console
class ShaderPen {
constructor(shaderString, noRender) {
const ioTest = /\(\s*out\s+vec4\s+(\S+)\s*,\s*in\s+vec2\s+(\S+)\s*\)/;
const io = shaderString.match(ioTest);
shaderString = shaderString.replace('mainImage', 'main');
shaderString = shaderString.replace(ioTest, '()');
const uniforms = this.uniforms = {
iResolution: {
type: 'vec3',
value: [window.innerWidth, window.innerHeight, 0],
},
iTime: {
type: 'float',
value: 0,
},
iTimeDelta: {
type: 'float',
value: 0,
},
iFrame: {
type: 'int',
value: 0,
},
iMouse: {
type: 'vec4',
value: [0, 0, 0, 0],
},
};
shaderString = (io ? `#define ${io[1]} gl_FragColor\n#define ${io[2]} gl_FragCoord.xy\n` : '') + shaderString;
shaderString = Object.keys(uniforms)
.map((key) => ({
name: key,
type: uniforms[key].type,
}))
.reduce((a, uniform) => (
a + `uniform ${uniform.type} ${uniform.name};\n`
), '') + shaderString;
shaderString = 'precision highp float;\n' + shaderString;
const canvas = this.canvas = document.createElement('canvas');
canvas.width = window.innerWidth;
canvas.height = window.innerHeight;
canvas.style.position = 'fixed';
canvas.style.left = 0;
canvas.style.top = 0;
document.body.append(canvas);
const gl = this.gl = canvas.getContext('webgl');
gl.clearColor(0, 0, 0, 0);
const vertexShader = this.vertexShader = gl.createShader(gl.VERTEX_SHADER);
gl.shaderSource(vertexShader, `
attribute vec2 position;
void main() {
gl_Position = vec4(position, 0.0, 1.0);
}
`);
gl.compileShader(vertexShader);
const fragmentShader = this.fragmentShader = gl.createShader(gl.FRAGMENT_SHADER);
gl.shaderSource(fragmentShader, shaderString);
gl.compileShader(fragmentShader);
const program = this.program = gl.program = gl.createProgram();
gl.attachShader(program, vertexShader);
gl.attachShader(program, fragmentShader);
gl.linkProgram(program);
const vertices = this.vertices = new Float32Array([
-1, 1, 1, 1, 1, -1,
-1, 1, 1, -1, -1, -1,
]);
const buffer = this.buffer = gl.createBuffer();
gl.bindBuffer(gl.ARRAY_BUFFER, buffer);
gl.bufferData(gl.ARRAY_BUFFER, vertices, gl.STATIC_DRAW);
gl.useProgram(program);
program.position = gl.getAttribLocation(program, 'position');
gl.enableVertexAttribArray(program.position);
gl.vertexAttribPointer(program.position, 2, gl.FLOAT, false, 0, 0);
Object.keys(uniforms).forEach((key, i) => {
uniforms[key].location = gl.getUniformLocation(program, key);
});
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";
this._loadTexture(gl,"tex", src, 0);
let tedd = 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";
this._loadTexture(gl,"tex2", tedd, 1);
this.reportErrors();
this._bind(
'mouseDown',
'mouseMove',
'mouseUp',
'render',
'resize'
);
window.addEventListener('mousedown', this.mouseDown);
window.addEventListener('mousemove', this.mouseMove);
window.addEventListener('mouseup', this.mouseUp);
window.addEventListener('resize', this.resize);
if (noRender !== 'NO_RENDER') {
this.render();
}
}
_loadTexture(gl, key, src, n){
const units = gl.getParameter(gl.MAX_TEXTURE_IMAGE_UNITS);
console.log(units);
const img = new Image();
img.onload = function () {
gl.activeTexture(gl["TEXTURE" + n]);
const tex = gl.createTexture();
gl.bindTexture(gl.TEXTURE_2D, tex);
gl.texImage2D(gl.TEXTURE_2D, 0, gl.RGBA, gl.RGBA, gl.UNSIGNED_BYTE, img);
gl.generateMipmap(gl.TEXTURE_2D);
const tex2Loc = gl.getUniformLocation(gl.program, key);
gl.uniform1i(tex2Loc, n);
};
img.src = src;
}
_bind(...methods) {
methods.forEach((method) => this[method] = this[method].bind(this));
}
mouseDown(e) {
this.mousedown = true;
this.uniforms.iMouse.value[2] = e.clientX;
this.uniforms.iMouse.value[3] = e.clientY;
}
mouseMove(e) {
if (this.mousedown) {
this.uniforms.iMouse.value[0] = e.clientX;
this.uniforms.iMouse.value[1] = e.clientY;
}
}
mouseUp(e) {
this.mousedown = false;
this.uniforms.iMouse.value[2] = 0;
this.uniforms.iMouse.value[3] = 0;
}
render(timestamp) {
const gl = this.gl;
let delta = this.lastTime ? ((timestamp - this.lastTime) / 1000) : 0;
this.lastTime = timestamp;
this.uniforms.iTime.value += delta;
this.uniforms.iTimeDelta.value = delta;
this.uniforms.iFrame.value++;
gl.clear(gl.COLOR_BUFFER_BIT);
Object.keys(this.uniforms).forEach((key) => {
const t = this.uniforms[key].type;
const method = t.match(/vec/) ? `${t[t.length - 1]}fv` : `1${t[0]}`;
gl[`uniform${method}`](this.uniforms[key].location, this.uniforms[key].value);
});
gl.drawArrays(gl.TRIANGLES, 0, this.vertices.length / 2);
requestAnimationFrame(this.render);
}
reportErrors() {
const gl = this.gl;
if (!gl.getShaderParameter(this.vertexShader, gl.COMPILE_STATUS)) {
console.log(gl.getShaderInfoLog(this.vertexShader));
}
if (!gl.getShaderParameter(this.fragmentShader, gl.COMPILE_STATUS)) {
console.log(gl.getShaderInfoLog(this.fragmentShader));
}
if (!gl.getProgramParameter(this.program, gl.LINK_STATUS)) {
console.log(gl.getProgramInfoLog(this.program));
}
}
resize() {
this.canvas.width = this.uniforms.iResolution.value[0] = window.innerWidth;
this.canvas.height = this.uniforms.iResolution.value[1] = window.innerHeight;
this.gl.viewport(0, 0, this.canvas.width, this.canvas.height);
}
}
new ShaderPen(`
vec3 sunLight = normalize( vec3( 0.35, 0.14, 0.3 ) );
const vec3 sunColour = vec3(1.0, .7, .55);
float gTime, cloudy;
vec3 flash;
#define CLOUD_LOWER 2800.0
#define CLOUD_UPPER 3800.0
#define TEXTURE_NOISE
#define MOD2 vec2(.16632,.17369)
#define MOD3 vec3(.16532,.17369,.15787)
uniform sampler2D iChannel0;
float Hash( float p )
{
vec2 p2 = fract(vec2(p) * MOD2);
p2 += dot(p2.yx, p2.xy+19.19);
return fract(p2.x * p2.y);
}
float Hash(vec3 p)
{
p = fract(p * MOD3);
p += dot(p.xyz, p.yzx + 19.19);
return fract(p.x * p.y * p.z);
}
#ifdef TEXTURE_NOISE
float Noise( in vec2 f )
{
vec2 p = floor(f);
f = fract(f);
f = f*f*(3.0-2.0*f);
float res = texture2D(iChannel0, (p+f+.5)/256.0, 0.0).x;
return res;
}
float Noise( in vec3 x )
{
#if 0
return texture(iChannel2, x*0.05).x;
#else
vec3 p = floor(x);
vec3 f = fract(x);
f = f*f*(3.0-2.0*f);
vec2 uv = (p.xy+vec2(37.0,17.0)*p.z) + f.xy;
vec2 rg = texture2D( iChannel0, (uv+ 0.5)/256.0, 0.0 ).yx;
return mix( rg.x, rg.y, f.z );
#endif
}
#else
float Noise( in vec2 x )
{
vec2 p = floor(x);
vec2 f = fract(x);
f = f*f*(3.0-2.0*f);
float n = p.x + p.y*57.0;
float res = mix(mix( Hash(n+ 0.0), Hash(n+ 1.0),f.x),
mix( Hash(n+ 57.0), Hash(n+ 58.0),f.x),f.y);
return res;
}
float Noise(in vec3 p)
{
vec3 i = floor(p);
vec3 f = fract(p);
f *= f * (3.0-2.0*f);
return mix(
mix(mix(Hash(i + vec3(0.,0.,0.)), Hash(i + vec3(1.,0.,0.)),f.x),
mix(Hash(i + vec3(0.,1.,0.)), Hash(i + vec3(1.,1.,0.)),f.x),
f.y),
mix(mix(Hash(i + vec3(0.,0.,1.)), Hash(i + vec3(1.,0.,1.)),f.x),
mix(Hash(i + vec3(0.,1.,1.)), Hash(i + vec3(1.,1.,1.)),f.x),
f.y),
f.z);
}
#endif
const mat3 m = mat3( 0.00, 0.80, 0.60,
-0.80, 0.36, -0.48,
-0.60, -0.48, 0.64 ) * 2.345;
float FBM( vec3 p )
{
p*= .0003;
float f;
f = 0.5000 * Noise(p); p = m*p;
f += 0.2500 * Noise(p); p = m*p;
f += 0.1250 * Noise(p); p = m*p;
f += 0.0625 * Noise(p); p = m*p;
f += 0.03125 * Noise(p); p = m*p;
f += 0.015625 * Noise(p);
return f;
}
float FBMSH( vec3 p )
{
p*= .1;
float f;
f = 0.5000 * Noise(p); p = m*p;
f += 0.2500 * Noise(p); p = m*p;
f += 0.1250 * Noise(p); p = m*p;
f += 0.0625 * Noise(p); p = m*p;
f += 0.03125 * Noise(p); p = m*p;
f += 0.015625 * Noise(p);
return f;
}
float MapSH(vec3 p)
{
float h = -(FBM(p)-cloudy-.6);
h *= smoothstep(CLOUD_UPPER+100., CLOUD_UPPER, p.y);
return h;
}
float SeaNoise( in vec2 x )
{
vec2 p = floor(x);
vec2 f = fract(x);
f = f*f*(3.0-2.0*f);
float n = p.x + p.y*57.0;
float res = mix(mix( Hash(n+ 0.0), Hash(n+ 1.0),f.x),
mix( Hash(n+ 57.0), Hash(n+ 58.0),f.x),f.y);
return res;
}
float SeaFBM( vec2 p )
{
p*= .001;
float f;
f = (sin(sin(p.x *1.22+gTime) + cos(p.y *.14)+p.x*.15+p.y*1.33-gTime)) * 1.0;
f += (sin(p.x *.9+gTime + p.y *.3-gTime)) * 1.0;
f += (cos(p.x *.7-gTime - p.y *.4-gTime)) * .5;
f += 1.5000 * (.5-abs(SeaNoise(p)-.5)); p = p * 2.05;
f += .75000 * (.5-abs(SeaNoise(p)-.5)); p = p * 2.02;
f += 0.2500 * SeaNoise(p); p = p * 2.07;
f += 0.1250 * SeaNoise(p); p = p * 2.13;
return f;
}
float Map(vec3 p)
{
float h = -(FBM(p)-cloudy-.6);
return h;
}
float SeaMap(in vec2 pos)
{
return SeaFBM(pos) * (20.0 + cloudy*170.0);
}
vec3 SeaNormal( in vec3 pos, in float d, out float height)
{
float p = .005 * d * d / iResolution.x;
vec3 nor = vec3(0.0, SeaMap(pos.xz), 0.0);
vec3 v2 = nor-vec3(p, SeaMap(pos.xz+vec2(p,0.0)), 0.0);
vec3 v3 = nor-vec3(0.0, SeaMap(pos.xz+vec2(0.0,-p)), -p);
height = nor.y;
nor = cross(v2, v3);
return normalize(nor);
}
float GetLighting(vec3 p, vec3 s)
{
float l = MapSH(p)-MapSH(p+s*200.);
return clamp(-l*2., 0.05, 1.0);
}
vec3 GetSky(in vec3 pos,in vec3 rd, out vec2 outPos)
{
float sunAmount = max( dot( rd, sunLight), 0.0 );
vec3 sky = mix(vec3(.0, .1, .4), vec3(.3, .6, .8), 1.0-rd.y);
sky = sky + sunColour * min(pow(sunAmount, 1500.0) * 5.0, 1.0);
sky = sky + sunColour * min(pow(sunAmount, 10.0) * .6, 1.0);
float beg = ((CLOUD_LOWER-pos.y) / rd.y);
float end = ((CLOUD_UPPER-pos.y) / rd.y);
vec3 p = vec3(pos.x + rd.x * beg, 0.0, pos.z + rd.z * beg);
outPos = p.xz;
beg += Hash(p)*150.0;
float d = 0.0;
vec3 add = rd * ((end-beg) / 55.0);
vec2 shade;
vec2 shadeSum = vec2(0.0, .0);
shade.x = 1.0;
for (int i = 0; i < 55; i++)
{
if (shadeSum.y >= 1.0) break;
float h = Map(p);
shade.y = max(h, 0.0);
shade.x = GetLighting(p, sunLight);
shadeSum += shade * (1.0 - shadeSum.y);
p += add;
}
vec3 clouds = mix(vec3(pow(shadeSum.x, .6)), sunColour, (1.0-shadeSum.y)*.4);
clouds += flash * (shadeSum.y+shadeSum.x+.2) * .5;
sky = mix(sky, min(clouds, 1.0), shadeSum.y);
return clamp(sky, 0.0, 1.0);
}
vec3 GetSea(in vec3 pos,in vec3 rd, out vec2 outPos)
{
vec3 sea;
float d = -pos.y/rd.y;
vec3 p = vec3(pos.x + rd.x * d, 0.0, pos.z + rd.z * d);
outPos = p.xz;
float dis = length(p-pos);
float h = 0.0;
vec3 nor = SeaNormal(p, dis, h);
vec3 ref = reflect(rd, nor);
ref.y = max(ref.y, 0.0015);
sea = GetSky(p, ref, p.xz);
h = h*.005 / (1.0+max(dis*.02-300.0, 0.0));
float fresnel = max(dot(nor, -rd),0.0);
fresnel = pow(fresnel, .3)*1.1;
sea = mix(sea*.6, (vec3(.3, .4, .45)+h*h) * max(dot(nor, sunLight), 0.0), min(fresnel, 1.0));
float glit = max(dot(ref, sunLight), 0.0);
sea += sunColour * pow(glit, 220.0) * max(-cloudy*100.0, 0.0);
return sea;
}
vec3 CameraPath( float t )
{
return vec3(4000.0 * sin(.16*t)+12290.0, 0.0, 8800.0 * cos(.145*t+.3));
}
void mainImage( out vec4 fragColor, in vec2 fragCoord )
{
float m = (iMouse.x/iResolution.x)*30.0;
gTime = iTime*.5 + m + 75.5;
cloudy = cos(gTime * .25+.4) * .26;
float lightning = 0.0;
if (cloudy >= .2)
{
float f = mod(gTime+1.5, 2.5);
if (f < .8)
{
f = smoothstep(.8, .0, f)* 1.5;
lightning = mod(-gTime*(1.5-Hash(gTime*.3)*.002), 1.0) * f;
}
}
flash = clamp(vec3(1., 1.0, 1.2) * lightning, 0.0, 1.0);
vec2 xy = fragCoord.xy / iResolution.xy;
vec2 uv = (-1.0 + 2.0 * xy) * vec2(iResolution.x/iResolution.y,1.0);
vec3 cameraPos = CameraPath(gTime - 2.0);
vec3 camTar = CameraPath(gTime - .0);
camTar.y = cameraPos.y = sin(gTime) * 200.0 + 300.0;
camTar.y += 370.0;
float roll = .1 * sin(gTime * .25);
vec3 cw = normalize(camTar-cameraPos);
vec3 cp = vec3(sin(roll), cos(roll),0.0);
vec3 cu = cross(cw,cp);
vec3 cv = cross(cu,cw);
vec3 dir = normalize(uv.x*cu + uv.y*cv + 1.3*cw);
mat3 camMat = mat3(cu, cv, cw);
vec3 col;
vec2 pos;
if (dir.y > 0.0)
{
col = GetSky(cameraPos, dir, pos);
}else
{
col = GetSea(cameraPos, dir, pos);
}
float l = exp(-length(pos) * .00002);
col = mix(vec3(.6-cloudy*1.2)+flash*.3, col, max(l, .2));
float bri = dot(cw, sunLight) * 2.7 * clamp(-cloudy+.2, 0.0, .2);
if (bri > 0.0)
{
vec2 sunPos = vec2( dot( sunLight, cu ), dot( sunLight, cv ) );
vec2 uvT = uv-sunPos;
uvT = uvT*(length(uvT));
bri = pow(bri, 6.0)*.6;
float glare1 = max(1.2-length(uvT+sunPos*2.)*2.0, 0.0);
float glare2 = max(1.2-length(uvT+sunPos*.5)*4.0, 0.0);
uvT = mix (uvT, uv, -2.3);
float glare3 = max(1.2-length(uvT+sunPos*5.0)*1.2, 0.0);
col += bri * sunColour * vec3(1.0, .5, .2) * pow(glare1, 10.0)*25.0;
col += bri * vec3(.8, .8, 1.0) * pow(glare2, 8.0)*9.0;
col += bri * sunColour * pow(glare3, 4.0)*10.0;
}
vec2 st = uv * vec2(.5+(xy.y+1.0)*.3, .02)+vec2(gTime*.5+xy.y*.2, gTime*.2);
float f = Noise( st*200.5 ) * Noise( st*120.5 ) * 1.3;
float rain = clamp(cloudy-.15, 0.0, 1.0);
f = clamp(pow(abs(f), 15.0) * 5.0 * (rain*rain*125.0), 0.0, (xy.y+.1)*.6);
col = mix(col, vec3(0.15, .15, .15)+flash, f);
col = clamp(col, 0.0,1.0);
col = pow(col, vec3(.7));
col *= .55+0.45*pow(70.0*xy.x*xy.y*(1.0-xy.x)*(1.0-xy.y), 0.15 );
fragColor=vec4(col, 1.0);
}
`);
<body></body>