whs.js/examples/fps/shooter/script.js

(function e(t,n,r){function s(o,u){if(!n[o]){if(!t[o]){var a=typeof require=="function"&&require;if(!u&&a)return a(o,!0);if(i)return i(o,!0);var f=new Error("Cannot find module '"+o+"'");throw f.code="MODULE_NOT_FOUND",f}var l=n[o]={exports:{}};t[o][0].call(l.exports,function(e){var n=t[o][1][e];return s(n?n:e)},l,l.exports,e,t,n,r)}return n[o].exports}var i=typeof require=="function"&&require;for(var o=0;o<r.length;o++)s(r[o]);return s})({1:[function(require,module,exports){
'use strict';

var _default_terrain = require('./assets/terrain/default_terrain');

var _default_terrain2 = _interopRequireDefault(_default_terrain);

function _interopRequireDefault(obj) { return obj && obj.__esModule ? obj : { default: obj }; }

var GAME = new WHS.World({
  stats: 'fps', // fps, ms, mb
  autoresize: true,

  gravity: {
    x: 0,
    y: -100,
    z: 0
  },

  camera: {
    far: 10000
  },

  shadowmap: {
    type: THREE.PCFShadowMap
  },

  rWidth: 1,
  rHeight: 1,

  background: 0x70DBFF
});

new WHS.Terrain({
  geometry: {
    map: _default_terrain2.default,
    depth: 100,
    width: 256,
    height: 256
  },

  material: {
    color: 0xff0000,
    side: THREE.DoubleSide,
    kind: 'basic'
  },

  pos: {
    x: 0,
    y: 0,
    z: 0
  }
}).addTo(GAME);

// NOTE: Default light.
new WHS.AmbientLight({
  light: {
    color: 0xffffff,
    intensity: 0.2
  },

  pos: {
    x: 160, // 100,
    y: 120, // 30,
    z: 160 // 100
  },

  target: {
    x: 0,
    y: 10,
    z: 0
  }
}).addTo(GAME);

// NOTE: Default light.
new WHS.SpotLight({
  light: {
    color: 0xffffff, // 0x00ff00,
    intensity: 0.3,
    distance: 500
  },

  shadowmap: {
    width: 2048,
    height: 2048,
    top: 0,
    fov: 90
  },

  pos: {
    x: 160, // 100,
    y: 120, // 30,
    z: 160 // 100
  },

  target: {
    x: 0,
    y: 10,
    z: 0
  }
}).addTo(GAME);

var parrot = new WHS.Morph({

  geometry: {
    width: 2,
    height: 2,
    depth: 2,
    path: 'assets/models/morph/parrot.js'
  },

  material: {
    useVertexColors: true,
    kind: 'lambert'
  },

  pos: {
    x: 70,
    y: 72,
    z: 70
  },

  scale: {
    x: 0.1,
    y: 0.1,
    z: 0.1
  },

  morph: {
    duration: 0.4,
    speed: 200
  }

});

var parrotPath = [new THREE.CubicBezierCurve3(new THREE.Vector3(-100, 100, 50), new THREE.Vector3(-200, 120, -50), new THREE.Vector3(200, 120, -50), new THREE.Vector3(100, 100, 50)), new THREE.CubicBezierCurve3(new THREE.Vector3(100, 100, 50), new THREE.Vector3(-200, 80, 150), new THREE.Vector3(200, 60, 150), new THREE.Vector3(-100, 100, 50))];

var parrotgoes = new THREE.CurvePath();

parrotgoes.add(parrotPath[0]);
parrotgoes.add(parrotPath[1]);

var flamingo = new WHS.Morph({
  geometry: {
    width: 2,
    height: 2,
    depth: 2,
    path: 'assets/models/morph/flamingo.js'
  },

  material: {
    useVertexColors: true,
    kind: 'lambert'
  },

  pos: {
    x: 70,
    y: 72,
    z: 70
  },

  scale: {
    x: 0.1,
    y: 0.1,
    z: 0.1
  },

  morph: {
    duration: 2,
    speed: 50
  }
});

var flamingoPath = [new THREE.CubicBezierCurve3(new THREE.Vector3(-100, 100, 50), new THREE.Vector3(-100, 160, 300), new THREE.Vector3(200, 180, 30), new THREE.Vector3(100, 140, 80)), new THREE.CubicBezierCurve3(new THREE.Vector3(100, 140, 80), new THREE.Vector3(200, 80, 150), new THREE.Vector3(-200, 60, -100), new THREE.Vector3(200, 100, 350)), new THREE.CubicBezierCurve3(new THREE.Vector3(200, 100, 350), new THREE.Vector3(200, 80, 150), new THREE.Vector3(-200, 60, -100), new THREE.Vector3(-100, 100, 50))];

var flamingogoes = new THREE.CurvePath();

flamingogoes.add(flamingoPath[0]);
flamingogoes.add(flamingoPath[1]);
flamingogoes.add(flamingoPath[2]);

flamingo.addTo(GAME, 'wait').then(function (obj) {
  obj.follow(parrotgoes, // flamingogoes
  26000, true);
});

parrot.addTo(GAME, 'wait').then(function (obj) {
  obj.follow(flamingogoes, 20000, true);
});

new WHS.Skybox({
  path: 'assets/textures/skybox/skymap',
  imgSuffix: '.png',
  skyType: 'sphere',
  radius: GAME.getCamera().__params.camera.far,
  rot: { y: Math.PI / 180 * -90 },
  pos: { y: -200 }
}).addTo(GAME);

var box = new WHS.Box({

  geometry: {
    width: 2,
    height: 2,
    depth: 2
  },

  mass: 1,
  onlyvis: false,

  material: {
    kind: 'lambert',
    map: WHS.API.texture('assets/textures/box.jpg')
  },

  pos: {
    x: 50,
    y: 70,
    z: 60
  }

});

GAME.add(box).then(function () {
  var checker1 = new WHS.Loop(function () {
    if (box.nposition.y < -200) {
      box.position.set(50, 70, 60);

      box.setAngularVelocity(new THREE.Vector3(0, 0, 0));
      box.setLinearVelocity(new THREE.Vector3(0, 0, 0));
    }
  });

  checker1.start();
});

new WHS.Box({
  geometry: {
    width: 2,
    height: 2,
    depth: 2
  },

  mass: 1,

  material: {
    kind: 'lambert',
    map: WHS.API.texture('assets/textures/box.jpg')
  },

  pos: {
    x: 30,
    y: 50,
    z: 0
  }
}).addTo(GAME);

var person = new WHS.Sphere({
  geometry: {
    radius: 2
  },

  mass: 10,

  material: {
    color: 0xffffff,
    kind: 'lambert',
    rest: 0,
    fri: 1
  },

  pos: {
    x: 0,
    y: 100,
    z: 0
  }
});

GAME.add(person).then(function () {
  var checker2 = new WHS.Loop(function () {
    if (person.nposition.y < -200) {
      person.position.set(0, 100, 0);

      person.setAngularVelocity(new THREE.Vector3(0, 0, 0));
      person.setLinearVelocity(new THREE.Vector3(0, 0, 0));
    }
  });

  checker2.start();
});

// EFFECTS.
var effects = new WHS.Wagner(GAME);

// effects.add( "ZoomBlurPass", {} );
effects.add('VignettePass', {});

// var directionalblurEffect = GAME.addWagner( "motionBlurPass", {} ).apply();

GAME.setControls(WHS.firstPersonControls(person, { // *WHS* object, Pointer lock controls object, Jquery blocker div selector.
  block: document.getElementById('blocker'),
  speed: 5 // 5
}));

/* var grasscoords = [];

for (var x = 0; x < 20; x++) {
  for (var y = 0; y < 15; y++) {
  grasscoords.push({
    x: x,
    y: y
  });

  }
}*/
/*
var curve = new WHS.Curve(
{
  geometry: {
    curve: new THREE.CubicBezierCurve3(
      new THREE.Vector3( -100, 100, 50 ),
      new THREE.Vector3( -100, 160, 300 ),
      new THREE.Vector3( 200, 180, 30 ),
      new THREE.Vector3( 100, 140, 80 )
    )
  },

  material: {
    kind: "linebasic",
    color: 0xff0000
  }
});

var curve2 = new WHS.Curve(
{
  geometry: {
    curve: new THREE.CubicBezierCurve3(
      new THREE.Vector3( 100, 140, 80 ),
      new THREE.Vector3( 200, 80, 150 ),
      new THREE.Vector3( -200, 60, -100 ),
      new THREE.Vector3( 200, 100, 350 )
    )
  },

  material: {
    kind: "linebasic",
    color: 0x00ff00
  }
});

var curve3 = new WHS.Curve(
{
  geometry: {
    curve: new THREE.CubicBezierCurve3(
      new THREE.Vector3( 200, 100, 350 ),
      new THREE.Vector3( 200, 80, 150 ),
      new THREE.Vector3( -200, 60, -100 ),
      new THREE.Vector3( -100, 100, 50 )
    )
  },

  material: {
    kind: "linebasic",
    color: 0x0000ff
  }
});

curve.addTo( GAME );
curve2.addTo( GAME );
curve3.addTo( GAME );
*/
GAME.start();

},{"./assets/terrain/default_terrain":2}],2:[function(require,module,exports){
'use strict';

var defaultTerrainMap = new Image();
defaultTerrainMap.src = 'data:image/png;base64,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';

module.exports = defaultTerrainMap;

},{}]},{},[1]);