A Pen by Sharkyboybruh on CodePen.
Created
June 25, 2024 03:55
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" 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"Use strict" | |
{ | |
//////////////////////////////////////////////////////////////// | |
const canvas = { | |
init() { | |
this.elem = document.querySelector("canvas"); | |
const gl = this.elem.getContext("webgl", { alpha: false }); | |
const vertexShader = gl.createShader(gl.VERTEX_SHADER); | |
const fragmentShader = gl.createShader(gl.FRAGMENT_SHADER); | |
gl.shaderSource(vertexShader, ` | |
uniform mat4 camProj, camView; | |
attribute vec3 aPosition, aNormal, aColor; | |
varying vec3 vColor; | |
const vec3 lightDir = vec3(0, 0, 1); | |
void main(void) { | |
vec3 normal = mat3(camView) * aNormal; | |
vec4 pos = camView * vec4(aPosition, 1.0); | |
vColor = aColor * max(dot(normal, normalize(lightDir - pos.xyz)), 0.2); | |
gl_Position = camProj * pos; | |
} | |
`); | |
gl.shaderSource(fragmentShader, ` | |
precision highp float; | |
varying vec3 vColor; | |
void main(void) { | |
gl_FragColor = vec4(vColor, 1.0); | |
} | |
`); | |
gl.compileShader(vertexShader); | |
gl.compileShader(fragmentShader); | |
this.program = gl.createProgram(); | |
gl.attachShader(this.program, vertexShader); | |
gl.attachShader(this.program, fragmentShader); | |
gl.linkProgram(this.program); | |
gl.useProgram(this.program); | |
return gl; | |
}, | |
resize() { | |
this.width = this.elem.width = this.elem.offsetWidth; | |
this.height = this.elem.height = this.elem.offsetHeight; | |
camera.proj.perspective(60, this.width / this.height).load(); | |
gl.viewport(0, 0, gl.drawingBufferWidth, gl.drawingBufferHeight); | |
} | |
}; | |
//////////////////////////////////////////////////////////////// | |
const Mat4 = class { | |
constructor(program, uName) { | |
this.u = gl.getUniformLocation(program, uName); | |
this.data = new Float32Array([ | |
1, 0, 0, 0, | |
0, 1, 0, 0, | |
0, 0, 1, 0, | |
0, 0, 0, 1 | |
]); | |
} | |
identity() { | |
const d = this.data; | |
d[0] = 1; | |
d[1] = 0; | |
d[2] = 0; | |
d[3] = 0; | |
d[4] = 0; | |
d[5] = 1; | |
d[6] = 0; | |
d[7] = 0; | |
d[8] = 0; | |
d[9] = 0; | |
d[10] = 1; | |
d[11] = 0; | |
d[12] = 0; | |
d[13] = 0; | |
d[14] = 0; | |
d[15] = 1; | |
return this; | |
} | |
translate(x, y, z) { | |
const d = this.data; | |
d[12] = d[0] * x + d[4] * y + d[8] * z + d[12]; | |
d[13] = d[1] * x + d[5] * y + d[9] * z + d[13]; | |
d[14] = d[2] * x + d[6] * y + d[10] * z + d[14]; | |
d[15] = d[3] * x + d[7] * y + d[11] * z + d[15]; | |
return this; | |
} | |
rotateX(angle) { | |
const d = this.data; | |
const s = Math.sin(angle); | |
const c = Math.cos(angle); | |
const a10 = d[4]; | |
const a11 = d[5]; | |
const a12 = d[6]; | |
const a13 = d[7]; | |
const a20 = d[8]; | |
const a21 = d[9]; | |
const a22 = d[10]; | |
const a23 = d[11]; | |
d[4] = a10 * c + a20 * s; | |
d[5] = a11 * c + a21 * s; | |
d[6] = a12 * c + a22 * s; | |
d[7] = a13 * c + a23 * s; | |
d[8] = a10 * -s + a20 * c; | |
d[9] = a11 * -s + a21 * c; | |
d[10] = a12 * -s + a22 * c; | |
d[11] = a13 * -s + a23 * c; | |
return this; | |
} | |
rotateY(angle) { | |
const d = this.data; | |
const s = Math.sin(angle); | |
const c = Math.cos(angle); | |
const a00 = d[0]; | |
const a01 = d[1]; | |
const a02 = d[2]; | |
const a03 = d[3]; | |
const a20 = d[8]; | |
const a21 = d[9]; | |
const a22 = d[10]; | |
const a23 = d[11]; | |
d[0] = a00 * c + a20 * -s; | |
d[1] = a01 * c + a21 * -s; | |
d[2] = a02 * c + a22 * -s; | |
d[3] = a03 * c + a23 * -s; | |
d[8] = a00 * s + a20 * c; | |
d[9] = a01 * s + a21 * c; | |
d[10] = a02 * s + a22 * c; | |
d[11] = a03 * s + a23 * c; | |
return this; | |
} | |
rotateZ(angle) { | |
const d = this.data; | |
const s = Math.sin(angle); | |
const c = Math.cos(angle); | |
const a00 = d[0]; | |
const a01 = d[1]; | |
const a02 = d[2]; | |
const a03 = d[3]; | |
const a10 = d[4]; | |
const a11 = d[5]; | |
const a12 = d[6]; | |
const a13 = d[7]; | |
d[0] = a00 * c + a10 * s; | |
d[1] = a01 * c + a11 * s; | |
d[2] = a02 * c + a12 * s; | |
d[3] = a03 * c + a13 * s; | |
d[4] = a00 * -s + a10 * c; | |
d[5] = a01 * -s + a11 * c; | |
d[6] = a02 * -s + a12 * c; | |
d[7] = a03 * -s + a13 * c; | |
return this; | |
} | |
perspective(fov, aspect) { | |
const d = this.data; | |
const near = 0.01; | |
const far = 100; | |
const top = near * Math.tan(fov * Math.PI / 360); | |
const right = top * aspect; | |
const left = -right; | |
const bottom = -top; | |
d[0] = 2 * near / (right - left); | |
d[1] = 0; | |
d[2] = 0; | |
d[3] = 0; | |
d[4] = 0; | |
d[5] = 2 * near / (top - bottom); | |
d[6] = 0; | |
d[7] = 0; | |
d[8] = (right + left) / (right - left); | |
d[9] = (top + bottom) / (top - bottom); | |
d[10] = -(far + near) / (far - near); | |
d[11] = -1; | |
d[12] = 0; | |
d[13] = 0; | |
d[14] = -(2 * far * near) / (far - near); | |
d[15] = 0; | |
return this; | |
} | |
load() { | |
gl.uniformMatrix4fv(this.u, gl.FALSE, this.data); | |
return this; | |
} | |
}; | |
//////////////////////////////////////////////////////////////// | |
const gl = canvas.init(); | |
gl.enable(gl.DEPTH_TEST); | |
gl.enable(gl.CULL_FACE); | |
const camera = { | |
proj: new Mat4(canvas.program, "camProj").load(), | |
view: new Mat4(canvas.program, "camView").load() | |
}; | |
canvas.resize(); | |
window.addEventListener("resize", () => canvas.resize(), false); | |
//////////////////////////////////////////////////////////////// | |
const decode = () => { | |
const img = document.getElementById("heightmap"); | |
const width = img.width; | |
const height = img.height; | |
const cmap = document.createElement("canvas"); | |
cmap.width = width; | |
cmap.height = height; | |
const cty = cmap.getContext("2d"); | |
cty.drawImage(img, 0, 0); | |
const hmap = cty.getImageData(0, 0, width, height).data; | |
// brillance | |
for (let i = 0; i < width * height * 4; i += 4) { | |
hmap[i + 3] = 0.34 * hmap[i] + 0.5 * hmap[i + 1] + 0.16 * hmap[i + 2]; | |
} | |
let vertices = new Float32Array(6000000); | |
let iV = 0; | |
const cube = (x, z, l, h, w, r, g, b) => [ | |
x,h,z,0,1,0,r,g,b,x,h,z+w,0,1,0,r,g,b,x+l,h,z+w,0,1,0,r,g,b,x,h,z,0,1,0,r,g,b,x+l,h,z+w,0,1,0,r,g,b,x+l,h,z,0,1,0,r,g,b, | |
x,0,z,-1,0,0,r,g,b,x,0,z+w,-1,0,0,r,g,b,x,h,z+w,-1,0,0,r,g,b,x,0,z,-1,0,0,r,g,b,x,h,z+w,-1,0,0,r,g,b,x,h,z,-1,0,0,r,g,b, | |
x+l,0,z,1,0,0,r,g,b,x+l,h,z,1,0,0,r,g,b,x+l,h,z+w,1,0,0,r,g,b,x+l,0,z,1,0,0,r,g,b,x+l,h,z+w,1,0,0,r,g,b,x+l,0,z+w,1,0,0,r,g,b, | |
x,0,z,0,0,-1,r,g,b,x,h,z,0,0,-1,r,g,b,x+l,h,z,0,0,-1,r,g,b,x,0,z,0,0,-1,r,g,b,x+l,h,z,0,0,-1,r,g,b,x+l,0,z,0,0,-1,r,g,b, | |
x,0,z+w,0,0,1,r,g,b,x+l,0,z+w,0,0,1,r,g,b,x+l,h,z+w,0,0,1,r,g,b,x,0,z+w,0,0,1,r,g,b,x+l,h,z+w,0,0,1,r,g,b,x,h,z+w,0,0,1,r,g,b | |
]; | |
const attribute = (program, name, data, size, stride, offset) => { | |
if (data !== null) { | |
const buffer = gl.createBuffer(); | |
gl.bindBuffer(gl.ARRAY_BUFFER, buffer); | |
gl.bufferData(gl.ARRAY_BUFFER, data, gl.STATIC_DRAW); | |
} | |
const index = gl.getAttribLocation(program, name); | |
gl.enableVertexAttribArray(index); | |
gl.vertexAttribPointer(index, size, gl.FLOAT, false, stride, offset); | |
}; | |
const increaseArray = (oldArray) => { | |
const newArray = new Float32Array(oldArray.length * 1.25); | |
newArray.set(oldArray); | |
return newArray; | |
}; | |
const concat = (a1, a2, index) => { | |
if (index + a2.length > vertices.length) vertices = increaseArray(vertices); | |
for (let i = 0, l = a2.length; i < l; i++) { | |
a1[index++] = a2[i]; | |
} | |
return index; | |
}; | |
const Rect = class { | |
constructor(x0, y0, w0, h0) { | |
this.x = x0; | |
this.y = y0; | |
this.w = w0; | |
this.h = h0; | |
x0 = Math.floor(x0); | |
y0 = Math.floor(y0); | |
w0 = Math.ceil(w0); | |
h0 = Math.ceil(h0); | |
const n = w0 * h0; | |
let r = 0, g = 0, b = 0, l = 0; | |
for (let x = x0; x < x0 + w0; x++) { | |
for (let y = y0; y < y0 + h0; y++) { | |
const p = (y * width + x) * 4; | |
r += hmap[p + 0]; | |
g += hmap[p + 1]; | |
b += hmap[p + 2]; | |
l += hmap[p + 3]; | |
} | |
} | |
// average colors | |
this.r = (r / n)|0; | |
this.g = (g / n)|0; | |
this.b = (b / n)|0; | |
this.l = (l / n)|0; | |
// standard deviation | |
let sd = 0; | |
for (let x = x0; x < x0 + w0; x++) { | |
for (let y = y0; y < y0 + h0; y++) { | |
const l = hmap[(y * width + x) * 4 + 3] - this.l; | |
sd += (l * l); | |
} | |
} | |
this.sd = Math.sqrt(sd / n); | |
} | |
draw() { | |
if (this.l > 1) iV = concat(vertices, cube( | |
(this.x - width * 0.5) * 0.1, | |
(this.y - height * 0.5) * 0.1, | |
this.w * 0.1, | |
this.l * 0.02, | |
this.h * 0.1, | |
this.r / 256, | |
this.g / 256, | |
this.b / 256 | |
), iV); | |
} | |
}; | |
const rect = new Rect(0, 0, width, height); | |
const divide = (rect) => { | |
if (rect.w > 1 || rect.h > 1) { | |
if (rect.sd > 8) { | |
const hw = rect.w * 0.5; | |
const hh = rect.h * 0.5; | |
divide(new Rect(rect.x, rect.y, hw, hh)); | |
divide(new Rect(rect.x + hw, rect.y, hw, hh)); | |
divide(new Rect(rect.x, rect.y + hh, hw, hh)); | |
divide(new Rect(rect.x + hw, rect.y + hh, hw, hh)); | |
} else { | |
rect.draw(); | |
} | |
} else { | |
rect.draw(); | |
} | |
} | |
divide(rect); | |
attribute(canvas.program, "aPosition", vertices, 3, 36, 0); | |
attribute(canvas.program, "aNormal", null, 3, 36, 12); | |
attribute(canvas.program, "aColor", null, 3, 36, 24); | |
return iV / 9; | |
} | |
const pointer = { | |
init(canvas) { | |
this.x = canvas.width * 0.5; | |
this.y = canvas.height * 0.5; | |
this.ex = this.x; | |
this.ey = this.y * 2; | |
["mousemove", "touchstart", "touchmove"].forEach((event, touch) => { | |
canvas.elem.addEventListener( | |
event, | |
e => { | |
if (touch) { | |
e.preventDefault(); | |
this.x = e.targetTouches[0].clientX; | |
this.y = e.targetTouches[0].clientY; | |
} else { | |
this.x = e.clientX; | |
this.y = e.clientY; | |
} | |
}, | |
false | |
); | |
}); | |
}, | |
ease(step) { | |
this.ex += (this.x - this.ex) * step; | |
this.ey += (this.y - this.ey) * step; | |
} | |
}; | |
pointer.init(canvas); | |
//////////////////////////////////////////////////////////////// | |
const run = () => { | |
requestAnimationFrame(run); | |
pointer.ease(0.02); | |
const rx = (pointer.ex - canvas.width * 0.5) / (canvas.width * 0.35); | |
const ry = (-pointer.ey + canvas.height * 0.5) / (canvas.height * 0.35); | |
camera.view | |
.identity() | |
.translate(0, ry * 4, -50 + Math.sqrt(rx * rx + ry * ry) * 30) | |
.rotateX(Math.PI/2) | |
.rotateZ(rx) | |
.rotateX(ry) | |
.load(); | |
gl.drawArrays(gl.TRIANGLES, 0, numElements); | |
}; | |
let numElements = 0; | |
const start = () => { | |
numElements = decode(); | |
run(); | |
}; | |
requestAnimationFrame(start); | |
} |
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body, html { | |
touch-action: none; | |
content-zooming: none; | |
position: absolute; | |
margin: 0; | |
padding: 0; | |
width: 100%; | |
height: 100%; | |
overflow: hidden; | |
} | |
canvas { | |
position: absolute; | |
display: block; | |
width: 100%; | |
height: 100%; | |
background:#000; | |
cursor: crosshair; | |
} | |
img {visibility: hidden;} |
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