import './style.css'
import * as THREE from 'three'
import { OrbitControls } from 'three/examples/jsm/controls/OrbitControls.js'

import {BufferGeometryUtils} from 'three/examples/jsm/utils/BufferGeometryUtils'
import {TWEEN} from 'three/examples/jsm/libs/tween.module.min'

//import * as dat from 'dat.gui'

//const gui = new dat.GUI()
let o;
const scene = new THREE.Scene();
//scene.background = new THREE.Color('blue');
const camera = new THREE.PerspectiveCamera(45, innerWidth / innerHeight, 0.01, 50);
camera.position.set(0, 10, 10);
const renderer = new THREE.WebGLRenderer({antialias: true,alpha: true});
renderer.setSize(innerWidth, innerHeight);

renderer.setClearColor('#000', 0);

document.body.appendChild(renderer.domElement);

const controls = new OrbitControls(camera, renderer.domElement);
controls.enablePan = true;

// our code
const params = {
  colors: {
    base: "#ffffff",
    gradInner: "#ff0022",
    gradOuter: "#ff00aa"
  },
  mapPoints:{
    sizeOfPoints:.4,// FLOAT ONLY | MIN: 0.1 , MAX: 0.4
    opacityOfOceanPoints:.1,// FLOAT ONLY ex. .1 | MIN: 0.1 - black, MAX: 0.9
    countOfPoints:5000,// INT ONLY ex. 1000 - 40000
  },
  reset: ()=>controls.reset()
}

const maxImpactAmount = 1;
// init uniforms impacts and traces array
const impacts = new Array();
const trails = new Array();
for (let i = 0; i < maxImpactAmount; i++) {
  impacts.push({
    impactPosition: new THREE.Vector3(3,2.7,-2.9)/* new THREE.Vector3().random().subScalar(.5).setLength(5) */,
    impactMaxRadius: 5 * THREE.Math.randFloat(.1, .3),
    impactRatio: 0,
    prevPosition: new THREE.Vector3(-4.2,-2.6,-.8)/* new THREE.Vector3().random().subScalar(.5).setLength(5) */,
    trailRatio: {value: 0},
    trailLength: {value: 0}
  });
  makeTrail(i);
}
const uniforms = {
  impacts: {value: impacts},
  maxSize: {value: 0.04},
  minSize: {value: 0.03},
  waveHeight: {value: 0.125},
  scaling: {value: 2},
  gradInner: {value: new THREE.Color(params.colors.gradInner)},
  gradOuter: {value: new THREE.Color(params.colors.gradOuter)}
}

const tweens = new Array();

for (let i = 0; i < maxImpactAmount; i++) {
  tweens.push({
    runTween: ()=> {
        const path = trails[i];
        const speed = 5;
        const len = path.geometry.attributes.lineDistance.array[99];
        const dur = len / speed;
    	  const tweenTrail = new TWEEN.Tween({value: 0})
      	.to({value: 1}, dur * 1000)
        .onUpdate( val => {
        	impacts[i].trailRatio.value = val.value;
        });
        const tweenImpact = new TWEEN.Tween({ value: 0 })
        .to({ value: 1 }, THREE.Math.randInt(2500, 5000))
        .onUpdate(val => {
            uniforms.impacts.value[i].impactRatio = val.value;
        })
        .onComplete(() => {
            impacts[i].prevPosition=new THREE.Vector3(-4.2,-2.6,-.8)/* .copy(impacts[i].impactPosition) */;
            impacts[i].impactPosition=new THREE.Vector3(3,2.7,-2.9)/* .subScalar(0.5).setLength(5) *//* .random().subScalar(0.5).setLength(5) */;
            setPath(path, impacts[i].prevPosition, impacts[i].impactPosition, 1);
            uniforms.impacts.value[i].impactMaxRadius = 5 * THREE.Math.randFloat(0.5, 0.75);
          	tweens[i].runTween();
        });
        tweenTrail.chain(tweenImpact);
        tweenTrail.start();
    }
  });
}

tweens.forEach(t => t.runTween());


(()=>{
    const dummyObj = new THREE.Object3D()
    const p = new THREE.Vector3()
    const sph = new THREE.Spherical()
    const geoms = new Array()
    const tex = new THREE.TextureLoader().load(imgData)
    
    // https://web.archive.org/web/20120107030109/http://cgafaq.info/wiki/Evenly_distributed_points_on_sphere#Spirals
    const counter = params.mapPoints.countOfPoints
    const rad = 5
  
    let r = 0
    const dlong = Math.PI * (3 - Math.sqrt(5))
    const dz = 2 / counter
    let long = 0
    let z = 1 - dz / 2
    
    for(let i = 0; i < counter; i++){
        r = Math.sqrt(1 - z * z);
        p.set( Math.cos(long) * r, z, -Math.sin(long) * r).multiplyScalar(rad);
        z = z - dz;
        long = long + dlong;    
        sph.setFromVector3(p);      
        dummyObj.lookAt(p);
        dummyObj.updateMatrix();      
        const g =  new THREE.PlaneBufferGeometry(2, 2);
        g.applyMatrix4(dummyObj.matrix);
        g.translate(p.x, p.y, p.z);
        const centers = [
          p.x, p.y, p.z, 
          p.x, p.y, p.z, 
          p.x, p.y, p.z, 
          p.x, p.y, p.z
        ];
        const uv = new THREE.Vector2(
          (sph.theta + Math.PI) / (Math.PI * 2),
          1. - sph.phi / Math.PI
        );
        const uvs = [
          uv.x, uv.y,
          uv.x, uv.y,
          uv.x, uv.y,
          uv.x, uv.y
        ];
        g.setAttribute("center", new THREE.Float32BufferAttribute(centers, 3));
        g.setAttribute("bUv", new THREE.Float32BufferAttribute(uvs, 2));
        geoms.push(g);
  
    }
    const g = BufferGeometryUtils.mergeBufferGeometries(geoms);
    const m = new THREE.MeshBasicMaterial({
      color: new THREE.Color(params.colors.base),
      side: THREE.DoubleSide,
      transparent:true,
      onBeforeCompile: shader => {
        shader.uniforms.impacts = uniforms.impacts;
        shader.uniforms.maxSize = uniforms.maxSize;
        shader.uniforms.minSize = uniforms.minSize;
        shader.uniforms.waveHeight = uniforms.waveHeight;
        shader.uniforms.scaling = uniforms.scaling;
        shader.uniforms.gradInner = uniforms.gradInner;
        shader.uniforms.gradOuter = uniforms.gradOuter;
        shader.uniforms.tex = {value: tex};
        shader.vertexShader = `
            struct impact {
            vec3 impactPosition;
            float impactMaxRadius;
            float impactRatio;
          };
            uniform impact impacts[${maxImpactAmount}];
          uniform sampler2D tex;
          uniform float maxSize;
          uniform float minSize;
          uniform float waveHeight;
          uniform float scaling;
          attribute vec3 center;
          attribute vec2 bUv;
          varying float vFinalStep;
          varying float vMap;
          ${shader.vertexShader}
        `.replace(
            `#include <begin_vertex>`,
          `#include <begin_vertex>
          float finalStep = 0.0;
          for (int i = 0; i < ${maxImpactAmount};i++){
            float dist = distance(center, impacts[i].impactPosition);
            float curRadius = impacts[i].impactMaxRadius * impacts[i].impactRatio;
            float sstep = smoothstep(0., curRadius, dist) - smoothstep(curRadius - ( 0.25 * impacts[i].impactRatio ), curRadius, dist);
            sstep *= 1. - impacts[i].impactRatio;
            finalStep += sstep;
          }
          finalStep = clamp(finalStep, 0., 1.);
          vFinalStep = finalStep;
          
          float map = texture(tex, bUv).g;
          vMap = map;
          float pSize = map < 0.5 ? maxSize : minSize;
          float scale = scaling;
  
          transformed = (position - center) * pSize * mix(1., scale * 1.25, finalStep) + center; // scale on wave
          transformed += normal * finalStep * waveHeight; // lift on wave
          `
        );
        shader.fragmentShader = `
          uniform vec3 gradInner;
          uniform vec3 gradOuter;
          varying float vFinalStep;
          varying float vMap;
          
          ${shader.fragmentShader}
          `.replace(
            `vec4 diffuseColor = vec4( diffuse, opacity );`,
          `// shaping the point, pretty much from The Book of Shaders
          vec2 hUv = (vUv - .1);
          int N = 8;
          float a = atan(hUv.x,hUv.y);
          float r = PI2/float(N);
          float d = cos(floor(.5+a/r)*r-a)*length(hUv);
          float f = cos(PI / float(N)) * .5;
          //if (d > f) discard;
          if (length(vUv - ${params.mapPoints.sizeOfPoints}) > ${params.mapPoints.sizeOfPoints}) discard;
          vec3 grad = mix(gradInner, gradOuter, clamp( d / f, 0., 1.)); // gradient
          vec3 diffuseMap = diffuse * ((vMap > .5) ? ${params.mapPoints.opacityOfOceanPoints} : 1.);
          vec3 col = mix(diffuseMap, grad, vFinalStep); // color on wave
          float opct=(vMap > .5)?${params.mapPoints.opacityOfOceanPoints}:1.;
          vec4 diffuseColor = vec4( col , opct ); 
          `);
      }
    });
    m.defines = {"USE_UV":""};
    o = new THREE.Mesh(g, m);
    o.rotation.y = Math.PI;
    trails.forEach(t => o.add(t));
  /*   o.add(new THREE.Mesh(new THREE.IcosahedronBufferGeometry(4.9995, 1), new THREE.MeshBasicMaterial({
      color: scene.background
    }))); */
    
    scene.add(o);
  })()

function makeTrail(idx){
    const pts = new Array(100 * 3).fill(0);
    const g = new THREE.BufferGeometry();
  g.setAttribute("position", new THREE.Float32BufferAttribute(pts, 3));
  const m = new THREE.LineDashedMaterial({
  	color: params.colors.gradOuter,
    transparent: true,
  	onBeforeCompile: shader => {
    	shader.uniforms.actionRatio = impacts[idx].trailRatio;
      shader.uniforms.lineLength = impacts[idx].trailLength;
      shader.fragmentShader = `
      	uniform float actionRatio;
        uniform float lineLength;
        ${shader.fragmentShader}
      `.replace(
      	`if ( mod( vLineDistance, totalSize ) > dashSize ) {
		discard;
	}`,
        `
        	float halfDash = dashSize * 0.5;
          float currPos = (lineLength + dashSize) * actionRatio;
        	float d = (vLineDistance + halfDash) - currPos;
        	if (abs(d) > halfDash ) discard;
          
          float grad = ((vLineDistance + halfDash) - (currPos - halfDash)) / halfDash;
        `
      )
      .replace(
      	`vec4 diffuseColor = vec4( diffuse, opacity );`,
        `
        vec4 diffuseColor = vec4( diffuse, grad );
        `
      );
      //console.log(shader.fragmentShader);
    }
  });

  const l = new THREE.Line(g, m);
  l.userData.idx = idx;

  setPath(l, impacts[idx].prevPosition, impacts[idx].impactPosition, 1);
  trails.push(l);
}

// based on https://jsfiddle.net/prisoner849/fu59aved/
function setPath(l, startPoint, endPoint, peakHeight, cycles) {
	
    const pos = l.geometry.attributes.position;

    const division = pos.count - 1;
    const cycle = cycles || 1;
    const peak = peakHeight || 1;

    //let points = [];

    const radius = startPoint.length();
    const angle = startPoint.angleTo(endPoint);

    const arcLength = radius * angle;
    const diameterMinor = arcLength / Math.PI;
    const radiusMinor = (diameterMinor * 0.5) / cycle;

    const peakRatio = peak / diameterMinor;

    const radiusMajor = startPoint.length() + radiusMinor;
    const basisMajor = new THREE.Vector3().copy(startPoint).setLength(radiusMajor);
    const basisMinor = new THREE.Vector3().copy(startPoint).negate().setLength(radiusMinor);


    // triangle (start, end, center)
    const tri = new THREE.Triangle(startPoint, endPoint, new THREE.Vector3());
    const nrm = new THREE.Vector3(); // normal
    tri.getNormal(nrm);

    // rotate startPoint around normal
    //let angleStep = angle / division;
    const v3Major = new THREE.Vector3();
    const v3Minor = new THREE.Vector3();
    const v3Inter = new THREE.Vector3();
    const vFinal = new THREE.Vector3();
    for (let i = 0; i <= division; i++) {
        const divisionRatio = i / division;
        const angleValue = angle * divisionRatio;
        v3Major.copy(basisMajor).applyAxisAngle(nrm, angleValue);
        v3Minor.copy(basisMinor).applyAxisAngle(nrm, angleValue + Math.PI * 2 * divisionRatio * cycle);
        v3Inter.addVectors(v3Major, v3Minor);
        const newLength = ((v3Inter.length() - radius) * peakRatio) + radius;
        vFinal.copy(v3Inter).setLength(newLength);
        pos.setXYZ(i, vFinal.x, vFinal.y, vFinal.z);
    }
        pos.needsUpdate = true;
    l.computeLineDistances();
    l.geometry.attributes.lineDistance.needsUpdate = true;
    impacts[l.userData.idx].trailLength.value = l.geometry.attributes.lineDistance.array[99];
    l.material.dashSize = 3;
    //l.material.gapSize = l.material.userData.lineLength.value;

    console.log(l);
    //return new THREE.BufferGeometry().setFromPoints(points);

}
// \ our code

window.addEventListener( 'resize', onWindowResize )

renderer.setAnimationLoop( () => {
  // our code
  TWEEN.update()
  if(o)o.rotation.y += 0.001
  // \
  renderer.render(scene, camera)
})

function onWindowResize() {

  camera.aspect = window.innerWidth / window.innerHeight;
  camera.updateProjectionMatrix();

  renderer.setSize( window.innerWidth, window.innerHeight );

}

<!DOCTYPE html>
<html lang="en">
<head>
    <meta charset="UTF-8">
    <meta name="viewport" content="width=device-width, initial-scale=1.0">
    <title>ThreeJS Starter</title>
</head>
<body style="background: repeating-linear-gradient(    45deg,    transparent,    transparent 100px,    #2d7ee0 100px,    #7b89e9 200px  ),linear-gradient(    to bottom,    #eee,    #4215eb  );">
    <script>
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00:00 hello, amigo!
02:12 Установка проекта
06:09 Такая планетка (новая) у нас получится в итоге
08:12 Стартуем писать новый код для production варианта планеты
15:47 Прозрачность сцены ThreeJS alpha:true, setClearColor..
16:27 antialis:true в ThreeJS — сглаживание линий (контуров)
19:07 setPath — создание линий в ThreeJS без MeshLine
20:42 Примеры использования: setLength, negate, Triangle, getNormale в Three.JS
22:08 makeTral — создание заливки и применение анимаций к линиям ThreeJS
22:51 Примеры использования: angleTo, applyAxisAngle, addVecrot, setXYZ, computeLineDistance
24:25 makeTrail всё же остался, переписал лишь создание карты на самовызывающуся JS функцию
24:48 Примеры использования: LineDashedMaterial, Float32BufferAttribute
26:16 makeGlobeOfPoints — создание карты планеты из planeBufferGeometry (скругляется шейдером)
27:56 Примеры использования: Spherical, sqrt, multiplyScalar
36:18 Прозрачность шейдерного материала Threejs
36:57 Шейдер кружочков карты планеты (анимация, скругление)
49:26 Добавляю остаток кода и объясняю его
1:05:37 Как создаются и пересоздаются линии и «бум»
1:17:26 Как гуглить (искать) то, что не находится обычным способом?
1:20:31 Проблемы обучения Threejs, сравнение с HTML+CSS
1:22:30 Outro