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HTML

              
                #Wrapper
              
            
!

CSS

              
                
              
            
!

JS

              
                FPS=60
INV_FPS=1/FPS
DEG_TO_RAD=Math.PI/180

CAMERA_VIEW_WIDTH=480/480*650
CAMERA_VIEW_HEIGHT=320/480*650
ASPECT_RATIO=CAMERA_VIEW_WIDTH/CAMERA_VIEW_HEIGHT

MARGIN_Z=0.1
FOVY=30
SCROLL_X=20
SCROLL_HZ=0.05
AROUND_VECTOR=new THREE.Vector3(0,40,40)
AROUND_HZ=0.025
SEGS=1

NEAR_LENGTH=5
MIDDLE_LENGTH=15
FAR_LENGTH=20
NEAR_HEIGHT=Math.tan(FOVY*0.5*DEG_TO_RAD)*NEAR_LENGTH *2
MIDDLE_HEIGHT=NEAR_HEIGHT/NEAR_LENGTH*MIDDLE_LENGTH
FAR_HEIGHT=NEAR_HEIGHT/NEAR_LENGTH*FAR_LENGTH

NEAR_WIDTH=SCROLL_X*2+ NEAR_HEIGHT*ASPECT_RATIO
MIDDLE_WIDTH=SCROLL_X*2+ MIDDLE_HEIGHT*ASPECT_RATIO
FAR_WIDTH=SCROLL_X*2+ FAR_HEIGHT*ASPECT_RATIO




SCREEN_WIDTH=CAMERA_VIEW_WIDTH
SCREEN_HEIGHT=CAMERA_VIEW_HEIGHT*2



class Game
  constructor:(@$Container)->
    @time=0
    @renderer = new THREE.WebGLRenderer({
      antialias: true
    })
    @renderer.setPixelRatio(window.devicePixelRatio)
    @renderer.setSize(SCREEN_WIDTH,SCREEN_HEIGHT)
    @$Container.append(@renderer.domElement)
    @renderer.autoClear=false
    
    @scene=new THREE.Scene()
    @cameraScroll=new THREE.PerspectiveCamera(FOVY,ASPECT_RATIO,NEAR_LENGTH-MARGIN_Z,FAR_LENGTH+MARGIN_Z)
    @cameraScrollHelper=new THREE.CameraHelper(@cameraScroll)
    @scene.add(@cameraScrollHelper)
    
    nearTexture=@loadTexture(window.NEAR_IMG)
    middleTexture=@loadTexture(window.MIDDLE_IMG)
    farTexture=@loadTexture(window.FAR_IMG)
    
    @nearView=new THREE.Mesh(
      new THREE.PlaneGeometry(NEAR_WIDTH,NEAR_HEIGHT,SEGS,SEGS)
      new THREE.MeshBasicMaterial({
        #color: 0xff0000
        #wireframe: true
        map:nearTexture
        side:THREE.DoubleSide
        transparent:true
      })
    )
    @nearView.position.z=-NEAR_LENGTH
    @updateUV(@nearView)
    @scene.add(@nearView)
    @middleView=new THREE.Mesh(
      new THREE.PlaneGeometry(MIDDLE_WIDTH,MIDDLE_HEIGHT,SEGS,SEGS)
      new THREE.MeshBasicMaterial({
        #color: 0x00ff00
        #wireframe: true
        map:middleTexture
        side:THREE.DoubleSide
        transparent:true
      })
    )
    @middleView.position.z=-MIDDLE_LENGTH
    @updateUV(@middleView)
    @scene.add(@middleView)
    @farView=new THREE.Mesh(
      new THREE.PlaneGeometry(FAR_WIDTH,FAR_HEIGHT,SEGS,SEGS)
      new THREE.MeshBasicMaterial({
        #color: 0x0000ff
        #wireframe: true
        map:farTexture
        side:THREE.DoubleSide
        transparent:true
      })
    )
    @farView.position.z=-FAR_LENGTH
    @updateUV(@farView)
    @scene.add(@farView)
    
    @camera=new THREE.PerspectiveCamera(FOVY,CAMERA_VIEW_WIDTH/CAMERA_VIEW_HEIGHT,1,500)
    
    @camera.position.copy(AROUND_VECTOR)
    @camera.lookAt({x:0,y:0,z:0})
    @nearView.add(@camera)
    
    setInterval(=>
      @update(INV_FPS)
    ,INV_FPS*1000)
  loadTexture:(uri)->
    image = document.createElement( 'img' )
    image.src=uri
    t=new THREE.Texture(image)
    #t=THREE.ImageUtils.loadTexture(uri)
    t.wrapS = THREE.RepeatWrapping
    #t.wrapT = THREE.RepeatWrapping
    t.needsUpdate=true
    return t
  updateUV:(mesh)->
    g=mesh.geometry
    vs=g.vertices
    w=vs[1].x-vs[0].x
    h=vs[1].y-vs[2].y
    for uvs in g.faceVertexUvs[0]
      for uv in uvs
        uv.x=uv.x*w/h
  update:(dt)->
    @time+=dt
    @cameraScroll.position.x=Math.sin(@time*360*SCROLL_HZ*DEG_TO_RAD)*SCROLL_X
    
    @camera.position.copy(AROUND_VECTOR.clone().applyAxisAngle({x:0,y:1,z:0},@time*360*AROUND_HZ*DEG_TO_RAD))
    @camera.lookAt({x:0,y:0,z:0})
    
    
    @draw()
  draw:()->
    @renderer.clear()
    @cameraScrollHelper.visible=false
    @renderer.setViewport(0,CAMERA_VIEW_HEIGHT,CAMERA_VIEW_WIDTH,CAMERA_VIEW_HEIGHT)
    @renderer.render(@scene,@cameraScroll)
    @cameraScrollHelper.visible=true
    @cameraScrollHelper.update()
    @renderer.setViewport(0,0,CAMERA_VIEW_WIDTH,CAMERA_VIEW_HEIGHT)
    @renderer.render(@scene,@camera)


jQuery ($)->
  game=new Game($("#Wrapper"))

window.NEAR_IMG="data:image/png;base64,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"
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             
            
!
999px

Console