkBPgB9gH5ASQE+AEkBCUE+AElBPoBJAT3ASUEJAQmBPcB+gElBAkG+gEJBgoGCgYJBgsGCgYLBgwGDAYLBvwBDAb8AfsB/QH+AScE/wEnBP4BJwQAAv0BAAINBv0B/QENBgEC/QEBAg4GDgYBAgQCDgYEAgMCAgL/Af4B/gH9ASgEKAT9AQYCKAQGAgUC/gEoBAcCAgL+AQgCAgIIAgkCCAL+ASkECAIpBA8GEAYIAg8GEAYPBhEGEQYPBgoCEQYKAgsCEgYRBgsCEgYLAhMGFAYSBhMGFAYTBhUGFgYUBhUGFgYVBhcGGAYWBhcGGAYXBhkGGgYYBhkGGgYZBgwCDQIOAg8CDwIOAhsGGwYOAhACGwYQAhECEQIQAhwGEQIcBhICGAIdBh4GGAIUAh0GHgYZAhgCHgYdBh8GHgYXAhkCHgYfBiAGIAYXAh4GIAYfBiEGIAYiBhcCIAYhBiMGIwYiBiAGIwYhBiQGIwYlBiIGIwYkBiYGJgYlBiMGJgYnBiUGJgYkBigGKgQnBiYGJgYoBioEKgQTAicGKgQoBikGEwIqBCoGKgQpBioGEwIqBisGKgYsBisGLQYqBikGKAYtBikGKgYtBiwGKAYVAi0GFQIsBi0GFQIWAiwGHQIuBi8GHQItBC4GLgYtBBsCLgYbAjAGLwYuBjEGMQYuBjAGLwYxBjIGMQYwBjMGMgYxBjQGNAYxBjMGMgY0BjUGNAYzBjYGNQY0BjcGNwY0BjYGNQY3BisENwY2BjgGKwQ3BjkGOQY3BjgGKwQ5BjoGOQY4BjsGOgY5BiwELAQ5BjsGOgYsBDwGLAQ7Bj0GPAYsBD4GLAQ9Bj8GLAQ/Bj4GPQZABj8GPQYcAkAGQQY/BkAGPAY+BkIGPwZCBj4GQgY/BkEGGgI8BkIGQgZBBkMGGgJCBkMGHgJEBiACHgIfAkQGIAJEBkUGRQZEBkYGIAJFBiECRQZGBkcGIQJFBkgGSAZFBkcGIQJIBkkGSAZHBkoGSQZIBksGSwZIBkoGSQZLBkwGSwZKBk0GTAZLBk4GTgZLBk0GTAZOBk8GTgZNBlAGTwZOBi4ELgROBlAGTwYuBFEGLgRQBlIGUQYuBFMGLgRSBlQGLgRUBlMGUgZVBlQGUgYiAlUGIwJUBlUGUQZTBlYGVAZWBlMGVgZUBiMCJAJRBlYGVgYjAlcGJAJWBlcGJQJYBicCJQJZBlgGWAZZBloGWQYoAjAEWQYwBFoGWgYwBFsGWgZbBisCMARcBlsGMAQxBFwGXQZaBisCWAZaBl0GXQYrAl4GXQZeBl8GWAZdBmAGXQZfBmAGWAZgBmEGYAZfBmIGYQZgBmMGYAZiBmMGYQZjBmQGYwZiBmUGZAZjBmYGYwZlBmYGZAZmBmcGZgZlBikCZwZmBmgGZgYpAmgGZwZoBi8EaAYpAmkGLwRoBmoGaAZpBmoGLwRqBmsGaQZrBmoGJgIvBGsGJgJrBmwGaQZsBmsGbAZpBioCOQRtBm4GOQRLAm0GSwJvBm0GSwJMAm8GbQZvBk0CbgZtBnAGbQZNAnAGbgZwBnEGcAZNAnIGcQZwBjoEcAZyBjoEcQY6BE4COgRyBnMGOgRzBnQGdAZzBnUGdAZ1BnYGdgZ1BncGdgZ3BngGeAZ3BjsEeAY7BE8CeQY8AnoGeQZ7BjwCfAZ5BnoGfAZ6Bj0CfQZ5BnwGfgZ7BnkGfQZ+BnkGfgZ/BnsGgAZ+Bn0GgQZ/Bn4GgAaBBn4GPgKBBoAGgQaCBn8GPgI7AoEGOwKCBoEGOwI8BIIGPwKDBj4EPwI+BEQCRAI+BEUCPwJEAoQGRAJGAoQGPwKFBoMGhgaDBoUGPgSDBocGPgSHBkEChgY9BIMGhwaDBj0EhwY9BEACQgI9BIYGQgKIBj0EiQaIBkICiQaKBogGiwaKBokGiwaMBooGjQaMBosGjQaOBowGQwKOBo0GQwKPBo4GRwKQBkkCRwKRBpAGkAaRBkoCkAZKAkgCUwKSBpMGUwJQApIGUAKUBpIGUAJABJQGkgaUBpUGkwaSBpYGkgaVBpYGkwaWBpcGlgaVBpgGlwaWBpkGlgaYBpkGlwaZBpoGmQaYBpsGmgaZBpwGmQabBpwGmgacBp0GnAabBp4GnQacBj8EnAaeBj8EnQY/BEEEPwSeBp8GnwaeBlECQQQ/BKAGPwSfBqAGQQSgBqEGQQShBlICogagBp8GUQKiBp8GogahBqAGogZSAqEGUQKjBqIGUgKiBqMGpAalBqYGpAZSBKUGpwakBqYGpwamBlMEqAanBlMEqAZTBKkGqgaoBqkGqgapBqsGrAaqBqsGrAarBlQEVAJCBK0GVAKuBkIEVwJCBK4GVwJYAkIEQgRYAlkCrQZCBFUCrQZVAlYCWgKvBrAGWgJdAq8GsAavBlsCsAZbAl4CXgJbAl8CXgJfAmACsQawBl4CsQZeArIGQwSxBrIGQwSyBrMGswayBmECtAZDBLMGswZhArUGtAazBrYGtgazBrUGtwa0BrYGtga1BrgGtwa2BrkGuQa2BrgGXAK3BrkGuQa4BroGXAK5BmICYgK5BroGYgK6BmMCuwZlAmYCuwZkAmUCZwJoAmkCZwJqAmgCawJtArwGawJsAm0CvAZtAm4CvAZuAm8CvQa+Br8GvQbABr4GwQbCBsMGwQbEBsIGxQbBBsMGxAZyAsIGxQbDBsYGxAZwAnICcAJxAnICcAJzAnECxwbFBsYGxwbGBsgGyQbHBsgGyQbIBsoGywbJBsoGywbKBnQCzAbNBs4GzAbPBs0G0AbMBs4GzwZGBM0GzwZ7AkYEzQZGBHwCzQZ8AtEGzgbNBtEGzgbRBtIG0AbOBtMG0wbOBtIG1AbQBtMG0wbSBtUG1AbTBtYG1gbTBtUG1wbUBtYG1gbVBtgG1wbWBtkG2QbWBtgGegLXBtkG2QbYBtoGegLZBkcERwTZBtoGRwTaBn0CdQLbBkQEdQJ2AtsGRATbBkUERARFBHcCdwJFBHgCdwJ4AnkC3AbdBt4G3AbfBt0G4AbcBt4G3wbhBt0G4AbeBkgE3wbiBuEG4gZ/AuEG4gZ+An8C4wbgBkgE4wZIBOQGgALjBuQGgALkBuUGSwTmBucGSwRJBOYGSQToBuYGSQRKBOgG6QbqBjEC6QY0BOoGMgI1BDQE6wY0BDUE6wbqBjQEMwLqBusGMwLsBuoGOQI4AjMCOAI5AjoCOAI2BDMCNgTsBjMCOAI0AjYENgQ0AjgENgQ4BDcCNQI2BDcCNQI3AjcENQLtBjYENgTtBuwG7gY1AjYC7gbvBjUCNQLvBu0G7wbuBjAC7QbvBvAG7wYwAvAG7QbwBvEGMALxBvAG7QbxBvIG7QbyBuwGMALzBvEG8gbxBvMGMAL0BvMG8gbzBvQGMAL1BvQG9Ab1Bi8C9gbyBvQG9AYvAvYG9gYzBPIGLwIzBPYG7AbyBjMELwL3BjME9wYvAvgG7AYzBPkG+QYzBPcG6gbsBvkG9wb4BvoG+Qb3BvoG+gb4BiwC6gb5Bi4CLgL5BvoG+gYsAlwGLgL6BlwGLgJcBjEELgIxBDIELQIyBDEE+wb8Bv0G+wb+BvwG/wb7Bv0G/gaCAvwG/gaFAoIC/AaCAgAH/AYABwEH/Qb8BgEHAQcAB4cCAQeHAoYC/QYBBwIH/wb9BgMHAwf9BgIHBAf/BgMHAwcCBwUHBAcDBwYHBgcDBwUHgQIEBwYHBgcFB0wEgQIGB4QChAIGB0wEhAJMBIMCiAIHB4oCiAKJAgcHiQKLAgcHiQIIB4sCjAIJBwoHjAILBwkHCgcJB40CCgeNAo4CCQeQAo0CCQdNBJACCwdNBAkHCwePAk0EDAdXBA0HDAcOB1cEDwcMBw0HDwcNBxAHVgQPBxAHVgQQBxEHVQRWBBEHVQQRBxIHkQKTAhMHkQKSApMClAIUB5YClAKVAhQHTgRPBFAETgRRBE8ElwKZAhUHlwKYApkCFgecApoCFgcXB5wCFwebApwCGAcXBxYHFwcZB5sCGAcaBxcHGgcZBxcHGwcaBxgHGgccBxkHGwcdBxoHHQccBxoHHgcdBxsHHQcfBxwHIAcfBx0HHgcgBx0HIAedAh8HIAegAp0CHgchByAHIAchB6ACHgefAiEHIQehAqACIQeeAqECIgejAqQCIgcjB6MCogIiB6QCogKkAiQHpQIlB6cCpQKmAiUHqAImB6oCqAKrAiYHJwcmB6sCJwepAiYHqQInB6wCKAdZBCkHKAdYBFkEKgcoBykHKgcpBysHLAcqBysHLAcrBy0HLgcsBy0HLgctB1oELwcwBzEHrQKuAq8CMgczBzQH"), 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") 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Vector3(1.196895e-08, 0.06025714, -1.3969839e-09) +bones/39/rotation = Quaternion(0.02793458, 0.00096498657, 0.007639523, 0.9995801) +bones/39/scale = Vector3(0.99999994, 1, 1) +bones/40/name = "MiddleU.R" +bones/40/parent = 33 +bones/40/rest = Transform3D(0.995789, 0.05825707, 0.07078304, -0.06539656, 0.99251527, 0.10313416, -0.064244956, -0.10732884, 0.99214566, -0.042378075, 0.07765789, -0.011263031) +bones/40/enabled = true +bones/40/position = Vector3(-0.042378075, 0.07765789, -0.011263031) +bones/40/rotation = Quaternion(-0.052744806, 0.0338398, -0.030989235, 0.9975533) +bones/40/scale = Vector3(0.99999994, 0.99999994, 0.99999994) +bones/41/name = "MiddleM.R" +bones/41/parent = 40 +bones/41/rest = Transform3D(0.86401427, 0.50343335, -0.0058475556, -0.5016817, 0.8599146, -0.09414029, -0.042364962, 0.08427217, 0.99554175, -5.4948032e-08, 0.073259115, 8.731149e-10) +bones/41/enabled = true +bones/41/position = Vector3(-5.4948032e-08, 0.073259115, 8.731149e-10) +bones/41/rotation = Quaternion(0.046254568, 0.009467372, -0.26058248, 0.96429646) +bones/41/scale = Vector3(1, 1, 0.99999994) +bones/42/name = "MiddleD.R" +bones/42/parent = 41 +bones/42/rest = Transform3D(0.9998987, 0.014212517, 0.00084087375, -0.0142250955, 0.9997447, 0.017563168, -0.00059104216, -0.017573351, 0.99984545, 1.990702e-08, 0.06424291, 3.259629e-09) +bones/42/enabled = true +bones/42/position = Vector3(1.990702e-08, 0.06424291, 3.259629e-09) +bones/42/rotation = Quaternion(-0.008784691, 0.00035800185, -0.007109857, 0.9999361) +bones/42/scale = Vector3(1, 1.0000001, 1) +bones/43/name = "RingU.R" +bones/43/parent = 33 +bones/43/rest = Transform3D(0.9704054, -0.03888427, 0.2383302, 0.023668524, 0.99751383, 0.066376545, -0.2403187, -0.058771238, 0.96891314, -0.033461083, 0.07149337, 0.017992385) +bones/43/enabled = true +bones/43/position = Vector3(-0.033461083, 0.07149337, 0.017992385) +bones/43/rotation = Quaternion(-0.03153695, 0.120618425, 0.015763162, 0.99207264) +bones/43/scale = Vector3(0.99999994, 0.99999994, 0.9999999) +bones/44/name = "RingM.R" +bones/44/parent = 43 +bones/44/rest = Transform3D(0.8251063, 0.5639377, 0.03426029, -0.5524449, 0.81802, -0.16014928, -0.118339844, 0.11321323, 0.98649806, 1.693843e-08, 0.07553469, 2.0148889e-08) +bones/44/enabled = true +bones/44/position = Vector3(1.693843e-08, 0.07553469, 2.0148889e-08) +bones/44/rotation = Quaternion(0.071742766, 0.04004922, -0.29298964, 0.95257866) +bones/44/scale = Vector3(1, 0.9999998, 1) +bones/45/name = "RingD.R" +bones/45/parent = 44 +bones/45/rest = Transform3D(0.99991727, 0.012864226, -0.00015439113, -0.012864491, 0.99967194, -0.022144146, -0.00013052685, 0.022144299, 0.99975467, -2.7939677e-08, 0.06469145, 2.0489097e-08) +bones/45/enabled = true +bones/45/position = Vector3(-2.7939677e-08, 0.06469145, 2.0489097e-08) +bones/45/rotation = Quaternion(0.01107302, -5.9665563e-06, -0.006432707, 0.999918) +bones/45/scale = Vector3(1, 0.9999999, 0.9999999) +bones/46/name = "LittleU.R" +bones/46/parent = 33 +bones/46/rest = Transform3D(0.91784114, 0.18039079, 0.35359114, -0.15868114, 0.98324496, -0.08972006, -0.3638514, 0.026240518, 0.9310872, -0.03628368, 0.08284568, 0.040324554) +bones/46/enabled = true +bones/46/position = Vector3(-0.03628368, 0.08284568, 0.040324554) +bones/46/rotation = Quaternion(0.02961814, 0.18324602, -0.08660426, 0.9787969) +bones/46/scale = Vector3(0.99999994, 1, 0.9999999) +bones/47/name = "LittleM.R" +bones/47/parent = 46 +bones/47/rest = Transform3D(0.9267257, 0.3674547, 0.07846124, -0.35205156, 0.9221317, -0.16041426, -0.13129655, 0.12103765, 0.98392636, 2.8405339e-08, 0.061574377, 4.656613e-09) +bones/47/enabled = true +bones/47/position = Vector3(2.8405339e-08, 0.061574377, 4.656613e-09) +bones/47/rotation = Quaternion(0.07188149, 0.05357115, -0.18375853, 0.97887486) +bones/47/scale = Vector3(0.99999976, 1, 1) +bones/48/name = "LittleD.R" +bones/48/parent = 47 +bones/48/rest = Transform3D(0.9951904, 0.09795654, 0.00071904337, -0.09795638, 0.9950795, 0.014866689, 0.00074078416, -0.01486562, 0.9998892, 1.8626451e-09, 0.0359355, -1.0244548e-08) +bones/48/enabled = true +bones/48/position = Vector3(1.8626451e-09, 0.0359355, -1.0244548e-08) +bones/48/rotation = Quaternion(-0.0074422387, -5.441897e-06, -0.049038596, 0.99876916) +bones/48/scale = Vector3(0.99999994, 0.9999999, 0.99999994) +bones/49/name = "ThumbCtrl.R" +bones/49/parent = 33 +bones/49/rest = Transform3D(0.97710985, 0.2127355, -8.8941306e-08, -0.21223329, 0.9748028, 0.06867502, 0.014609705, -0.067103006, 0.99763906, 0.0045400406, 0.06477455, -0.04676979) +bones/49/enabled = true +bones/49/position = Vector3(0.0045400406, 0.06477455, -0.04676979) +bones/49/rotation = Quaternion(-0.03416061, -0.0036757006, -0.10691857, 0.993674) +bones/49/scale = Vector3(1, 0.9999998, 1) +bones/50/name = "IndexCtrl.R" +bones/50/parent = 33 +bones/50/rest = Transform3D(0.9800802, 0.19626914, 0.03035413, -0.19836746, 0.9599855, 0.1976821, 0.009659374, -0.1997656, 0.979796, -0.045296423, 0.07181839, -0.03615555) +bones/50/enabled = true +bones/50/position = Vector3(-0.045296423, 0.07181839, -0.03615555) +bones/50/rotation = Quaternion(-0.10037247, 0.0052263075, -0.09966255, 0.98993206) +bones/50/scale = Vector3(1, 1, 0.9999999) +bones/51/name = "MiddleCtrl.R" +bones/51/parent = 33 +bones/51/rest = Transform3D(0.995789, 0.058257066, 0.07078304, -0.06539656, 0.99251527, 0.10313419, -0.064244956, -0.10732887, 0.99214566, -0.042378075, 0.07765789, -0.011263029) +bones/51/enabled = true +bones/51/position = Vector3(-0.042378075, 0.07765789, -0.011263029) +bones/51/rotation = Quaternion(-0.05274482, 0.0338398, -0.030989235, 0.9975533) +bones/51/scale = Vector3(0.99999994, 0.99999994, 0.99999994) +bones/52/name = "RingCtrl.R" +bones/52/parent = 33 +bones/52/rest = Transform3D(0.9704054, -0.038884312, 0.23833019, 0.023668565, 0.99751383, 0.06637655, -0.2403187, -0.05877123, 0.96891314, -0.033461023, 0.07149338, 0.017992362) +bones/52/enabled = true +bones/52/position = Vector3(-0.033461023, 0.07149338, 0.017992362) +bones/52/rotation = Quaternion(-0.03153695, 0.12061842, 0.015763182, 0.99207264) +bones/52/scale = Vector3(0.99999994, 0.99999994, 0.9999999) +bones/53/name = "LittleCtrl.R" +bones/53/parent = 33 +bones/53/rest = Transform3D(0.9178411, 0.18039082, 0.3535911, -0.15868118, 0.9832449, -0.08972008, -0.36385137, 0.02624052, 0.9310872, -0.03628368, 0.082845695, 0.040324543) +bones/53/enabled = true +bones/53/position = Vector3(-0.03628368, 0.082845695, 0.040324543) +bones/53/rotation = Quaternion(0.029618144, 0.183246, -0.08660429, 0.9787969) +bones/53/scale = Vector3(0.9999999, 0.99999994, 0.9999999) +bones/54/name = "ArmPole.R" +bones/54/parent = 0 +bones/54/rest = Transform3D(-1, 0, 3.8941437e-07, 0, 1, 0, -3.8941437e-07, 0, -1, -0.35926044, 0.3746208, -0.29998556) +bones/54/enabled = true +bones/54/position = Vector3(-0.35926044, 0.3746208, -0.29998556) +bones/54/rotation = Quaternion(0, 1, 0, 1.9470718e-07) +bones/54/scale = Vector3(1, 1, 1) +bones/55/name = "ArmCtrl.R" +bones/55/parent = 0 +bones/55/rest = Transform3D(0.94635737, -0.23162138, -0.2253216, -0.22532392, -0.9728065, 0.05364829, -0.23162167, -1.0385237e-07, -0.9728063, -0.26421803, 0.77379894, -6.9123985e-08) +bones/55/enabled = true +bones/55/position = Vector3(-0.26421803, 0.77379894, -6.9123985e-08) +bones/55/rotation = Quaternion(0.9864031, -0.11581063, -0.11581014, -0.013596975) +bones/55/scale = Vector3(1.0000058, 1.0000005, 1) +bones/56/name = "WristCtrl.R" +bones/56/parent = 0 +bones/56/rest = Transform3D(0.9998686, -1.920822e-09, 0.016210958, -0.0011133328, -0.9976389, 0.068669416, 0.016172592, -0.06867806, -0.9975133, -0.4638072, -0.017174125, -0.022513377) +bones/56/enabled = true +bones/56/position = Vector3(-0.4638072, -0.017174125, -0.022513377) +bones/56/rotation = Quaternion(0.9993767, -0.00027850733, 0.008100916, -0.034358192) +bones/56/scale = Vector3(0.99999994, 1, 1.0000055) +bones/57/name = "Thigh.L" +bones/57/parent = -1 +bones/57/rest = Transform3D(-4.9829483e-05, 0.0017786555, -0.9999984, 0.028458297, -0.9995934, -0.0017793531, -0.99959505, -0.028458338, -8.082825e-07, 0.2135597, -0.016364414, -2.1608786e-08) +bones/57/enabled = true +bones/57/position = Vector3(0.2135597, -0.016364414, -2.1608786e-08) +bones/57/rotation = Quaternion(-0.70702636, -0.010691596, 0.7070435, 0.009433522) +bones/57/scale = Vector3(1, 0.99999994, 0.99999994) +bones/58/name = "Calf.L" +bones/58/parent = 57 +bones/58/rest = Transform3D(0.9998155, 0.019205399, -0.00027197247, -0.019202074, 0.999773, 0.009225693, 0.0004490939, -0.009218767, 0.9999574, 2.5956979e-09, 0.74116886, -9.616832e-10) +bones/58/enabled = true +bones/58/position = Vector3(2.5956979e-09, 0.74116886, -9.616832e-10) +bones/58/rotation = Quaternion(-0.004611377, -0.00018027684, -0.0096024135, 0.99994326) +bones/58/scale = Vector3(1, 0.99999994, 0.99999994) +bones/59/name = "Foot.L" +bones/59/parent = 58 +bones/59/rest = Transform3D(0.0479762, -0.9988479, 0.001010452, 0.998848, 0.047975115, -0.0010603662, 0.001010668, 0.0010601602, 0.9999989, -3.6379788e-10, 0.71931756, 1.8454728e-08) +bones/59/enabled = true +bones/59/position = Vector3(-3.6379788e-10, 0.71931756, 1.8454728e-08) +bones/59/rotation = Quaternion(0.0007323576, -7.458192e-08, 0.68993616, 0.72386986) +bones/59/scale = Vector3(1, 0.99999994, 1) +bones/60/name = "Thigh.R" +bones/60/parent = -1 +bones/60/rest = Transform3D(-4.9829483e-05, -0.0017786555, 0.9999984, -0.028458297, -0.9995934, -0.0017793531, 0.99959505, -0.028458338, -8.082825e-07, -0.2135597, -0.016364414, -2.1608786e-08) +bones/60/enabled = true +bones/60/position = Vector3(-0.2135597, -0.016364414, -2.1608786e-08) +bones/60/rotation = Quaternion(0.70702636, -0.010691596, 0.7070435, -0.009433522) +bones/60/scale = Vector3(1, 0.99999994, 0.99999994) +bones/61/name = "Calf.R" +bones/61/parent = 60 +bones/61/rest = Transform3D(0.9998155, -0.019205399, 0.00027197247, 0.019202074, 0.999773, 0.009225693, -0.0004490939, -0.009218767, 0.9999574, -2.5956979e-09, 0.74116886, -9.616832e-10) +bones/61/enabled = true +bones/61/position = Vector3(-2.5956979e-09, 0.74116886, -9.616832e-10) +bones/61/rotation = Quaternion(-0.004611377, 0.00018027684, 0.0096024135, 0.99994326) +bones/61/scale = Vector3(1, 0.99999994, 0.99999994) +bones/62/name = "Foot.R" +bones/62/parent = 61 +bones/62/rest = Transform3D(0.0479762, 0.9988479, -0.001010452, -0.998848, 0.047975115, -0.0010603662, -0.001010668, 0.0010601602, 0.9999989, 3.6379788e-10, 0.71931756, 1.8454728e-08) +bones/62/enabled = true +bones/62/position = Vector3(3.6379788e-10, 0.71931756, 1.8454728e-08) +bones/62/rotation = Quaternion(0.0007323576, 7.458192e-08, -0.68993616, 0.72386986) +bones/62/scale = Vector3(1, 0.99999994, 1) + +[node name="Head" type="BoneAttachment3D" parent="molikman_ingame/Armature/Skeleton3D"] +transform = Transform3D(0.9995326, 9.313226e-10, 0.030569788, 4.4731223e-09, 1, -1.322478e-07, -0.03056979, 1.359731e-07, 0.9995326, -0.0022488823, 1.1116779, -0.0021776513) +bone_name = "Head" +bone_idx = 27 + +[node name="Hair" type="MeshInstance3D" parent="molikman_ingame/Armature/Skeleton3D/Head"] +transform = Transform3D(0.26049176, 2.4437108e-09, -0.007966902, -1.3936313e-09, 0.26061356, 3.4371542e-08, 0.007966902, -3.4312876e-08, 0.26049176, 0.0014695824, 0.16934073, 0.0022237666) +mesh = SubResource("ArrayMesh_0f6w1") +skeleton = NodePath("") + +[node name="Coat" type="MeshInstance3D" parent="molikman_ingame/Armature/Skeleton3D"] +mesh = SubResource("ArrayMesh_iq7uw") +skin = SubResource("Skin_53wat") +surface_material_override/0 = ExtResource("26_r2jxp") + +[node name="Molikman" type="MeshInstance3D" parent="molikman_ingame/Armature/Skeleton3D"] +mesh = SubResource("ArrayMesh_m4rry") +skin = SubResource("Skin_53wat") + +[node name="Trousers" type="MeshInstance3D" parent="molikman_ingame/Armature/Skeleton3D"] +mesh = SubResource("ArrayMesh_aj0lc") +skin = SubResource("Skin_53wat") +surface_material_override/0 = ExtResource("26_r2jxp") + [node name="VisibleEnabler" type="Node" parent="molikman_ingame"] script = ExtResource("4_smehm") visible_for_others = true @@ -256,15 +6296,473 @@ script = ExtResource("3_qhqgy") compensation_time = 0.1 compensation_delay = 0.2 -[node name="molikman_hands" parent="Camera3D" instance=ExtResource("4_dqkch")] +[node name="molikman_hands" type="Node3D" parent="Camera3D"] transform = Transform3D(-1, 0, -8.742278e-08, 0, 1, 0, 8.742278e-08, 0, -1, 0, -1, 0) -[node name="GunArm" parent="Camera3D/molikman_hands" index="1"] +[node name="Hands" type="Node3D" parent="Camera3D/molikman_hands"] + +[node name="Skeleton3D" type="Skeleton3D" parent="Camera3D/molikman_hands/Hands"] +bones/0/name = "Torso" +bones/0/parent = -1 +bones/0/rest = Transform3D(1, 0, 2.3841855e-07, 0, 1, 0, -2.3841855e-07, 0, 1, 0, 0.1444645, 0) +bones/0/enabled = true +bones/0/position = Vector3(0, 0.1444645, 0) +bones/0/rotation = Quaternion(0, 1.19209275e-07, 0, 1) 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0.23862918, 0.0065318705, 0.2375265, 0.96860886, -0.07333562, -0.023826849, -0.069663905, -0.9972859, 1.2121745e-08, 0.40612826, -7.421477e-10) +bones/3/enabled = true +bones/3/position = Vector3(1.2121745e-08, 0.40612826, -7.421477e-10) +bones/3/rotation = Quaternion(0.11998783, 0.99209166, -0.036034856, 0.0076501803) +bones/3/scale = Vector3(1, 1, 1) +bones/4/name = "ThumbU.L" +bones/4/parent = 3 +bones/4/rest = Transform3D(0.9771098, -0.21273556, 7.7299774e-08, 0.2122333, 0.97480285, 0.068675034, -0.014609697, -0.06710303, 0.99763906, -0.0045400136, 0.06477452, -0.046769787) +bones/4/enabled = true +bones/4/position = Vector3(-0.0045400136, 0.06477452, -0.046769787) +bones/4/rotation = Quaternion(-0.03416062, 0.0036756964, 0.1069186, 0.9936739) +bones/4/scale = Vector3(1, 0.99999994, 1) +bones/5/name = "ThumbM.L" +bones/5/parent = 4 +bones/5/rest = Transform3D(0.96273476, -0.2702871, -0.009302501, 0.270358, 0.96273106, 0.0074529527, 0.0069413693, -0.009690224, 0.9999289, 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Transform3D(0.94635725, 0.23162141, 0.22532214, 0.22532395, -0.97280645, 0.0536483, 0.23162217, 1.747915e-08, -0.9728062, 0.26421803, 0.77379894, 5.6864977e-08) +bones/25/enabled = true +bones/25/position = Vector3(0.26421803, 0.77379894, 5.6864977e-08) +bones/25/rotation = Quaternion(0.98640305, 0.115810655, 0.11581042, -0.013596951) +bones/25/scale = Vector3(1.0000058, 1.0000005, 1) +bones/26/name = "WristCtrl.L" +bones/26/parent = 0 +bones/26/rest = Transform3D(0.99986863, 1.6880067e-09, -0.016210483, 0.0011133, -0.9976389, 0.06866942, -0.016172118, -0.06867806, -0.9975134, 0.4638072, -0.017174125, -0.022513157) +bones/26/enabled = true +bones/26/position = Vector3(0.4638072, -0.017174125, -0.022513157) +bones/26/rotation = Quaternion(0.9993767, 0.000278499, -0.008100677, -0.034358192) +bones/26/scale = Vector3(1, 1, 1.0000056) +bones/27/name = "Arm.R" +bones/27/parent = 0 +bones/27/rest = Transform3D(-0.9676544, -0.25016746, -0.032574747, 0.25158504, -0.96648616, -0.051082943, 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Vector3(1.0739313e-08, 0.05044063, 6.8161654e-10) +bones/31/rotation = Quaternion(-0.0043263324, 0.0040993933, -0.13643959, 0.9906305) +bones/31/scale = Vector3(0.99999994, 1.0000001, 1) +bones/32/name = "ThumbD.R" +bones/32/parent = 31 +bones/32/rest = Transform3D(0.99352676, 0.113595836, -0.0005989222, -0.113595866, 0.99347264, -0.010411862, -0.00058773125, 0.010412501, 0.99994564, 1.717126e-08, 0.031673037, 2.6193447e-09) +bones/32/enabled = true +bones/32/position = Vector3(1.717126e-08, 0.031673037, 2.6193447e-09) +bones/32/rotation = Quaternion(0.0052146064, -2.8022987e-06, -0.056890834, 0.99836683) +bones/32/scale = Vector3(0.9999999, 1.0000001, 1) +bones/33/name = "IndexU.R" +bones/33/parent = 29 +bones/33/rest = Transform3D(0.9800801, 0.19626924, 0.030353922, -0.1983675, 0.95998544, 0.19768226, 0.00965963, -0.19976568, 0.97979605, -0.04529639, 0.07181834, -0.03615556) +bones/33/enabled = true +bones/33/position = Vector3(-0.04529639, 0.07181834, -0.03615556) +bones/33/rotation = Quaternion(-0.10037254, 0.0052261883, -0.09966259, 0.98993206) +bones/33/scale = Vector3(1, 0.99999994, 0.99999994) +bones/34/name = "IndexM.R" +bones/34/parent = 33 +bones/34/rest = Transform3D(0.9323134, 0.3615565, 0.008257622, -0.3606826, 0.9312451, -0.051870808, -0.026444094, 0.04538148, 0.9986197, 1.2980308e-08, 0.07879048, -2.3283064e-09) +bones/34/enabled = true +bones/34/position = Vector3(1.2980308e-08, 0.07879048, -2.3283064e-09) +bones/34/rotation = Quaternion(0.024743076, 0.008828865, -0.18375322, 0.98262125) +bones/34/scale = Vector3(0.9999997, 1, 1) +bones/35/name = "IndexD.R" +bones/35/parent = 34 +bones/35/rest = Transform3D(0.99988145, -0.015218617, 0.0023559635, 0.015326444, 0.99832255, -0.05583094, -0.0015023419, 0.05586043, 0.9984374, -9.895302e-09, 0.060257077, 1.3969839e-09) +bones/35/enabled = true +bones/35/position = Vector3(-9.895302e-09, 0.060257077, 1.3969839e-09) +bones/35/rotation = Quaternion(0.027934575, 0.0009649817, 0.007639474, 0.9995801) +bones/35/scale = Vector3(1, 0.99999994, 0.99999994) +bones/36/name = "MiddleU.R" +bones/36/parent = 29 +bones/36/rest = Transform3D(0.9957891, 0.05825713, 0.07078279, -0.06539661, 0.9925152, 0.103134215, -0.064244695, -0.10732887, 0.9921457, -0.04237805, 0.07765788, -0.011263045) +bones/36/enabled = true +bones/36/position = Vector3(-0.04237805, 0.07765788, -0.011263045) +bones/36/rotation = Quaternion(-0.05274483, 0.03383967, -0.030989258, 0.9975533) +bones/36/scale = Vector3(1, 0.9999999, 1) +bones/37/name = "MiddleM.R" +bones/37/parent = 36 +bones/37/rest = Transform3D(0.8640145, 0.50343317, -0.0058475533, -0.5016816, 0.8599146, -0.09414036, -0.04236499, 0.08427222, 0.99554175, 3.4226105e-08, 0.073259085, -2.910383e-10) +bones/37/enabled = true +bones/37/position = Vector3(3.4226105e-08, 0.073259085, -2.910383e-10) +bones/37/rotation = Quaternion(0.046254598, 0.009467376, -0.26058242, 0.9642965) +bones/37/scale = Vector3(1.0000001, 0.99999994, 0.99999994) +bones/38/name = "MiddleD.R" +bones/38/parent = 37 +bones/38/rest = Transform3D(0.9998987, 0.01421252, 0.00084087194, -0.014225099, 0.9997446, 0.017563174, -0.0005910403, -0.017573357, 0.9998453, 6.9849193e-09, 0.06424289, 3.259629e-09) +bones/38/enabled = true +bones/38/position = Vector3(6.9849193e-09, 0.06424289, 3.259629e-09) +bones/38/rotation = Quaternion(-0.008784695, 0.00035800098, -0.007109859, 0.9999361) +bones/38/scale = Vector3(1, 1, 0.9999999) +bones/39/name = "RingU.R" +bones/39/parent = 29 +bones/39/rest = Transform3D(0.97040546, -0.03888434, 0.23833002, 0.023668591, 0.9975139, 0.0663766, -0.24031854, -0.05877128, 0.9689132, -0.033461094, 0.07149336, 0.017992368) +bones/39/enabled = true +bones/39/position = Vector3(-0.033461094, 0.07149336, 0.017992368) +bones/39/rotation = Quaternion(-0.031536974, 0.120618336, 0.015763193, 0.99207264) +bones/39/scale = Vector3(1, 1, 0.9999999) +bones/40/name = "RingM.R" +bones/40/parent = 39 +bones/40/rest = Transform3D(0.8251063, 0.56393784, 0.034260213, -0.55244493, 0.81802005, -0.16014935, -0.11833983, 0.11321335, 0.98649806, -1.9383151e-08, 0.07553466, 5.743118e-09) +bones/40/enabled = true +bones/40/position = Vector3(-1.9383151e-08, 0.07553466, 5.743118e-09) +bones/40/rotation = Quaternion(0.07174281, 0.040049195, -0.29298967, 0.95257866) +bones/40/scale = Vector3(1, 0.99999994, 1) +bones/41/name = "RingD.R" +bones/41/parent = 40 +bones/41/rest = Transform3D(0.99991727, 0.012864309, -0.00015439918, -0.012864574, 0.999672, -0.022144107, -0.00013052007, 0.02214426, 0.9997548, 6.519258e-09, 0.06469142, 1.8626451e-08) +bones/41/enabled = true +bones/41/position = Vector3(6.519258e-09, 0.06469142, 1.8626451e-08) +bones/41/rotation = Quaternion(0.011073001, -5.9702784e-06, -0.0064327484, 0.999918) +bones/41/scale = Vector3(1, 0.99999994, 1) +bones/42/name = "LittleU.R" +bones/42/parent = 29 +bones/42/rest = Transform3D(0.91784126, 0.18039082, 0.35359094, -0.15868118, 0.9832451, -0.08972006, -0.36385116, 0.026240546, 0.93108743, -0.036283698, 0.08284566, 0.04032454) +bones/42/enabled = true +bones/42/position = Vector3(-0.036283698, 0.08284566, 0.04032454) +bones/42/rotation = Quaternion(0.029618146, 0.1832459, -0.086604275, 0.9787969) +bones/42/scale = Vector3(1, 1.0000001, 1) +bones/43/name = "LittleM.R" +bones/43/parent = 42 +bones/43/rest = Transform3D(0.9267258, 0.3674547, 0.078461215, -0.35205156, 0.9221319, -0.16041426, -0.13129655, 0.12103769, 0.9839263, 4.5401976e-09, 0.061574332, 1.4901161e-08) +bones/43/enabled = true +bones/43/position = Vector3(4.5401976e-09, 0.061574332, 1.4901161e-08) +bones/43/rotation = Quaternion(0.071881495, 0.053571142, -0.1837585, 0.97887486) +bones/43/scale = Vector3(0.9999999, 1.0000001, 0.99999994) +bones/44/name = "LittleD.R" +bones/44/parent = 43 +bones/44/rest = Transform3D(0.99519044, 0.09795644, 0.00071900914, -0.097956285, 0.99507964, 0.014866768, 0.0007408244, -0.014865696, 0.99988925, -2.6077032e-08, 0.035935488, 2.0489097e-08) +bones/44/enabled = true +bones/44/position = Vector3(-2.6077032e-08, 0.035935488, 2.0489097e-08) +bones/44/rotation = Quaternion(-0.007442277, -5.4605316e-06, -0.049038548, 0.99876916) +bones/44/scale = Vector3(1, 0.99999994, 1) +bones/45/name = "ThumbCtrl.R" +bones/45/parent = 29 +bones/45/rest = Transform3D(0.97710997, 0.21273556, -3.141077e-07, -0.21223329, 0.9748031, 0.06867511, 0.014609943, -0.06710306, 0.9976392, 0.0045400467, 0.06477455, -0.046769787) +bones/45/enabled = true +bones/45/position = Vector3(0.0045400467, 0.06477455, -0.046769787) +bones/45/rotation = Quaternion(-0.03416064, -0.0036758168, -0.10691856, 0.993674) +bones/45/scale = Vector3(1.0000001, 1.0000001, 1.0000001) +bones/46/name = "IndexCtrl.R" +bones/46/parent = 29 +bones/46/rest = Transform3D(0.9800801, 0.1962692, 0.030353911, -0.19836746, 0.9599855, 0.1976822, 0.009659619, -0.19976562, 0.9797961, -0.04529639, 0.07181837, -0.036155567) +bones/46/enabled = true +bones/46/position = Vector3(-0.04529639, 0.07181837, -0.036155567) +bones/46/rotation = Quaternion(-0.1003725, 0.0052261883, -0.099662565, 0.98993206) +bones/46/scale = Vector3(1, 1, 1) +bones/47/name = "MiddleCtrl.R" +bones/47/parent = 29 +bones/47/rest = Transform3D(0.9957891, 0.05825713, 0.07078278, -0.06539661, 0.9925152, 0.103134215, -0.06424469, -0.10732887, 0.9921457, -0.04237805, 0.07765788, -0.011263043) +bones/47/enabled = true +bones/47/position = Vector3(-0.04237805, 0.07765788, -0.011263043) +bones/47/rotation = Quaternion(-0.05274483, 0.033839665, -0.030989258, 0.9975533) +bones/47/scale = Vector3(1, 0.9999999, 1) +bones/48/name = "RingCtrl.R" +bones/48/parent = 29 +bones/48/rest = Transform3D(0.97040546, -0.038884338, 0.23833002, 0.023668593, 0.9975139, 0.06637658, -0.24031854, -0.058771256, 0.9689132, -0.033461034, 0.07149337, 0.017992346) +bones/48/enabled = true +bones/48/position = Vector3(-0.033461034, 0.07149337, 0.017992346) +bones/48/rotation = Quaternion(-0.031536963, 0.120618336, 0.015763193, 0.99207264) +bones/48/scale = Vector3(1, 1, 0.9999999) +bones/49/name = "LittleCtrl.R" +bones/49/parent = 29 +bones/49/rest = Transform3D(0.91784126, 0.18039085, 0.353591, -0.15868121, 0.9832451, -0.08972009, -0.36385122, 0.026240563, 0.93108743, -0.036283698, 0.08284567, 0.04032453) +bones/49/enabled = true +bones/49/position = Vector3(-0.036283698, 0.08284567, 0.04032453) +bones/49/rotation = Quaternion(0.029618157, 0.18324593, -0.08660429, 0.9787969) +bones/49/scale = Vector3(1, 1.0000001, 1) +bones/50/name = "ArmPole.R" +bones/50/parent = 0 +bones/50/rest = Transform3D(-1, 0, 3.8941437e-07, 0, 1, 0, -3.8941437e-07, 0, -1, -0.35926044, 0.3746208, -0.29998556) +bones/50/enabled = true +bones/50/position = Vector3(-0.35926044, 0.3746208, -0.29998556) +bones/50/rotation = Quaternion(0, 1, 0, 1.9470718e-07) +bones/50/scale = Vector3(1, 1, 1) +bones/51/name = "ArmCtrl.R" +bones/51/parent = 0 +bones/51/rest = Transform3D(0.94635737, -0.23162138, -0.2253216, -0.22532392, -0.9728065, 0.05364829, -0.23162167, -1.0385237e-07, -0.9728063, -0.26421803, 0.77379894, -6.9123985e-08) +bones/51/enabled = true +bones/51/position = Vector3(-0.26421803, 0.77379894, -6.9123985e-08) +bones/51/rotation = Quaternion(0.9864031, -0.11581063, -0.11581014, -0.013596975) +bones/51/scale = Vector3(1.0000058, 1.0000005, 1) +bones/52/name = "WristCtrl.R" +bones/52/parent = 0 +bones/52/rest = Transform3D(0.9998686, -1.920822e-09, 0.016210958, -0.0011133328, -0.9976389, 0.068669416, 0.016172592, -0.06867806, -0.9975133, -0.4638072, -0.017174125, -0.022513377) +bones/52/enabled = true +bones/52/position = Vector3(-0.4638072, -0.017174125, -0.022513377) +bones/52/rotation = Quaternion(0.9993767, -0.00027850733, 0.008100916, -0.034358192) +bones/52/scale = Vector3(0.99999994, 1, 1.0000055) +bones/53/name = "neutral_bone" +bones/53/parent = -1 +bones/53/rest = Transform3D(1, 0, 0, 0, 0, 1, 0, -1, 0, 0, 0, 0) +bones/53/enabled = true +bones/53/position = Vector3(0, 0, 0) +bones/53/rotation = Quaternion(-0.70710677, 0, 0, 0.70710677) +bones/53/scale = Vector3(1, 1, 1) + +[node name="Coat" type="MeshInstance3D" parent="Camera3D/molikman_hands/Hands/Skeleton3D"] +mesh = SubResource("ArrayMesh_xd1kh") +skin = SubResource("Skin_7i6yw") +surface_material_override/0 = ExtResource("26_r2jxp") + +[node name="Molikman" type="MeshInstance3D" parent="Camera3D/molikman_hands/Hands/Skeleton3D"] +mesh = SubResource("ArrayMesh_k2oqm") +skin = SubResource("Skin_7i6yw") + +[node name="GunArm" type="Node3D" parent="Camera3D/molikman_hands"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 0, 0, 0.6970973) visible = false -[node name="Armature" parent="Camera3D/molikman_hands" index="2"] +[node name="Skeleton3D" type="Skeleton3D" parent="Camera3D/molikman_hands/GunArm"] +bones/0/name = "gun_root" +bones/0/parent = -1 +bones/0/rest = Transform3D(-1, 0, 0, 0, 0, 1, 0, 1, 0, 1.04427375e-17, 0.04702991, -0.12600803) +bones/0/enabled = true +bones/0/position = Vector3(1.04427375e-17, 0.04702991, -0.12600803) +bones/0/rotation = Quaternion(0, 0.70710677, 0.70710677, 0) +bones/0/scale = Vector3(1, 1, 1) +bones/1/name = "slide" +bones/1/parent = 0 +bones/1/rest = Transform3D(1, -3.2238892e-16, 0, 3.2238892e-16, 1, 0, 0, 0, 1, 4.954643e-17, 0.06469959, 0.06380719) +bones/1/enabled = true +bones/1/position = Vector3(4.954643e-17, 0.06469959, 0.06380719) +bones/1/rotation = Quaternion(0, 0, 1.6119446e-16, 1) +bones/1/scale = Vector3(1, 1, 1) +bones/2/name = "neutral_bone" +bones/2/parent = -1 +bones/2/rest = Transform3D(1, 0, 0, 0, 0, 1, 0, -1, 0, 0, 0, 0) +bones/2/enabled = true +bones/2/position = Vector3(0, 0, 0) +bones/2/rotation = Quaternion(-0.70710677, 0, 0, 0.70710677) +bones/2/scale = Vector3(1, 1, 1) + +[node name="Gun" type="MeshInstance3D" parent="Camera3D/molikman_hands/GunArm/Skeleton3D"] +mesh = SubResource("ArrayMesh_o1ebt") +skin = SubResource("Skin_3xmvl") + +[node name="Armature" type="Node3D" parent="Camera3D/molikman_hands"] visible = false +[node name="Skeleton3D" type="Skeleton3D" parent="Camera3D/molikman_hands/Armature"] +bones/0/name = "DownCasing" +bones/0/parent = -1 +bones/0/rest = Transform3D(1, -3.1337524e-16, -6.436688e-14, -6.436689e-14, -0.009737134, -0.99995255, -3.1338864e-16, 0.99995255, -0.009737134, -1.376031e-17, -0.061970927, -0.35584867) +bones/0/enabled = true +bones/0/position = Vector3(-1.376031e-17, -0.061970927, -0.35584867) +bones/0/rotation = Quaternion(0.710541, -2.2757397e-14, -2.2757402e-14, 0.7036558) +bones/0/scale = Vector3(1, 0.99999994, 0.99999994) +bones/1/name = "UpCasing" +bones/1/parent = 0 +bones/1/rest = Transform3D(1, 3.0177497e-16, 2.1433547e-14, -2.0314211e-16, 0.99998933, -0.0046016485, -2.143471e-14, 0.0046016485, 0.99998933, -4.4210334e-15, -0.0037285234, -0.06914721) +bones/1/enabled = true +bones/1/position = Vector3(-4.4210334e-15, -0.0037285234, -0.06914721) +bones/1/rotation = Quaternion(0.0023008306, 1.0717094e-14, -1.262296e-16, 0.9999974) +bones/1/scale = Vector3(1, 0.9999999, 0.9999999) +bones/2/name = "Lock.L" +bones/2/parent = 1 +bones/2/rest = Transform3D(1, -2.2826183e-13, 4.7683716e-06, 4.768358e-06, -0.0023846624, -0.99999714, 1.1371185e-08, 0.99999714, -0.0023846624, 0.40466008, 0.74391246, -0.04321898) +bones/2/enabled = true +bones/2/position = Vector3(0.40466008, 0.74391246, -0.04321898) +bones/2/rotation = Quaternion(0.7079494, 1.6838627e-06, 1.6878829e-06, 0.7062632) +bones/2/scale = Vector3(1, 0.99999994, 0.99999994) +bones/3/name = "Lock.R" +bones/3/parent = 1 +bones/3/rest = Transform3D(1, -2.2826183e-13, 4.7683716e-06, 4.768358e-06, -0.0023846624, -0.99999714, 1.1371185e-08, 0.99999714, -0.0023846624, -0.4074956, 0.74391246, -0.04321898) +bones/3/enabled = true +bones/3/position = Vector3(-0.4074956, 0.74391246, -0.04321898) +bones/3/rotation = Quaternion(0.7079494, 1.6838627e-06, 1.6878829e-06, 0.7062632) +bones/3/scale = Vector3(1, 0.99999994, 0.99999994) + +[node name="Case" type="MeshInstance3D" parent="Camera3D/molikman_hands/Armature/Skeleton3D"] +mesh = SubResource("ArrayMesh_76tv6") +skin = SubResource("Skin_byg1f") + +[node name="AnimationPlayer" type="AnimationPlayer" parent="Camera3D/molikman_hands"] +libraries = { +&"": SubResource("AnimationLibrary_peay4") +} + [node name="VisibleDisabler" type="Node" parent="Camera3D/molikman_hands"] script = ExtResource("4_smehm") @@ -472,6 +6970,12 @@ weapon_system = NodePath("../WeaponSystem") transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 0, 0.8543701, 0) shape = SubResource("CapsuleShape3D_3xmak") +[node name="TeamMaterialSwitcher" type="Node" parent="." node_paths=PackedStringArray("player")] +script = ExtResource("25_1mtds") +material = ExtResource("26_r2jxp") +player = NodePath("..") +blue_team_texture = ExtResource("27_j3w78") + [connection signal="died" from="." to="molikman_ingame/VisibleEnabler" method="reverse"] [connection signal="died" from="." to="Camera3D" method="disable"] [connection signal="died" from="." to="Camera3D/molikman_hands/VisibleDisabler" method="reverse"] @@ -481,5 +6985,3 @@ shape = SubResource("CapsuleShape3D_3xmak") [connection signal="health_changed" from="." to="HUD/Healthbar" method="on_hp_changed"] [connection signal="spawned" from="." to="TeamUpdater" method="on_spawned"] [connection signal="ammo_updated" from="WeaponSystem" to="HUD/AmmoDisplay" method="on_ammo_updated"] - -[editable path="Camera3D/molikman_hands"] diff --git a/scripts/multiplayer/session.gd b/scripts/multiplayer/session.gd index fe7f547..195b508 100644 --- a/scripts/multiplayer/session.gd +++ b/scripts/multiplayer/session.gd @@ -121,6 +121,8 @@ func start_round() -> void: if multiplayer.is_server(): buy_timer.start() start_round.rpc() + round_timer.stop() + bomb_timer.stop() for container in object_containers: container.despawn() attackers_alive = 0 diff --git a/scripts/player/team_color_switcher.gd b/scripts/player/team_color_switcher.gd new file mode 100644 index 0000000..1048eec --- /dev/null +++ b/scripts/player/team_color_switcher.gd @@ -0,0 +1,13 @@ +extends Node + +@export var material: StandardMaterial3D +@export var player: Player +@export var blue_team_texture: Texture2D + +func _ready() -> void: + on_player_spawned.call_deferred() + +func on_player_spawned() -> void: + await get_tree().process_frame + if player.team == Session.TEAMS.DEFENCE: + material.albedo_texture = blue_team_texture diff --git a/scripts/player/team_color_switcher.gd.uid b/scripts/player/team_color_switcher.gd.uid new file mode 100644 index 0000000..7f930e2 --- /dev/null +++ b/scripts/player/team_color_switcher.gd.uid @@ -0,0 +1 @@ +uid://b2djbdh05pbcn diff --git a/shaders/team_color.gdshader b/shaders/team_color.gdshader new file mode 100644 index 0000000..d96ec45 --- /dev/null +++ b/shaders/team_color.gdshader @@ -0,0 +1,14 @@ +shader_type spatial; + +void vertex() { + // Called for every vertex the material is visible on. +} + +void fragment() { + // Called for every pixel the material is visible on. +} + +//void light() { +// // Called for every pixel for every light affecting the material. +// // Uncomment to replace the default light processing function with this one. +//} diff --git a/shaders/team_color.gdshader.uid b/shaders/team_color.gdshader.uid new file mode 100644 index 0000000..9313504 --- /dev/null +++ b/shaders/team_color.gdshader.uid @@ -0,0 +1 @@ +uid://bv2xmvpe4rjhq diff --git a/textures/players/molikman/molikman_ingame_Molikman_blue.png b/textures/players/molikman/molikman_ingame_Molikman_blue.png new file mode 100644 index 0000000000000000000000000000000000000000..22c2fe85943b7b26000b2fc419b9a002a68c8004 GIT binary patch literal 583558 zcmaHS1y~eo`}gd!z=AXg2!fPKsDLyGERxcpfG91U(#?W^D2;RrN=c_Qf{1j7bT`r+ z`we)`(eFL)`{x?2ot@p8eeV9<@w`!#m&C=Uzy<&S_mPyCG62BAQ#b&}0AGqS`q;o1 zh^?~ZLo}XdITi2?%t%B|1ON&{uAJ(kgYRkdrIh6Wz~vSIAbkMf7`%jB0swpP#uXg^ z;Ew?SGV6p&r3c^#+y?584CUkiX7HRG{Feg%A^*HWAr!#H6ECj7A(a1|6M*l5P^XP* z@CD0CLc;dq{pH^Xb6F>Nf@LlB6ufwa=;9yJJMM7`E(>@hCi2(`vQ~2?l*G|v@#s@_ 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