commit 7b02329fe16f6397ee2362b71879e33df53c5388
parent 1ccf324f45dab8fefe89357f9d45c919286fd152
Author: FIGBERT <figbert@figbert.com>
Date: Tue, 24 Nov 2020 00:51:25 -0800
Update code for third section of Godot tutorial
Diffstat:
9 files changed, 1269 insertions(+), 5 deletions(-)
diff --git a/Level.tscn b/Level.tscn
@@ -1,4 +1,4 @@
-[gd_scene load_steps=7 format=2]
+[gd_scene load_steps=8 format=2]
[ext_resource path="res://scenes/Character.tscn" type="PackedScene" id=1]
[ext_resource path="res://scripts/Character.gd" type="Script" id=2]
@@ -10,7 +10,11 @@
[sub_resource type="BoxShape" id=3]
extents = Vector3( 15, 1, 15 )
+[sub_resource type="SpatialMaterial" id=5]
+albedo_color = Color( 0.0392157, 0.933333, 0.682353, 1 )
+
[sub_resource type="CubeMesh" id=4]
+material = SubResource( 5 )
size = Vector3( 30, 2, 30 )
[node name="Level" type="Spatial"]
diff --git a/assets/luxoMaterial.material b/assets/luxoMaterial.material
Binary files differ.
diff --git a/assets/playerball.gltf b/assets/playerball.gltf
@@ -0,0 +1,132 @@
+{
+ "asset" : {
+ "generator" : "Khronos glTF Blender I/O v0.9.11",
+ "version" : "2.0"
+ },
+ "scene" : 0,
+ "scenes" : [
+ {
+ "name" : "Scene",
+ "nodes" : [
+ 0
+ ]
+ }
+ ],
+ "nodes" : [
+ {
+ "mesh" : 0,
+ "name" : "Sphere"
+ }
+ ],
+ "materials" : [
+ {
+ "doubleSided" : true,
+ "name" : "luxoMaterial",
+ "pbrMetallicRoughness" : {
+ "baseColorTexture" : {
+ "index" : 0,
+ "texCoord" : 0
+ },
+ "metallicFactor" : 0,
+ "roughnessFactor" : 0.25
+ }
+ }
+ ],
+ "meshes" : [
+ {
+ "name" : "Sphere",
+ "primitives" : [
+ {
+ "attributes" : {
+ "POSITION" : 0,
+ "NORMAL" : 1,
+ "TEXCOORD_0" : 2
+ },
+ "indices" : 3,
+ "material" : 0
+ }
+ ]
+ }
+ ],
+ "textures" : [
+ {
+ "source" : 0
+ }
+ ],
+ "images" : [
+ {
+ "bufferView" : 4,
+ "mimeType" : "image/png",
+ "name" : "luxo"
+ }
+ ],
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+ "min" : [
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+ -1
+ ],
+ "type" : "VEC3"
+ },
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+ "count" : 514,
+ "type" : "VEC3"
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+ "count" : 514,
+ "type" : "VEC2"
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+ "bufferView" : 3,
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+ "count" : 2880,
+ "type" : "SCALAR"
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+ "bufferViews" : [
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+ "byteOffset" : 0
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+ }
+ ]
+}
diff --git a/assets/playerball.gltf.import b/assets/playerball.gltf.import
@@ -0,0 +1,1063 @@
+[remap]
+
+importer="scene"
+type="PackedScene"
+path="res://.import/playerball.gltf-9e6487b5339058a0f07b618aa7aae604.scn"
+
+[deps]
+
+source_file="res://assets/playerball.gltf"
+dest_files=[ "res://.import/playerball.gltf-9e6487b5339058a0f07b618aa7aae604.scn" ]
+
+[params]
+
+nodes/root_type="KinematicBody"
+nodes/root_name="Scene Root"
+nodes/root_scale=1.0
+nodes/custom_script=""
+nodes/storage=0
+materials/location=1
+materials/storage=1
+materials/keep_on_reimport=true
+meshes/compress=true
+meshes/ensure_tangents=true
+meshes/storage=0
+meshes/light_baking=0
+meshes/lightmap_texel_size=0.1
+skins/use_named_skins=true
+external_files/store_in_subdir=false
+animation/import=true
+animation/fps=15
+animation/filter_script=""
+animation/storage=false
+animation/keep_custom_tracks=false
+animation/optimizer/enabled=true
+animation/optimizer/max_linear_error=0.05
+animation/optimizer/max_angular_error=0.01
+animation/optimizer/max_angle=22
+animation/optimizer/remove_unused_tracks=true
+animation/clips/amount=0
+animation/clip_1/name=""
+animation/clip_1/start_frame=0
+animation/clip_1/end_frame=0
+animation/clip_1/loops=false
+animation/clip_2/name=""
+animation/clip_2/start_frame=0
+animation/clip_2/end_frame=0
+animation/clip_2/loops=false
+animation/clip_3/name=""
+animation/clip_3/start_frame=0
+animation/clip_3/end_frame=0
+animation/clip_3/loops=false
+animation/clip_4/name=""
+animation/clip_4/start_frame=0
+animation/clip_4/end_frame=0
+animation/clip_4/loops=false
+animation/clip_5/name=""
+animation/clip_5/start_frame=0
+animation/clip_5/end_frame=0
+animation/clip_5/loops=false
+animation/clip_6/name=""
+animation/clip_6/start_frame=0
+animation/clip_6/end_frame=0
+animation/clip_6/loops=false
+animation/clip_7/name=""
+animation/clip_7/start_frame=0
+animation/clip_7/end_frame=0
+animation/clip_7/loops=false
+animation/clip_8/name=""
+animation/clip_8/start_frame=0
+animation/clip_8/end_frame=0
+animation/clip_8/loops=false
+animation/clip_9/name=""
+animation/clip_9/start_frame=0
+animation/clip_9/end_frame=0
+animation/clip_9/loops=false
+animation/clip_10/name=""
+animation/clip_10/start_frame=0
+animation/clip_10/end_frame=0
+animation/clip_10/loops=false
+animation/clip_11/name=""
+animation/clip_11/start_frame=0
+animation/clip_11/end_frame=0
+animation/clip_11/loops=false
+animation/clip_12/name=""
+animation/clip_12/start_frame=0
+animation/clip_12/end_frame=0
+animation/clip_12/loops=false
+animation/clip_13/name=""
+animation/clip_13/start_frame=0
+animation/clip_13/end_frame=0
+animation/clip_13/loops=false
+animation/clip_14/name=""
+animation/clip_14/start_frame=0
+animation/clip_14/end_frame=0
+animation/clip_14/loops=false
+animation/clip_15/name=""
+animation/clip_15/start_frame=0
+animation/clip_15/end_frame=0
+animation/clip_15/loops=false
+animation/clip_16/name=""
+animation/clip_16/start_frame=0
+animation/clip_16/end_frame=0
+animation/clip_16/loops=false
+animation/clip_17/name=""
+animation/clip_17/start_frame=0
+animation/clip_17/end_frame=0
+animation/clip_17/loops=false
+animation/clip_18/name=""
+animation/clip_18/start_frame=0
+animation/clip_18/end_frame=0
+animation/clip_18/loops=false
+animation/clip_19/name=""
+animation/clip_19/start_frame=0
+animation/clip_19/end_frame=0
+animation/clip_19/loops=false
+animation/clip_20/name=""
+animation/clip_20/start_frame=0
+animation/clip_20/end_frame=0
+animation/clip_20/loops=false
+animation/clip_21/name=""
+animation/clip_21/start_frame=0
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+animation/clip_21/loops=false
+animation/clip_22/name=""
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+animation/clip_23/name=""
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+animation/clip_24/name=""
+animation/clip_24/start_frame=0
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+animation/clip_24/loops=false
+animation/clip_25/name=""
+animation/clip_25/start_frame=0
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+animation/clip_25/loops=false
+animation/clip_26/name=""
+animation/clip_26/start_frame=0
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+animation/clip_27/name=""
+animation/clip_27/start_frame=0
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+animation/clip_30/name=""
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@@ -0,0 +1,18 @@
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71, 62, 0, 114, 205, 51, 132, 24, 0, 0, 248, 214, 119, 127, 243, 56, 110, 59, 93, 131, 108, 191, 21, 239, 195, 62, 128, 92, 171, 52, 139, 48, 0, 0, 246, 231, 123, 127, 179, 56, 127, 58, 189, 197, 71, 190, 191, 20, 123, 191, 128, 92, 169, 52, 231, 132, 0, 0, 147, 22, 60, 127, 85, 56, 164, 55, 253, 255, 127, 191, 105, 33, 162, 51, 0, 185, 22, 52, 129, 0, 0, 0, 0, 193, 110, 127, 9, 57, 193, 59, 203, 197, 71, 190, 190, 20, 123, 63, 128, 92, 167, 52, 231, 124, 0, 0, 223, 250, 122, 127, 25, 56, 95, 56, 183, 20, 123, 191, 186, 197, 71, 190, 0, 114, 205, 51, 132, 232, 0, 0, 234, 112, 54, 127, 35, 59, 161, 52, 253, 255, 127, 191, 105, 33, 162, 51, 0, 185, 22, 52, 129, 0, 0, 0, 0, 123, 29, 127, 105, 59, 85, 52, 19, 239, 195, 190, 94, 131, 108, 63, 128, 92, 151, 52, 207, 117, 0, 0, 225, 243, 122, 127, 52, 56, 191, 56, 93, 131, 108, 191, 16, 239, 195, 190, 128, 92, 171, 52, 139, 208, 0, 0, 217, 96, 73, 127, 70, 58, 142, 53, 217, 57, 14, 191, 49, 219, 84, 63, 128, 92, 151, 52, 185, 105, 0, 0, 228, 237, 122, 127, 80, 56, 35, 57, 43, 219, 84, 191, 217, 57, 14, 191, 0, 185, 22, 52, 151, 186, 0, 0, 195, 92, 62, 127, 208, 57, 9, 54, 242, 4, 53, 191, 243, 4, 53, 63, 0, 185, 70, 52, 166, 89, 0, 0, 233, 232, 122, 127, 110, 56, 140, 57, 242, 4, 53, 191, 243, 4, 53, 191, 0, 185, 70, 52, 166, 167, 0, 0, 178, 79, 60, 127, 104, 57, 123, 54, 43, 219, 84, 191, 217, 57, 14, 63, 0, 185, 22, 52, 151, 70, 0, 0, 238, 228, 122, 127, 143, 56, 255, 57, 62, 126, 11, 191, 49, 219, 84, 63, 134, 249, 221, 189, 187, 105, 243, 0, 224, 251, 122, 127, 22, 56, 45, 57, 72, 43, 192, 190, 94, 131, 108, 63, 13, 230, 152, 189, 208, 117, 247, 0, 223, 253, 122, 127, 13, 56, 198, 56, 246, 247, 103, 191, 16, 239, 195, 190, 189, 144, 56, 190, 141, 208, 234, 0, 205, 83, 81, 127, 254, 57, 182, 52, 33, 196, 80, 191, 217, 57, 14, 191, 195, 26, 38, 190, 153, 186, 236, 0, 188, 80, 70, 127, 151, 57, 93, 53, 132, 138, 49, 191, 243, 4, 53, 63, 162, 66, 13, 190, 168, 89, 239, 0, 225, 250, 122, 127, 30, 56, 154, 57, 132, 138, 49, 191, 243, 4, 53, 191, 162, 66, 13, 190, 168, 167, 239, 0, 173, 69, 65, 127, 59, 57, 245, 53, 33, 196, 80, 191, 217, 57, 14, 63, 195, 26, 38, 190, 153, 70, 236, 0, 227, 249, 123, 127, 40, 56, 17, 58, 60, 126, 11, 191, 50, 219, 84, 191, 134, 249, 221, 189, 187, 151, 243, 0, 161, 54, 63, 127, 231, 56, 129, 54, 246, 247, 103, 191, 21, 239, 195, 62, 189, 144, 56, 190, 141, 48, 234, 0, 229, 250, 123, 127, 51, 56, 149, 58, 68, 43, 192, 190, 96, 131, 108, 191, 14, 230, 152, 189, 208, 139, 247, 0, 152, 38, 61, 127, 151, 56, 5, 55, 166, 65, 118, 191, 196, 197, 71, 62, 9, 239, 67, 190, 134, 24, 232, 0, 230, 246, 123, 127, 67, 56, 139, 59, 16, 239, 67, 190, 191, 20, 123, 191, 179, 228, 27, 189, 231, 132, 252, 0, 147, 19, 60, 127, 74, 56, 132, 55, 186, 20, 123, 191, 105, 33, 162, 51, 183, 197, 71, 190, 132, 0, 232, 0, 232, 240, 123, 127, 72, 56, 224, 59, 30, 239, 67, 190, 190, 20, 123, 63, 191, 228, 27, 189, 231, 124, 252, 0, 223, 255, 122, 127, 6, 56, 98, 56, 166, 65, 118, 191, 186, 197, 71, 190, 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141, 232, 209, 0, 206, 88, 75, 127, 65, 58, 241, 48, 241, 4, 181, 190, 94, 131, 108, 63, 5, 246, 21, 190, 211, 117, 238, 0, 221, 5, 121, 127, 206, 55, 197, 56, 120, 130, 90, 191, 16, 239, 195, 190, 232, 4, 181, 190, 148, 208, 212, 0, 191, 64, 87, 127, 162, 57, 252, 51, 79, 102, 3, 191, 49, 219, 84, 63, 182, 181, 89, 190, 191, 105, 229, 0, 220, 8, 121, 127, 182, 55, 43, 57, 68, 167, 68, 191, 217, 57, 14, 191, 183, 233, 162, 190, 159, 186, 216, 0, 178, 65, 75, 127, 77, 57, 202, 52, 114, 61, 39, 191, 243, 4, 53, 63, 205, 139, 138, 190, 173, 89, 222, 0, 218, 11, 120, 127, 156, 55, 152, 57, 114, 61, 39, 191, 243, 4, 53, 191, 205, 139, 138, 190, 173, 167, 222, 0, 167, 57, 69, 127, 2, 57, 131, 53, 68, 167, 68, 191, 217, 57, 14, 63, 183, 233, 162, 190, 159, 70, 216, 0, 216, 13, 119, 127, 129, 55, 15, 58, 77, 102, 3, 191, 50, 219, 84, 191, 180, 181, 89, 190, 191, 151, 229, 0, 158, 44, 65, 127, 189, 56, 46, 54, 189, 251, 48, 191, 217, 57, 14, 191, 82, 131, 236, 190, 169, 186, 198, 0, 167, 49, 74, 127, 246, 56, 86, 52, 74, 167, 68, 191, 16, 239, 195, 190, 75, 102, 3, 191, 159, 208, 191, 0, 176, 46, 86, 127, 54, 57, 217, 50, 21, 131, 22, 191, 243, 4, 53, 63, 70, 35, 201, 190, 182, 89, 206, 0, 213, 28, 115, 127, 255, 54, 135, 57, 90, 131, 236, 190, 49, 219, 84, 63, 107, 8, 158, 190, 197, 105, 217, 0, 217, 22, 118, 127, 66, 55, 31, 57, 21, 131, 22, 191, 243, 4, 53, 191, 70, 35, 201, 190, 182, 167, 206, 0, 159, 42, 69, 127, 191, 56, 42, 53, 189, 251, 48, 191, 217, 57, 14, 63, 82, 131, 236, 190, 169, 70, 198, 0, 207, 32, 112, 127, 182, 54, 248, 57, 86, 131, 236, 190, 50, 219, 84, 191, 105, 8, 158, 190, 197, 151, 217, 0, 153, 33, 65, 127, 140, 56, 236, 53, 74, 167, 68, 191, 21, 239, 195, 62, 75, 102, 3, 191, 159, 48, 191, 0, 199, 30, 108, 127, 101, 54, 118, 58, 186, 233, 162, 190, 96, 131, 108, 191, 177, 181, 89, 190, 216, 139, 229, 0, 149, 23, 62, 127, 91, 56, 163, 54, 31, 196, 80, 191, 196, 197, 71, 62, 56, 126, 11, 191, 153, 24, 187, 0, 201, 51, 101, 127, 201, 53, 94, 59, 205, 26, 38, 190, 191, 20, 123, 191, 123, 249, 221, 189, 235, 132, 242, 0, 146, 12, 60, 127, 45, 56, 83, 55, 43, 219, 84, 191, 105, 33, 162, 51, 213, 57, 14, 191, 151, 0, 186, 0, 199, 74, 85, 127, 148, 53, 173, 59, 216, 26, 38, 190, 190, 20, 123, 63, 140, 249, 221, 189, 235, 124, 242, 0, 222, 7, 121, 127, 192, 55, 94, 56, 31, 196, 80, 191, 186, 197, 71, 190, 56, 126, 11, 191, 153, 232, 187, 0, 187, 72, 77, 127, 172, 57, 194, 46, 43, 219, 84, 191, 105, 33, 162, 51, 213, 57, 14, 191, 151, 0, 186, 0, 213, 99, 65, 127, 210, 57, 132, 44, 190, 233, 162, 190, 94, 131, 108, 63, 180, 181, 89, 190, 216, 117, 229, 0, 220, 15, 120, 127, 130, 55, 188, 56, 206, 139, 138, 190, 96, 131, 108, 191, 198, 139, 138, 190, 222, 139, 222, 0, 147, 14, 61, 127, 56, 56, 133, 54, 171, 66, 13, 190, 191, 20, 123, 191, 150, 66, 13, 190, 238, 132, 238, 0, 145, 7, 60, 127, 27, 56, 68, 55, 236, 4, 53, 191, 105, 33, 162, 51, 237, 4, 53, 191, 167, 0, 167, 0, 200, 98, 56, 127, 53, 52, 94, 59, 124, 138, 49, 191, 196, 197, 71, 62, 124, 138, 49, 191, 168, 24, 168, 0, 195, 73, 82, 127, 135, 52, 21, 59, 180, 66, 13, 190, 190, 20, 123, 63, 160, 66, 13, 190, 238, 124, 238, 0, 221, 12, 121, 127, 157, 55, 86, 56, 236, 4, 53, 191, 105, 33, 162, 51, 237, 4, 53, 191, 167, 0, 167, 0, 183, 72, 73, 127, 29, 57, 77, 40, 124, 138, 49, 191, 186, 197, 71, 190, 124, 138, 49, 191, 168, 232, 168, 0, 167, 48, 76, 127, 6, 57, 151, 44, 208, 139, 138, 190, 94, 131, 108, 63, 200, 139, 138, 190, 222, 117, 222, 0, 219, 24, 118, 127, 59, 55, 173, 56, 115, 61, 39, 191, 16, 239, 195, 190, 110, 61, 39, 191, 173, 208, 173, 0, 161, 28, 78, 127, 189, 56, 17, 50, 73, 35, 201, 190, 49, 219, 84, 63, 67, 35, 201, 190, 206, 105, 206, 0, 215, 35, 114, 127, 215, 54, 7, 57, 15, 131, 22, 191, 217, 57, 14, 191, 16, 131, 22, 191, 182, 186, 182, 0, 156, 30, 71, 127, 150, 56, 7, 52, 251, 255, 255, 190, 243, 4, 53, 63, 247, 255, 255, 190, 193, 89, 193, 0, 210, 44, 109, 127, 108, 54, 102, 57, 251, 255, 255, 190, 243, 4, 53, 191, 247, 255, 255, 190, 193, 167, 193, 0, 152, 26, 67, 127, 116, 56, 236, 52, 15, 131, 22, 191, 217, 57, 14, 63, 16, 131, 22, 191, 182, 70, 182, 0, 203, 52, 102, 127, 249, 53, 206, 57, 70, 35, 201, 190, 50, 219, 84, 191, 64, 35, 201, 190, 206, 151, 206, 0, 149, 20, 64, 127, 85, 56, 191, 53, 115, 61, 39, 191, 21, 239, 195, 62, 110, 61, 39, 191, 173, 48, 173, 0, 190, 49, 95, 127, 119, 53, 66, 58, 72, 35, 201, 190, 243, 4, 53, 63, 18, 131, 22, 191, 206, 89, 182, 0, 209, 58, 101, 127, 233, 53, 56, 57, 112, 8, 158, 190, 49, 219, 84, 63, 82, 131, 236, 190, 217, 105, 197, 0, 215, 46, 110, 127, 118, 54, 229, 56, 79, 131, 236, 190, 217, 57, 14, 191, 188, 251, 48, 191, 198, 186, 169, 0, 148, 10, 64, 127, 47, 56, 190, 51, 72, 35, 201, 190, 243, 4, 53, 191, 18, 131, 22, 191, 206, 167, 182, 0, 147, 8, 63, 127, 37, 56, 205, 52, 79, 131, 236, 190, 217, 57, 14, 63, 188, 251, 48, 191, 198, 70, 169, 0, 200, 67, 91, 127, 80, 53, 146, 57, 110, 8, 158, 190, 50, 219, 84, 191, 79, 131, 236, 190, 217, 151, 197, 0, 146, 6, 61, 127, 27, 56, 168, 53, 79, 102, 3, 191, 21, 239, 195, 62, 69, 167, 68, 191, 191, 48, 159, 0, 185, 67, 80, 127, 165, 52, 247, 57, 191, 181, 89, 190, 96, 131, 108, 191, 178, 233, 162, 190, 229, 139, 216, 0, 145, 4, 60, 127, 17, 56, 118, 54, 54, 126, 11, 191, 196, 197, 71, 62, 29, 196, 80, 191, 187, 24, 153, 0, 194, 90, 63, 127, 204, 50, 176, 58, 166, 249, 221, 189, 191, 20, 123, 191, 184, 26, 38, 190, 242, 132, 235, 0, 145, 2, 60, 127, 8, 56, 61, 55, 211, 57, 14, 191, 105, 33, 162, 51, 41, 219, 84, 191, 186, 0, 151, 0, 206, 111, 33, 127, 244, 49, 240, 58, 180, 249, 221, 189, 190, 20, 123, 63, 195, 26, 38, 190, 242, 124, 235, 0, 221, 16, 120, 127, 125, 55, 75, 56, 54, 126, 11, 191, 186, 197, 71, 190, 29, 196, 80, 191, 187, 232, 153, 0, 150, 18, 66, 127, 85, 56, 249, 42, 211, 57, 14, 191, 105, 33, 162, 51, 41, 219, 84, 191, 186, 0, 151, 0, 154, 28, 68, 127, 93, 56, 122, 35, 194, 181, 89, 190, 94, 131, 108, 63, 180, 233, 162, 190, 229, 117, 216, 0, 219, 32, 116, 127, 252, 54, 150, 56, 79, 102, 3, 191, 16, 239, 195, 190, 69, 167, 68, 191, 191, 208, 159, 0, 149, 9, 67, 127, 61, 56, 171, 49, 8, 239, 195, 190, 105, 33, 162, 51, 84, 131, 108, 191, 208, 0, 139, 0, 216, 119, 16, 127, 186, 47, 100, 58, 58, 43, 192, 190, 196, 197, 71, 62, 234, 247, 103, 191, 209, 24, 141, 0, 198, 103, 46, 127, 225, 48, 49, 58, 56, 230, 152, 189, 190, 20, 123, 63, 198, 144, 56, 190, 247, 124, 233, 0, 221, 20, 120, 127, 98, 55, 61, 56, 47, 230, 152, 189, 191, 20, 123, 191, 185, 144, 56, 190, 247, 132, 233, 0, 144, 254, 59, 127, 234, 55, 61, 55, 58, 43, 192, 190, 186, 197, 71, 190, 234, 247, 103, 191, 209, 232, 141, 0, 142, 239, 51, 127, 64, 55, 250, 42, 8, 239, 195, 190, 105, 33, 162, 51, 84, 131, 108, 191, 208, 0, 139, 0, 142, 229, 47, 127, 47, 55, 105, 35, 19, 246, 21, 190, 94, 131, 108, 63, 230, 4, 181, 190, 238, 117, 211, 0, 219, 38, 114, 127, 198, 54, 122, 56, 240, 4, 181, 190, 16, 239, 195, 190, 114, 130, 90, 191, 212, 208, 148, 0, 141, 247, 52, 127, 117, 55, 171, 49, 192, 181, 89, 190, 49, 219, 84, 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119, 127, 78, 55, 45, 56, 252, 238, 67, 190, 186, 197, 71, 190, 160, 65, 118, 191, 232, 232, 134, 0, 144, 207, 32, 127, 221, 53, 156, 44, 171, 197, 71, 190, 105, 33, 162, 51, 178, 20, 123, 191, 232, 0, 132, 0, 155, 183, 20, 127, 171, 53, 72, 40, 40, 230, 152, 189, 94, 131, 108, 63, 60, 43, 192, 190, 247, 117, 208, 0, 220, 43, 113, 127, 157, 54, 90, 56, 205, 144, 56, 190, 16, 239, 195, 190, 240, 247, 103, 191, 234, 208, 141, 0, 138, 228, 35, 127, 116, 54, 19, 50, 155, 249, 221, 189, 49, 219, 84, 63, 55, 126, 11, 191, 243, 105, 187, 0, 219, 63, 103, 127, 230, 53, 137, 56 ),
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101, 1, 100, 1, 123, 1, 101, 1, 123, 1, 121, 1, 102, 1, 124, 1, 122, 1, 99, 1, 102, 1, 122, 1, 100, 1, 103, 1, 125, 1, 100, 1, 125, 1, 123, 1, 102, 1, 104, 1, 126, 1, 102, 1, 126, 1, 124, 1, 103, 1, 105, 1, 127, 1, 103, 1, 127, 1, 125, 1, 106, 1, 128, 1, 1, 0, 3, 0, 126, 1, 104, 1, 108, 1, 107, 1, 115, 1, 108, 1, 115, 1, 129, 1, 106, 1, 109, 1, 117, 1, 106, 1, 117, 1, 128, 1, 122, 1, 124, 1, 130, 1, 122, 1, 130, 1, 131, 1, 123, 1, 125, 1, 132, 1, 123, 1, 132, 1, 133, 1, 126, 1, 134, 1, 130, 1, 124, 1, 126, 1, 130, 1, 125, 1, 127, 1, 135, 1, 125, 1, 135, 1, 132, 1, 128, 1, 136, 1, 1, 0, 3, 0, 134, 1, 126, 1, 129, 1, 115, 1, 137, 1, 129, 1, 137, 1, 138, 1, 117, 1, 139, 1, 136, 1, 128, 1, 117, 1, 136, 1, 114, 1, 140, 1, 137, 1, 115, 1, 114, 1, 137, 1, 116, 1, 141, 1, 139, 1, 117, 1, 116, 1, 139, 1, 118, 1, 142, 1, 140, 1, 114, 1, 118, 1, 140, 1, 116, 1, 119, 1, 143, 1, 116, 1, 143, 1, 141, 1, 118, 1, 120, 1, 144, 1, 118, 1, 144, 1, 142, 1, 119, 1, 121, 1, 145, 1, 119, 1, 145, 1, 143, 1, 120, 1, 122, 1, 131, 1, 120, 1, 131, 1, 144, 1, 121, 1, 123, 1, 133, 1, 121, 1, 133, 1, 145, 1, 139, 1, 141, 1, 146, 1, 139, 1, 146, 1, 147, 1, 142, 1, 149, 1, 148, 1, 140, 1, 142, 1, 148, 1, 141, 1, 143, 1, 150, 1, 141, 1, 150, 1, 146, 1, 142, 1, 144, 1, 151, 1, 142, 1, 151, 1, 149, 1, 143, 1, 145, 1, 152, 1, 143, 1, 152, 1, 150, 1, 144, 1, 131, 1, 153, 1, 144, 1, 153, 1, 151, 1, 145, 1, 133, 1, 154, 1, 145, 1, 154, 1, 152, 1, 131, 1, 130, 1, 155, 1, 131, 1, 155, 1, 153, 1, 133, 1, 132, 1, 156, 1, 133, 1, 156, 1, 154, 1, 130, 1, 134, 1, 157, 1, 130, 1, 157, 1, 155, 1, 132, 1, 135, 1, 158, 1, 132, 1, 158, 1, 156, 1, 136, 1, 159, 1, 1, 0, 3, 0, 157, 1, 134, 1, 138, 1, 137, 1, 160, 1, 138, 1, 160, 1, 161, 1, 136, 1, 139, 1, 147, 1, 136, 1, 147, 1, 159, 1, 137, 1, 140, 1, 148, 1, 137, 1, 148, 1, 160, 1, 154, 1, 156, 1, 162, 1, 154, 1, 162, 1, 163, 1, 157, 1, 165, 1, 164, 1, 155, 1, 157, 1, 164, 1, 156, 1, 158, 1, 166, 1, 156, 1, 166, 1, 162, 1, 159, 1, 167, 1, 1, 0, 3, 0, 165, 1, 157, 1, 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187, 1, 167, 1, 190, 1, 1, 0, 3, 0, 188, 1, 165, 1, 168, 1, 169, 1, 191, 1, 168, 1, 191, 1, 192, 1, 167, 1, 170, 1, 193, 1, 167, 1, 193, 1, 190, 1, 169, 1, 171, 1, 179, 1, 169, 1, 179, 1, 191, 1, 172, 1, 181, 1, 193, 1, 170, 1, 172, 1, 193, 1, 188, 1, 195, 1, 194, 1, 186, 1, 188, 1, 194, 1, 187, 1, 189, 1, 196, 1, 187, 1, 196, 1, 197, 1, 190, 1, 198, 1, 1, 0, 3, 0, 195, 1, 188, 1, 191, 1, 200, 1, 199, 1, 192, 1, 191, 1, 199, 1, 190, 1, 193, 1, 201, 1, 190, 1, 201, 1, 198, 1, 191, 1, 179, 1, 202, 1, 191, 1, 202, 1, 200, 1, 181, 1, 203, 1, 201, 1, 193, 1, 181, 1, 201, 1, 179, 1, 178, 1, 204, 1, 179, 1, 204, 1, 202, 1, 180, 1, 205, 1, 203, 1, 181, 1, 180, 1, 203, 1, 178, 1, 182, 1, 206, 1, 178, 1, 206, 1, 204, 1, 180, 1, 183, 1, 207, 1, 180, 1, 207, 1, 205, 1, 184, 1, 208, 1, 206, 1, 182, 1, 184, 1, 206, 1, 185, 1, 209, 1, 207, 1, 183, 1, 185, 1, 207, 1, 184, 1, 186, 1, 194, 1, 184, 1, 194, 1, 208, 1, 185, 1, 187, 1, 197, 1, 185, 1, 197, 1, 209, 1, 203, 1, 205, 1, 210, 1, 203, 1, 210, 1, 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255, 1, 235, 1, 243, 1, 0, 2, 233, 1, 235, 1, 0, 2, 234, 1, 236, 1, 245, 1, 234, 1, 245, 1, 1, 2, 3, 0, 4, 0, 250, 1, 254, 1, 253, 1, 8, 0, 254, 1, 8, 0, 6, 0, 252, 1, 255, 1, 10, 0, 252, 1, 10, 0, 0, 0, 0, 2, 13, 0, 8, 0, 253, 1, 0, 2, 8, 0, 255, 1, 1, 2, 15, 0, 255, 1, 15, 0, 10, 0, 0, 2, 243, 1, 17, 0, 0, 2, 17, 0, 13, 0, 1, 2, 245, 1, 19, 0, 1, 2, 19, 0, 15, 0, 243, 1, 242, 1, 20, 0, 243, 1, 20, 0, 17, 0, 244, 1, 23, 0, 19, 0, 245, 1, 244, 1, 19, 0, 242, 1, 246, 1, 24, 0, 242, 1, 24, 0, 20, 0, 244, 1, 247, 1, 27, 0, 244, 1, 27, 0, 23, 0, 248, 1, 29, 0, 24, 0, 246, 1, 248, 1, 24, 0, 249, 1, 31, 0, 27, 0, 247, 1, 249, 1, 27, 0, 248, 1, 250, 1, 4, 0, 248, 1, 4, 0, 29, 0, 249, 1, 251, 1, 33, 0, 249, 1, 33, 0, 31, 0, 252, 1, 0, 0, 1, 0 ),
+"blend_shape_data": [ ],
+"format": 97559,
+"index_count": 2880,
+"material": ExtResource( 1 ),
+"primitive": 4,
+"skeleton_aabb": [ ],
+"vertex_count": 514
+}
diff --git a/project.godot b/project.godot
@@ -18,6 +18,37 @@ _global_script_class_icons={
config/name="Basic Move and Dodge Game"
config/icon="res://icon.png"
+[input]
+
+ui_left={
+"deadzone": 0.5,
+"events": [ Object(InputEventKey,"resource_local_to_scene":false,"resource_name":"","device":0,"alt":false,"shift":false,"control":false,"meta":false,"command":false,"pressed":false,"scancode":16777231,"unicode":0,"echo":false,"script":null)
+, Object(InputEventJoypadButton,"resource_local_to_scene":false,"resource_name":"","device":0,"button_index":14,"pressure":0.0,"pressed":false,"script":null)
+, Object(InputEventKey,"resource_local_to_scene":false,"resource_name":"","device":0,"alt":false,"shift":false,"control":false,"meta":false,"command":false,"pressed":false,"scancode":65,"unicode":0,"echo":false,"script":null)
+ ]
+}
+ui_right={
+"deadzone": 0.5,
+"events": [ Object(InputEventKey,"resource_local_to_scene":false,"resource_name":"","device":0,"alt":false,"shift":false,"control":false,"meta":false,"command":false,"pressed":false,"scancode":16777233,"unicode":0,"echo":false,"script":null)
+, Object(InputEventJoypadButton,"resource_local_to_scene":false,"resource_name":"","device":0,"button_index":15,"pressure":0.0,"pressed":false,"script":null)
+, Object(InputEventKey,"resource_local_to_scene":false,"resource_name":"","device":0,"alt":false,"shift":false,"control":false,"meta":false,"command":false,"pressed":false,"scancode":68,"unicode":0,"echo":false,"script":null)
+ ]
+}
+ui_up={
+"deadzone": 0.5,
+"events": [ Object(InputEventKey,"resource_local_to_scene":false,"resource_name":"","device":0,"alt":false,"shift":false,"control":false,"meta":false,"command":false,"pressed":false,"scancode":16777232,"unicode":0,"echo":false,"script":null)
+, Object(InputEventJoypadButton,"resource_local_to_scene":false,"resource_name":"","device":0,"button_index":12,"pressure":0.0,"pressed":false,"script":null)
+, Object(InputEventKey,"resource_local_to_scene":false,"resource_name":"","device":0,"alt":false,"shift":false,"control":false,"meta":false,"command":false,"pressed":false,"scancode":87,"unicode":0,"echo":false,"script":null)
+ ]
+}
+ui_down={
+"deadzone": 0.5,
+"events": [ Object(InputEventKey,"resource_local_to_scene":false,"resource_name":"","device":0,"alt":false,"shift":false,"control":false,"meta":false,"command":false,"pressed":false,"scancode":16777234,"unicode":0,"echo":false,"script":null)
+, Object(InputEventJoypadButton,"resource_local_to_scene":false,"resource_name":"","device":0,"button_index":13,"pressure":0.0,"pressed":false,"script":null)
+, Object(InputEventKey,"resource_local_to_scene":false,"resource_name":"","device":0,"alt":false,"shift":false,"control":false,"meta":false,"command":false,"pressed":false,"scancode":83,"unicode":0,"echo":false,"script":null)
+ ]
+}
+
[rendering]
environment/default_environment="res://default_env.tres"
diff --git a/scenes/Character.tscn b/scenes/Character.tscn
@@ -1,8 +1,8 @@
[gd_scene load_steps=3 format=2]
-[sub_resource type="BoxShape" id=1]
+[ext_resource path="res://assets/playerball.tres" type="ArrayMesh" id=1]
-[sub_resource type="SphereMesh" id=2]
+[sub_resource type="BoxShape" id=1]
[node name="Character" type="KinematicBody"]
@@ -10,5 +10,5 @@
shape = SubResource( 1 )
[node name="MeshInstance" type="MeshInstance" parent="."]
-mesh = SubResource( 2 )
+mesh = ExtResource( 1 )
material/0 = null
diff --git a/scenes/playerball.tscn b/scenes/playerball.tscn
@@ -0,0 +1,14 @@
+[gd_scene load_steps=3 format=2]
+
+[ext_resource path="res://assets/playerball.tres" type="ArrayMesh" id=1]
+
+[sub_resource type="BoxShape" id=2]
+
+[node name="playerball" type="KinematicBody"]
+
+[node name="Sphere" type="MeshInstance" parent="."]
+mesh = ExtResource( 1 )
+material/0 = null
+
+[node name="CollisionShape" type="CollisionShape" parent="."]
+shape = SubResource( 2 )
diff --git a/scripts/Character.gd b/scripts/Character.gd
@@ -1,12 +1,14 @@
extends KinematicBody
var velocity = Vector3(0,0,0)
-const SPEED = 6
+const SPEED = 10
func _ready():
pass
func _physics_process(delta):
+ $MeshInstance.rotate_z(deg2rad(-velocity.x))
+ $MeshInstance.rotate_x(deg2rad(velocity.z))
if (
Input.is_action_pressed("ui_right")
and Input.is_action_pressed("ui_left")
