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var gamelib = {audio: {}, dom: {}, input: {}, tween: {}};
gamelib.hitTest1x1 = function (gameObject1, gameObject2) {
if (!gameObject1.alive || !gameObject2.alive) {
return
}
if (gameObject1.aabb.x0 > gameObject2.aabb.x1 || gameObject2.aabb.x0 > gameObject1.aabb.x1 || gameObject1.aabb.y0 > gameObject2.aabb.y1 || gameObject2.aabb.y0 > gameObject1.aabb.y1) {
return
}
gameObject1.onCollide(gameObject2);
gameObject2.onCollide(gameObject1)
};
gamelib.hitTestNxN = function (list1, list2) {
var h1 = list1.head;
var h2 = list2.head;
for (var o1 = h1.next; o1 != h1; o1 = o1.next) {
for (var o2 = h2.next; o2 != h2; o2 = o2.next) {
gamelib.hitTest1x1(o1, o2)
}
}
};
gamelib.hitTest1xN = function (gameObject, list) {
var h = list.head;
for (var o = h.next; o != h; o = o.next) {
gamelib.hitTest1x1(gameObject, o)
}
};
gamelib.FrameBuffer = function (width, height) {
var w = width;
var h = height;
var canvas = document.createElement("canvas");
var context = canvas.getContext("2d");
canvas.width = w;
canvas.height = h;
this.destroy = function () {
canvas.parentNode.removeChild(canvas)
};
this.getCanvas = function () {
return canvas
};
this.getContext = function () {
return context
};
this.setSize = function (width, height) {
w = width;
h = height;
canvas.width = w;
canvas.height = h
};
this.getW = function () {
return w
};
this.getH = function () {
return h
};
this.clear = function (color) {
context.fillStyle = color;
context.fillRect(0, 0, w, h)
}
};
gamelib.createZoomedImage = function (image, zoom) {
var w = image.width;
var h = image.height;
var srcCanvas = document.createElement("canvas");
srcCanvas.width = w;
srcCanvas.height = h;
var srcContext = srcCanvas.getContext("2d");
srcContext.drawImage(image, 0, 0);
var src = srcContext.getImageData(0, 0, w, h).data;
var dstCanvas = document.createElement("canvas");
dstCanvas.width = w * zoom;
dstCanvas.height = h * zoom;
var dstContext = dstCanvas.getContext("2d");
var dstImageData = dstContext.createImageData(w * zoom, h * zoom);
var dst = dstImageData.data;
var p0 = 0;
var p1 = 0;
for (var iy = 0; iy < h; iy++) {
for (var zy = 0; zy < zoom; zy++) {
for (var ix = 0; ix < w; ix++) {
for (var zx = 0; zx < zoom; zx++) {
dst[p1] = src[p0];
dst[p1 + 1] = src[p0 + 1];
dst[p1 + 2] = src[p0 + 2];
dst[p1 + 3] = src[p0 + 3];
p1 += 4
}
p0 += 4
}
p0 -= w * 4
}
p0 += w * 4
}
dstContext.putImageData(dstImageData, 0, 0);
return dstCanvas
};
gamelib.createFlashImage = function (image, color) {
if (color === undefined) {
color = "#fff"
}
var w = image.width;
var h = image.height;
var canvas = document.createElement("canvas");
canvas.width = w;
canvas.height = h;
var context = canvas.getContext("2d");
context.drawImage(image, 0, 0);
context.globalCompositeOperation = "source-in";
context.fillStyle = color;
context.fillRect(0, 0, w, h);
return canvas
};
gamelib.GameLoop = function () {
var gameTime = 0;
var running = false;
var update;
var lastTime;
var currentTime;
var MAX_FRAME_TIME = .05;
function callback() {
if (!running) {
return
}
currentTime = (new Date).getTime() / 1e3;
if (!lastTime) {
lastTime = currentTime - .0166
}
var deltaTime = gamelib.clamp(currentTime - lastTime, 0, MAX_FRAME_TIME);
lastTime = currentTime;
gameTime += deltaTime;
gamelib.tween.Tween.update();
if (update) {
update(deltaTime)
}
var frameTime = (new Date).getTime() / 1e3 - currentTime;
if (window.requestAnimationFrame) {
requestAnimationFrame(callback, document.body)
} else if (window.webkitRequestAnimationFrame) {
webkitRequestAnimationFrame(callback, document.body)
} else if (window.mozRequestAnimationFrame) {
mozRequestAnimationFrame(callback, document.body)
} else {
var sleepTime = gamelib.clamp(.0166 - frameTime, 0, MAX_FRAME_TIME);
if (isMobile) {
sleepTime = .01
}
setTimeout(callback, sleepTime * 1e3)
}
}
return{run: function (func) {
update = func;
if (!running) {
running = true;
callback()
}
}, stop: function () {
running = false
}, getTime: function () {
return gameTime
}}
}();
gamelib.GameObject = function () {
this.alive = true;
this.aabb = {};
this.startTime = gamelib.GameLoop.getTime()
};
gamelib.GameObject.prototype.update = function (deltaTime) {
};
gamelib.GameObject.prototype.destroy = function () {
this.alive = false
};
gamelib.GameObject.prototype.onCollide = function (another) {
};
gamelib.GameObject.prototype.setAABB = function (x, y, r) {
this.aabb.x0 = x - r;
this.aabb.y0 = y - r;
this.aabb.x1 = x + r;
this.aabb.y1 = y + r
};
gamelib.GameObject.prototype.getTime = function () {
return gamelib.GameLoop.getTime() - this.startTime
};
gamelib.GameObject.prototype.getFrame = function (interval) {
return this.getTime() / interval
};
gamelib.GameObjectList = function () {
var size = 0;
this.head = {};
this.head.next = this.head;
this.head.prev = this.head;
this.update = function (deltaTime) {
var o;
for (o = this.head.next; o != this.head; o = o.next) {
o.update(deltaTime)
}
for (o = this.head.next; o != this.head; o = o.next) {
if (!o.alive) {
o.prev.next = o.next;
o.next.prev = o.prev;
size--
}
}
};
this.attach = function (gameObject) {
gameObject.prev = this.head.prev;
gameObject.next = this.head;
gameObject.prev.next = gameObject;
gameObject.next.prev = gameObject;
size++
};
this.getSize = function () {
return size
}
};
gamelib.GameScreen = function () {
var element;
var frameBuffer;
var bitmapW;
var bitmapH;
var styleW;
var styleH;
var pixelRatio;
var abstractScreen;
var abstractW;
var abstractH;
function isFullScreen() {
return document.fullScreen || document.mozFullScreen || document.webkitIsFullScreen
}
return{init: function (id, zoom) {
element = document.getElementById(id);
try {
document.styleSheets[0].insertRule("#" + id + ":-webkit-full-screen { width: 100%; height: 100%; }")
} catch (e) {
}
frameBuffer = new gamelib.FrameBuffer(0, 0);
var canvas = frameBuffer.getCanvas();
canvas.style.display = "block";
element.appendChild(canvas);
pixelRatio = 1;
if (window.devicePixelRatio) {
pixelRatio = window.devicePixelRatio
}
if (zoom) {
pixelRatio /= zoom
}
}, clear: function (color) {
var targetW = element.offsetWidth;
var targetH = element.offsetHeight;
if (isFullScreen()) {
targetW = window.innerWidth;
targetH = window.innerHeight
}
if (styleW != targetW || styleH != targetH) {
styleW = targetW;
styleH = targetH;
frameBuffer.setSize(styleW * pixelRatio, styleH * pixelRatio);
var canvas = frameBuffer.getCanvas();
canvas.style.width = styleW + "px";
canvas.style.height = styleH + "px";
bitmapW = frameBuffer.getW();
bitmapH = frameBuffer.getH()
}
this.clearAbstractScreen();
if (color) {
frameBuffer.clear(color)
}
}, getFrameBuffer: function () {
return frameBuffer
}, getW: function () {
return bitmapW
}, getH: function () {
return bitmapH
}, requestFullScreen: function () {
if (element["requestFullScreen"]) {
element["requestFullScreen"]();
return
}
if (element["webkitRequestFullScreen"]) {
element["webkitRequestFullScreen"]();
return
}
if (element["mozRequestFullScreen"]) {
element["mozRequestFullScreen"]();
return
}
}, clearAbstractScreen: function () {
abstractScreen = new gamelib.Rect(0, 0, bitmapW, bitmapH);
frameBuffer.getContext().setTransform(1, 0, 0, 1, 0, 0)
}, setAbstractScreen: function (w, h) {
if (bitmapW > bitmapH) {
abstractScreen.h = bitmapH;
abstractScreen.w = w * (abstractScreen.h / h);
abstractScreen.x = bitmapW / 2 - abstractScreen.w / 2;
abstractScreen.y = 0
} else {
abstractScreen.w = bitmapW;
abstractScreen.h = h * (abstractScreen.w / w);
abstractScreen.x = 0;
if (isMobile) {
abstractScreen.y = 0
} else {
abstractScreen.y = bitmapH / 2 - abstractScreen.h / 2
}
}
abstractScreen.x = Math.round(abstractScreen.x);
abstractScreen.y = Math.round(abstractScreen.y);
var scaleX = abstractScreen.w / w;
var scaleY = abstractScreen.h / h;
frameBuffer.getContext().setTransform(scaleX, 0, 0, scaleY, abstractScreen.x, abstractScreen.y);
abstractW = w;
abstractH = h
}, getAbstractScreen: function () {
return abstractScreen
}, getAbstractPosition: function (x, y) {
return{x: gamelib.map(x, abstractScreen.x, abstractScreen.x + abstractScreen.w, 0, abstractW), y: gamelib.map(y, abstractScreen.y, abstractScreen.y + abstractScreen.h, 0, abstractH)}
}, getPhysicalPosition: function (x, y) {
return{x: gamelib.map(x, 0, abstractW, abstractScreen.x, abstractScreen.x + abstractScreen.w), y: gamelib.map(y, 0, abstractH, abstractScreen.y, abstractScreen.y + abstractScreen.h)}
}, getPhysicalRect: function (rect) {
return new gamelib.Rect(gamelib.map(rect.x, 0, abstractW, abstractScreen.x, abstractScreen.x + abstractScreen.w), gamelib.map(rect.y, 0, abstractH, abstractScreen.y, abstractScreen.y + abstractScreen.h), rect.w * abstractScreen.w / abstractW, rect.h * abstractScreen.h / abstractH)
}, getAbstractRect: function (rect) {
return new Rect(gamelib.map(rect.x, abstractScreen.x, abstractScreen.x + abstractScreen.w, 0, abstractW), gamelib.map(rect.y, abstractScreen.y, abstractScreen.y + abstractScreen.h, 0, abstractH), rect.w * abstractW / abstractScreen.w, rect.h * abstractH / abstractScreen.h)
}, drawFrame: function (color) {
var context = frameBuffer.getContext();
context.save();
context.setTransform(1, 0, 0, 1, 0, 0);
context.fillStyle = color;
context.fillRect(0, 0, abstractScreen.x, bitmapH);
context.fillRect(abstractScreen.x + abstractScreen.w, 0, bitmapW - (abstractScreen.x + abstractScreen.w), bitmapH);
context.fillRect(0, 0, bitmapW, abstractScreen.y);
context.fillRect(0, abstractScreen.y + abstractScreen.h, bitmapW, bitmapH - (abstractScreen.y + abstractScreen.h));
context.restore()
}}
}();
gamelib.Loader = function () {
var loadingCount = 0;
var baseURL;
return{init: function (baseURL_) {
baseURL = baseURL_
}, load: function (id) {
console.log("Loader : loading " + id);
var image = new Image;
image.onload = function () {
loadingCount--
};
try {
if (IMAGES[id]) {
image.src = IMAGES[id]
}
} catch (e) {
image.src = baseURL + id
}
loadingCount++;
return image
}, getLoadingCount: function () {
return loadingCount
}}
}();
gamelib.loadSprite = function (id, baseX, baseY) {
return new gamelib.Sprite(gamelib.Loader.load(id), baseX, baseY)
};
gamelib.loadSpriteSheet = function (id, w, h, number, baseX, baseY) {
return new gamelib.SpriteSheet(gamelib.Loader.load(id), w, h, number, baseX, baseY)
};
if (!window.console) {
console = {log: function () {
}}
}
var isiOS = false;
var isMobile = false;
var isTouchScreen = false;
var isWebKit = false;
var isFirefox = false;
var isOpera = false;
var isSafari = false;
console.log("navigator.platform = " + navigator.platform);
console.log("navigator.userAgent = " + navigator.userAgent);
if (navigator.userAgent.indexOf("iPhone") >= 0 || navigator.userAgent.indexOf("iPad") >= 0) {
isiOS = true;
isMobile = true;
isTouchScreen = true
}
if (navigator.userAgent.indexOf("Android") >= 0) {
isMobile = true;
isTouchScreen = true
}
if (navigator.userAgent.indexOf("WebKit") >= 0) {
isWebKit = true
}
if (navigator.userAgent.indexOf("Firefox") >= 0) {
isFirefox = true
}
if (navigator.userAgent.indexOf("Opera") >= 0) {
isOpera = true
}
if (navigator.userAgent.indexOf("Safari") >= 0) {
isSafari = true
}
gamelib.Rect = function (x, y, w, h) {
this.x = x;
this.y = y;
this.w = w;
this.h = h;
this.contains = function (x, y) {
if (x >= this.x && x < this.x + this.w && y >= this.y && y < this.y + this.h) {
return true
}
return false
}
};
gamelib.Renderer = function (numLayers) {
var Command = {DRAW_SPRITE: 1, DRAW_SHEET_SPRITE: 2, DRAW_SHEET_SPRITE_ADD: 3, FILL_CIRCLE: 4, FILL_RECT: 5, DRAW_TEXT: 6, DRAW_IMAGE: 7};
if (numLayers === undefined) {
numLayers = 16
}
var heads = new Array(numLayers);
var tails = new Array(numLayers);
var packets = [];
for (var i = 0; i < numLayers; i++) {
heads[i] = {}
}
var layer;
var index;
function extend() {
packets.push({next: null, command: null, image: null, o1: 0, o2: 0, o3: 0, o4: 0, o5: 0, o6: 0, o7: 0, o8: 0})
}
function alloc() {
if (index >= packets.length) {
extend()
}
var packet = packets[index++];
packet.next = null;
tails[layer].next = packet;
tails[layer] = packet;
return packet
}
this.clear = function () {
layer = 0;
index = 0;
for (var i = 0; i < numLayers; i++) {
heads[i].next = null;
tails[i] = heads[i]
}
};
this.getSize = function () {
return index
};
this.render = function (frameBuffer) {
if (frameBuffer === undefined) {
throw"error: Missing argument FrameBuffer"
}
var context = frameBuffer.getContext();
for (var i = 0; i < numLayers; i++) {
for (var p = heads[i].next; p; p = p.next) {
switch (p.command) {
case Command.DRAW_SPRITE:
context.save();
context.translate(p.o1, p.o2);
context.rotate(p.o3);
context.scale(p.o4, p.o4);
context.drawImage(p.image, -p.o5, -p.o6);
context.restore();
break;
case Command.DRAW_SHEET_SPRITE:
context.save();
context.translate(p.o1, p.o2);
context.rotate(p.o7);
context.scale(p.o8, p.o8);
context.drawImage(p.image, p.o3, p.o4, p.o5, p.o6, -p.o9, -p.o10, p.o5, p.o6);
context.restore();
break;
case Command.DRAW_SHEET_SPRITE_ADD:
context.save();
context.translate(p.o1, p.o2);
context.rotate(p.o7);
context.scale(p.o8, p.o8);
context.globalCompositeOperation = "lighter";
context.drawImage(p.image, p.o3, p.o4, p.o5, p.o6, -p.o9, -p.o10, p.o5, p.o6);
context.restore();
break;
case Command.FILL_RECT:
context.fillStyle = p.o5;
context.fillRect(p.o1, p.o2, p.o3, p.o4);
break;
case Command.FILL_CIRCLE:
context.fillStyle = p.o4;
context.beginPath();
context.arc(p.o1, p.o2, p.o3, 0, Math.PI * 2, true);
context.fill();
break;
case Command.DRAW_TEXT:
context.font = p.o5;
context.textAlign = p.o6 ? p.o6 : "left";
context.textBaseline = p.o7 ? p.o7 : "bottom";
context.fillStyle = p.o4 ? p.o4 : "white";
context.fillText(p.o1, p.o2, p.o3);
break;
case Command.DRAW_IMAGE:
if (p.o4 === undefined) {
context.drawImage(p.o1, Math.floor(p.o2), Math.floor(p.o3))
} else {
context.drawImage(p.o1, p.o2, p.o3, p.o4, p.o5)
}
break
}
}
}
};
this.setLayer = function (z) {
layer = Math.floor(z)
};
this.drawSprite = function (sprite, x, y, angle, scale) {
var p = alloc();
p.command = Command.DRAW_SPRITE;
p.image = sprite.image;
p.o1 = x;
p.o2 = y;
p.o3 = angle;
p.o4 = scale;
p.o5 = sprite.baseX;
p.o6 = sprite.baseY
};
this.drawSheetSprite = function (spriteSheet, index, x, y, angle, scale) {
var s = spriteSheet.sprites[Math.floor(index)];
if (!s) {
return
}
var p = alloc();
p.command = Command.DRAW_SHEET_SPRITE;
p.image = spriteSheet.image;
p.o1 = x;
p.o2 = y;
p.o3 = s.x;
p.o4 = s.y;
p.o5 = s.w;
p.o6 = s.h;
p.o7 = angle;
p.o8 = scale;
p.o9 = spriteSheet.baseX;
p.o10 = spriteSheet.baseY
};
this.drawSheetSpriteAdd = function (spriteSheet, index, x, y, angle, scale) {
var s = spriteSheet.sprites[Math.floor(index)];
if (!s) {
return
}
var p = alloc();
p.command = Command.DRAW_SHEET_SPRITE_ADD;
p.image = spriteSheet.image;
p.o1 = x;
p.o2 = y;
p.o3 = s.x;
p.o4 = s.y;
p.o5 = s.w;
p.o6 = s.h;
p.o7 = angle;
p.o8 = scale;
p.o9 = spriteSheet.baseX;
p.o10 = spriteSheet.baseY
};
this.fillRect = function (x, y, w, h, color) {
var p = alloc();
p.command = Command.FILL_RECT;
p.o1 = x;
p.o2 = y;
p.o3 = w;
p.o4 = h;
p.o5 = color
};
this.fillCircle = function (x, y, radius, color) {
var p = alloc();
p.command = Command.FILL_CIRCLE;
p.o1 = x;
p.o2 = y;
p.o3 = radius;
p.o4 = color
};
this.drawText = function (text, x, y, color, font, align, baseline) {
var p = alloc();
p.command = Command.DRAW_TEXT;
p.o1 = text;
p.o2 = x;
p.o3 = y;
p.o4 = color;
p.o5 = font;
p.o6 = align;
p.o7 = baseline
};
this.drawImage = function (image, x, y, w, h) {
var p = alloc();
p.command = Command.DRAW_IMAGE;
p.o1 = image;
p.o2 = x;
p.o3 = y;
p.o4 = w;
p.o5 = h
};
this.clear()
};
gamelib.Sound = function () {
var useWebAudio = false;
var useHTML5Audio = false;
var bgm;
var baseURL;
return{init: function (baseURL_) {
baseURL = baseURL_;
if (isiOS || isSafari) {
console.log("Sound : don't use on Safari");
return
}
if (gamelib.audio.WebAudio.init()) {
useWebAudio = true;
console.log("Sound : use Web Audio API");
return
}
if (gamelib.audio.HTML5Audio.init()) {
useHTML5Audio = true;
console.log("Sound : use HTML5 Audio");
return
}
console.log("Sound : not supported")
}, load: function (id) {
console.log("Sound : loading " + id);
if (useWebAudio) {
gamelib.audio.WebAudio.load(baseURL, id);
return
}
if (useHTML5Audio) {
gamelib.audio.HTML5Audio.load(baseURL, id);
return
}
}, getLoadingCount: function () {
if (useWebAudio) {
return gamelib.audio.WebAudio.getLoadingCount()
}
if (useHTML5Audio) {
return gamelib.audio.HTML5Audio.getLoadingCount()
}
return 0
}, playBGM: function (id) {
if (useWebAudio) {
if (bgm) {
gamelib.audio.WebAudio.stop(bgm)
}
bgm = gamelib.audio.WebAudio.play2D(id, true);
return
}
if (useHTML5Audio) {
bgm = id;
gamelib.audio.HTML5Audio.loop(id)
}
}, stopBGM: function () {
if (useWebAudio) {
gamelib.audio.WebAudio.stop(bgm)
}
if (useHTML5Audio) {
gamelib.audio.HTML5Audio.stop(bgm)
}
}, playSE: function (id, x, y, z) {
if (useWebAudio) {
gamelib.audio.WebAudio.play3D(id, false, x, y, z);
return
}
if (useHTML5Audio) {
gamelib.audio.HTML5Audio.play(id)
}
}}
}();
gamelib.Sprite = function (image, baseX, baseY) {
this.image = image;
if (baseX === undefined) {
baseX = 0;
baseY = 0
}
this.baseX = baseX;
this.baseY = baseY
};
gamelib.SpriteSheet = function (image, w, h, number, baseX, baseY) {
this.image = image;
this.sprites = [];
if (baseX === undefined) {
baseX = 0;
baseY = 0
}
this.baseX = baseX;
this.baseY = baseY;
for (var i = 0; i < number; i++) {
this.sprites[i] = {x: i * w, y: 0, w: w, h: h}
}
this.setSprite = function (index, x, y, w, h) {
this.sprites[index] = {x: x, y: y, w: w, h: h}
}
};
gamelib.Stopwatch = function () {
var isRunning = {};
var startTimes = {};
var stopTimes = {};
return{start: function (id) {
startTimes[id] = (new Date).getTime();
isRunning[id] = true
}, stop: function (id) {
stopTimes[id] = (new Date).getTime() - startTimes[id];
isRunning[id] = false
}, getTime: function (id) {
if (isRunning[id]) {
return(new Date).getTime() - startTimes[id]
}
return stopTimes[id]
}}
}();
gamelib.radian = function (degree) {
return degree * Math.PI * 2 / 360
};
gamelib.clamp = function (value, min, max) {
if (value < min) {
return min
}
if (value > max) {
return max
}
return value
};
gamelib.inRange = function (value, min, max) {
return value >= min && value <= max
};
gamelib.random = function (min, max) {
return min + Math.random() * (max - min)
};
gamelib.randomInt = function (min, max) {
return Math.floor(gamelib.random(min, max + 1))
};
gamelib.map = function (value, s0, s1, d0, d1) {
return d0 + (value - s0) * (d1 - d0) / (s1 - s0)
};
gamelib.vectorLength = function (x, y) {
return Math.sqrt(x * x + y * y)
};
gamelib.wrapAngle = function (angle) {
var t = angle - Math.floor((angle + Math.PI) / (Math.PI * 2)) * Math.PI * 2;
return t
};
gamelib.rotatePoint = function (px, py, angle) {
var c = Math.cos(angle);
var s = Math.sin(angle);
var qx = px * c + py * -s;
var qy = px * s + py * c;
return{x: qx, y: qy}
};
gamelib.debug = function (message) {
document.getElementById("debug").innerHTML += message + "<br>"
};
gamelib.audio.HTML5Audio = function () {
var format;
var audios = {};
return{init: function () {
try {
var audio = new Audio("");
if (audio.canPlayType("audio/mp3")) {
format = "mp3"
} else if (audio.canPlayType("audio/ogg")) {
format = "ogg"
}
} catch (e) {
return false
}
return true
}, load: function (baseDir, id) {
if (format) {
var audio = new Audio(baseDir + "/" + id + "." + format);
audios[id] = audio
}
}, getLoadingCount: function () {
var loadingCount = 0;
for (var key in audios) {
var LOADED = 4;
if (isFirefox) {
LOADED = 2
}
if (audios[key].readyState < LOADED) {
loadingCount++
}
}
return loadingCount
}, play: function (id) {
if (audios[id]) {
if (!isiOS) {
audios[id].currentTime = 0
}
audios[id].play()
}
}, loop: function (id) {
if (audios[id]) {
audios[id].loop = true;
audios[id].play()
}
}, stop: function (id) {
if (audios[id]) {
audios[id].pause()
}
}}
}();
gamelib.audio.WebAudio = function () {
var audios = {};
var context;
var loadingCount = 0;
return{init: function () {
try {
context = new webkitAudioContext
} catch (e) {
return false
}
return true
}, load: function (baseDir, id) {
var url = baseDir + "/" + id + ".ogg";
var request = new XMLHttpRequest;
request.open("GET", url, true);
request.responseType = "arraybuffer";
request.onload = onLoad;
request.onerror = onerror;
request.send();
loadingCount++;
function onLoad() {
context["decodeAudioData"](request.response, function (buffer) {
audios[id] = buffer;
loadingCount--
})
}
function onError() {
alert("Error: loading audio failed")
}
}, getLoadingCount: function () {
return loadingCount
}, play3D: function (id, loop, x, y, z) {
var source = context["createBufferSource"]();
source["buffer"] = audios[id];
source["loop"] = loop;
var panner = context["createPanner"]();
panner["setPosition"](x, y, z);
source["connect"](panner);
panner["connect"](context["destination"]);
source["noteOn"](context["currentTime"]);
return source
}, play2D: function (id, loop) {
var source = context["createBufferSource"]();
source["buffer"] = audios[id];
source["loop"] = loop;
source["connect"](context["destination"]);
source["noteOn"](context["currentTime"]);
return source
}, stop: function (source) {
source["noteOff"](context["currentTime"])
}}
}();
gamelib.dom.DOMButton = function (imageURL) {
var element;
element = document.createElement("a");
var css = "";
css += "position: absolute; ";
css += "background-image: url(" + imageURL + "); ";
css += "background-size: contain; ";
element.style.cssText = css;
this.setPosition = function (rect) {
x = rect.x;
y = rect.y;
w = rect.w;
h = rect.h;
var css = "";
css += "left: " + x + "px; ";
css += "top: " + y + "px; ";
css += "width: " + w + "px; ";
css += "height: " + h + "px; ";
css += "outline: none; ";
element.style.cssText += css
};
this.setURL = function (url, target) {
element.setAttribute("href", url);
if (target) {
element.setAttribute("target", target)
}
};
this.getElement = function () {
return element
}
};
gamelib.dom.DOMScreen = function (id) {
var element;
element = document.getElementById(id);
element.style.position = "relative";
this.addDOMSprite = function (domSprite) {
element.appendChild(domSprite.getElement())
};
this.removeDOMSprite = function (domSprite) {
element.removeChild(domSprite.getElement())
}
};
gamelib.dom.DOMSprite = function (x, y, w, h, imageURL) {
var element;
element = document.createElement("div");
var css = "";
css += "position: absolute; ";
css += "left: " + x + "px; ";
css += "top: " + y + "px; ";
css += "width: " + w + "px; ";
css += "height: " + h + "px; ";
css += "background-image: url(" + imageURL + ")";
element.style.cssText = css;
this.setPosition = function (x_, y_) {
x = x_;
y = y_;
var css = "";
css += "left: " + x + "px";
css += "top: " + y + "px";
element.style.cssText += css
};
this.getElement = function () {
return element
}
};
(function () {
var accelerometer = {x: 0, y: 0, z: 0};
var gyroscope = {x: 0, y: 0, z: 0};
function onDeviceMotion(event) {
var a = event.accelerationIncludingGravity;
if (a) {
accelerometer.x = a.x;
accelerometer.y = a.y;
accelerometer.z = a.z
}
var g = event.acceleration;
if (g) {
gyroscope.x = g.x;
gyroscope.y = g.y;
gyroscope.z = g.z
}
}
gamelib.input.Accelerometer = {};
gamelib.input.Accelerometer.init = function () {
window.addEventListener("ondevicemotion", onDeviceMotion, false)
};
gamelib.input.Accelerometer.getAccelerometer = function () {
return accelerometer
};
gamelib.input.Accelerometer.getGyroscope = function () {
return gyroscope
}
})();
gamelib.input.DragStick = function () {
var id = null;
var prevX;
var prevY;
var dx;
var dy;
var x;
var y;
var w;
var h;
this.setBoundary = function (x_, y_, w_, h_) {
x = x_;
y = y_;
w = w_;
h = h_
};
this.update = function () {
this.setBoundary(0, 0, gamelib.GameScreen.getW(), gamelib.GameScreen.getH());
var currentX;
var currentY;
var touched = false;
for (var i = 0; i < gamelib.input.Input.pointCount; i++) {
var point = gamelib.input.Input.points[i];
if (gamelib.inRange(point.x, x, x + w) && gamelib.inRange(point.y, y, y + h)) {
if (id == null) {
id = point.id;
currentX = prevX = point.x;
currentY = prevY = point.y;
touched = true;
break
}
if (id == point.id) {
currentX = point.x;
currentY = point.y;
touched = true;
break
}
}
}
if (!touched) {
id = null;
dx = 0;
dy = 0;
return
}
dx = currentX - prevX;
dy = currentY - prevY;
prevX = currentX;
prevY = currentY
};
this.getDelta = function () {
return{x: dx, y: dy}
}
};
(function () {
var gamepads = [];
var gamepadIndex = 0;
function connectHandler(event) {
gamepads[gamepadIndex] = event["gamepad"];
console.log("Gamepad connected [" + gamepadIndex + "] : " + event["gamepad"]["id"]);
gamepadIndex++
}
function disconnectHandler(event) {
for (var i = 0; i < gamepads.length; i++) {
if (gamepads[i].id === event["gamepad"]["id"]) {
delete gamepads[i];
break
}
}
}
gamelib.input.Gamepad = {};
gamelib.input.Gamepad.init = function () {
if (isFirefox) {
window.addEventListener("MozGamepadConnected", connectHandler, false);
window.addEventListener("MozGamepadDisconnected", disconnectHandler, false)
}
};
gamelib.input.Gamepad.getAxis = function (gamepadIndex, axisIndex) {
if (isWebKit) {
gamepads = navigator.webkitGamepads;
if (!gamepads) {
return 0
}
}
if (gamepads[gamepadIndex]) {
if (gamepads[gamepadIndex]["axes"][axisIndex]) {
return gamepads[gamepadIndex]["axes"][axisIndex]
}
}
return 0
};
gamelib.input.Gamepad.getButton = function (gamepadIndex, buttonIndex) {
if (isWebKit) {
gamepads = navigator.webkitGamepads;
if (!gamepads) {
return false
}
}
if (gamepads[gamepadIndex]) {
return gamepads[gamepadIndex]["buttons"][buttonIndex]
}
return false
}
})();
(function () {
var offsetX = 0;
var offsetY = 0;
var pixelRatio;
var keyState = [];
var keyCount = new Array(256);
var preventKeys = [37, 38, 39, 40, 32];
var mouseButtonState;
var mouseX;
var mouseY;
var touches = [];
var touchCount = 0;
function pageToScreenX(pageX) {
return(pageX - offsetX) * pixelRatio
}
function pageToScreenY(pageY) {
return(pageY - offsetY) * pixelRatio
}
function onKeyDown(event) {
keyState[event.keyCode] = true;
for (var i in preventKeys) {
if (event.keyCode == preventKeys[i]) {
event.preventDefault()
}
}
}
function onKeyUp(event) {
keyState[event.keyCode] = false
}
function onMouseDown(event) {
mouseButtonState = true;
mouseX = pageToScreenX(event.pageX);
mouseY = pageToScreenY(event.pageY)
}
function onMouseMove(event) {
mouseX = pageToScreenX(event.pageX);
mouseY = pageToScreenY(event.pageY)
}
function onMouseUp(event) {
mouseButtonState = false;
mouseX = pageToScreenX(event.pageX);
mouseY = pageToScreenY(event.pageY)
}
function onTouchStart(event) {
preserveTouches(event)
}
function onTouchMove(event) {
preserveTouches(event);
event.preventDefault()
}
function onTouchEnd(event) {
preserveTouches(event)
}
function onTouchCancel(event) {
preserveTouches(event);
reset()
}
function preserveTouches(event) {
for (var i = 0; i < event.touches.length; i++) {
var touch = event.touches[i];
touches[i] = {id: touch.identifier, x: pageToScreenX(touch.pageX), y: pageToScreenY(touch.pageY)}
}
touchCount = event.touches.length
}
function reset() {
mouseButtonState = false;
for (var i = 0; i < keyCount.length; i++) {
keyState[i] = false;
keyCount[i] = 0
}
}
function onBlur() {
reset()
}
gamelib.input.Input = {points: [], pointCount: 0};
gamelib.input.Input.init = function (id, zoom) {
function getOffset(element) {
var _x = 0;
var _y = 0;
while (element && !isNaN(element.offsetLeft) && !isNaN(element.offsetTop)) {
_x += element.offsetLeft - element.scrollLeft;
_y += element.offsetTop - element.scrollTop;
element = element.offsetParent
}
return{top: _y, left: _x}
}
var element = document.getElementById(id);
var offset = getOffset(element);
offsetX = offset.left;
offsetY = offset.top;
console.log(offsetX);
console.log(offsetY);
document.addEventListener("keydown", onKeyDown, false);
document.addEventListener("keyup", onKeyUp, false);
element.addEventListener("mousedown", onMouseDown, false);
element.addEventListener("mousemove", onMouseMove, false);
element.addEventListener("mouseup", onMouseUp, false);
element.addEventListener("touchstart", onTouchStart, false);
element.addEventListener("touchmove", onTouchMove, false);
element.addEventListener("touchend", onTouchEnd, false);
element.addEventListener("touchcancel", onTouchCancel, false);
window.addEventListener("onblur", onBlur, false);
reset();
pixelRatio = 1;
if (window.devicePixelRatio) {
pixelRatio = window.devicePixelRatio
}
if (arguments.length == 2) {
pixelRatio /= zoom
}
};
gamelib.input.Input.preventRightClick = function () {
document.oncontextmenu = function () {
return false
}
};
gamelib.input.Input.isPressed = function (keyCode) {
return keyState[keyCode]
};
gamelib.input.Input.isDown = function (keyCode) {
return keyCount[keyCode] == 1
};
gamelib.input.Input.getStickX = function () {
if (keyState[39]) {
return 1
}
if (keyState[37]) {
return-1
}
return 0
};
gamelib.input.Input.getStickY = function () {
if (keyState[38]) {
return-1
}
if (keyState[40]) {
return 1
}
return 0
};
gamelib.input.Input.isButtonPressed = function () {
if (keyState[32] || keyState[17]) {
return true
}
return false
};
gamelib.input.Input.getMousePosition = function () {
if (!mouseX) {
return null
}
return{x: mouseX, y: mouseY}
};
gamelib.input.Input.isMouseButtonDown = function () {
return mouseButtonState
};
gamelib.input.Input.update = function () {
for (var i = 0; i < keyCount.length; i++) {
if (keyState[i]) {
keyCount[i]++
} else {
keyCount[i] = 0
}
}
var i;
for (i = 0; i < touchCount; i++) {
this.points[i] = {id: touches[i].id, x: touches[i].x, y: touches[i].y}
}
if (mouseButtonState) {
this.points[i] = {id: "mouse button", x: mouseX, y: mouseY};
i++
}
this.pointCount = i
}
})();
gamelib.input.TouchButton = function (image, downImage) {
var count = 0;
var x;
var y;
var w;
var h;
this.setBoundary = function (x_, y_, w_, h_) {
x = x_;
y = y_;
w = w_;
h = h_
};
this.isDown = function () {
return count > 0
};
this.update = function () {
var size = (GameScreen.getW() + GameScreen.getH()) / 2 * .275;
this.setBoundary(GameScreen.getW() - size, GameScreen.getH() - size, size, size);
var hit = false;
for (var i = 0; i < Input.pointCount; i++) {
var point = Input.points[i];
if (inRange(point.x, x, x + w) && inRange(point.y, y, y + h)) {
hit = true;
break
}
}
if (hit) {
count++
} else {
count = 0
}
if (image) {
if (this.isDown()) {
if (downImage) {
guiRenderer.drawImage(downImage, x, y, w, h)
} else {
guiRenderer.drawImage(image, x, y, w, h)
}
return
}
guiRenderer.drawImage(image, x, y, w, h)
}
}
};
gamelib.input.VirtualStick = function (image) {
var imageRadius;
var id = null;
var baseX;
var baseY;
var stickCircleRadius = 40;
var deadZone = .2;
var stickX;
var stickY;
var x;
var y;
var w;
var h;
this.setBoundary = function (x_, y_, w_, h_) {
x = x_;
y = y_;
w = w_;
h = h_
};
this.setImageRadius = function (radius) {
imageRadius = radius
};
this.update = function () {
var size = (GameScreen.getW() + GameScreen.getH()) / 2 * .275;
this.setBoundary(0, 0, GameScreen.getW() - size * 1.5, GameScreen.getH());
this.setImageRadius(size / 2);
var dx = 0;
var dy = 0;
var touched = false;
for (var i = 0; i < Input.pointCount; i++) {
var point = Input.points[i];
if (inRange(point.x, x, x + w) && inRange(point.y, y, y + h)) {
if (id == null) {
id = point.id;
baseX = point.x;
baseY = point.y;
touched = true;
break
}
if (id == point.id) {
dx = point.x - baseX;
dy = point.y - baseY;
touched = true;
break
}
}
}
if (!touched) {
id = null
}
dx /= stickCircleRadius;
dy /= stickCircleRadius;
var magnitude = Math.sqrt(dx * dx + dy * dy);
if (magnitude > 1) {
dx /= magnitude;
dy /= magnitude
}
if (inRange(dx, -deadZone, deadZone)) {
dx = 0
}
if (inRange(dy, -deadZone, deadZone)) {
dy = 0
}
stickX = dx;
stickY = dy;
if (id) {
var bx = baseX + stickX * stickCircleRadius;
var by = baseY + stickY * stickCircleRadius;
guiRenderer.drawImage(image, bx - imageRadius, by - imageRadius, imageRadius * 2, imageRadius * 2)
}
};
this.getPosition = function () {
return{x: stickX, y: stickY}
};
this.render = function () {
}
};
gamelib.tween.Sequence = function () {
this.tasks = [];
var taskPosition;
var location = 0;
this.stopOnComplete = true;
this.addTask = function (task) {
task.time = location + task.delayTime;
this.tasks.push(task);
location = task.time + task.duration
};
this.addSequence = function (sequence) {
for (var i = 0; i < sequence.tasks.length; i++) {
this.addTask(sequence.tasks[i].clone())
}
};
this.mergeSequence = function (sequence) {
for (var i = 0; i < sequence.tasks.length; i++) {
var task = sequence.tasks[i];
for (var j = 0; j < this.tasks.length; j++) {
if (this.tasks[j].time > task.time) {
this.tasks.splice(j, 0, task);
break
}
}
if (j == this.tasks.length) {
this.tasks.push(task)
}
}
for (var i = 0; i < this.tasks.length; i++) {
if (location < this.tasks[i].getEndTime()) {
location = this.tasks[i].getEndTime()
}
}
};
this.play = function () {
this.reset();
Tween.startSequence(this)
};
this.reset = function () {
this.startTime = Tween.getTime();
for (var i = 0; i < this.tasks.length; i++) {
var task = this.tasks[i];
task.startTime = this.startTime + task.time
}
taskPosition = 0
};
this.update = function (currentTime) {
if (currentTime > this.startTime + location) {
if (this.stopOnComplete) {
return false
}
this.reset()
}
while (taskPosition < this.tasks.length) {
var task = this.tasks[taskPosition];
if (currentTime < task.startTime) {
break
}
task.start();
Tween.startTask(task);
taskPosition++
}
return true
}
};
gamelib.tween.Tween = function () {
var sequenceList = [];
var taskList = [];
var Task = function (duration, delayTime) {
this.delayTime = delayTime;
this.time = 0;
this.duration = duration;
this.getEndTime = function () {
return this.time + this.duration
};
this.start = function () {
};
this.update = function (currentTime) {
};
this.clone = function () {
var o = {};
for (key in this) {
o[key] = this[key]
}
return o
}
};
var tweenTask = function (target, to, from, duration, equation, delayTime) {
var obj = new Task(duration, delayTime);
obj.start = function () {
if (from == null) {
from = {};
for (key in to) {
from[key] = target[key]
}
}
};
obj.update = function (currentTime) {
var t = (currentTime - this.startTime) / duration;
if (t > 1) {
t = 1
}
for (key in to) {
target[key] = equation(t, from[key], to[key] - from[key])
}
if (t == 1) {
return false
}
return true
};
return obj
};
var funcTask = function (callback, delayTime) {
var obj = new Task(0, delayTime);
obj.start = function () {
callback()
};
obj.update = function (currentTime) {
return false
};
return obj
};
return{tween: function (target, to, from, duration, equation, delayTime) {
if (equation === undefined) {
equation = this.linear
}
if (delayTime === undefined) {
delayTime = 0
}
var sequence = new Sequence;
sequence.addTask(tweenTask(target, to, from, duration, equation, delayTime));
return sequence
}, to: function (target, to, duration, equation, delayTime) {
return this.tween(target, to, null, duration, equation, delayTime)
}, func: function (callback, delayTime) {
if (delayTime === undefined) {
delayTime = 0
}
var sequence = new Sequence;
sequence.addTask(funcTask(callback, delayTime));
return sequence
}, serial: function () {
var sequence = new Sequence;
for (var i = 0; i < arguments.length; i++) {
sequence.addSequence(arguments[i])
}
return sequence
}, parallel: function () {
var sequence = new Sequence;
for (var i = 0; i < arguments.length; i++) {
sequence.mergeSequence(arguments[i])
}
return sequence
}, repeat: function (sequence, count) {
var s = new Sequence;
for (var i = 0; i < count; i++) {
s.addSequence(sequence)
}
return s
}, update: function () {
var currentTime = this.getTime();
var i;
for (i = 0; i < sequenceList.length; i++) {
var sequence = sequenceList[i];
if (!sequence.update(currentTime)) {
sequenceList.splice(i, 1);
i--
}
}
for (i = 0; i < taskList.length; i++) {
var task = taskList[i];
if (!task.update(currentTime)) {
taskList.splice(i, 1);
i--
}
}
}, stopAll: function () {
sequenceList = [];
taskList = []
}, startSequence: function (sequence) {
sequenceList.push(sequence)
}, startTask: function (task) {
taskList.push(task)
}, getTime: function () {
return gamelib.GameLoop.getTime()
}, linear: function (t, b, c) {
return c * t + b
}, easeInQuad: function (t, b, c) {
return c * t * t + b
}, easeOutQuad: function (t, b, c) {
return-c * t * (t - 2) + b
}, easeInOutQuad: function (t, b, c) {
t /= .5;
if (t < 1) {
return c / 2 * t * t + b
}
t--;
return-c / 2 * (t * (t - 2) - 1) + b
}, easeInCubic: function (t, b, c) {
return c * t * t * t + b
}, easeOutCubic: function (t, b, c) {
t--;
return c * (t * t * t + 1) + b
}, easeInOutCubic: function (t, b, c) {
t /= .5;
if (t < 1) {
return c / 2 * t * t * t + b
}
t -= 2;
return c / 2 * (t * t * t + 2) + b
}}
}();
var IMAGES = {"background.jpg": 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", 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", 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", 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", 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", "myShip.png": "data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoBAMAAAB+0KVeAAAAElBMVEUAAABiYmKJiYnJycnu7u4AAABHX7PxAAAABnRSTlP//////wCzv6S/AAAAvUlEQVR42p3TyRGFIAwG4F/Bu3bgUAEzNOCBArjQfysvBMKivGVeDkz8DCZuiKDYYomQjiLiak7X0NHhG8whiBraX4KUfsLpdvSNGFaTusvp1N2cGbEcHDs6XAT3HmX7gNpzXA3hIEhpRSVo/8LpNefYHkNFIN8jDkoLKmcFKW0ouwf0JQYsL0GPmAtvyKp/qRwxz9E1asPxOEo9EdZ+q4RqldUKcqXtviap7AiBkUba7piiYKgL/yZ5iU+ML7YWYaBMX5/MAAAAAElFTkSuQmCC", "myShot.png": "data:image/png;base64,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", "virtualstick.png": "data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAIAAAACAAQMAAAD58POIAAAABlBMVEUAAAD/JgDYIQ4GAAAAAXRSTlMAQObYZgAAAAlwSFlzAAAASAAAAEgARslrPgAAAGtJREFUSMft1kkKACAIBVBv4P1v6Q2aB11mHyrITfQEKQiNqERIQTqWgcsmyAaw2NUDs5gbuo+UA+YlW24dVM2adIBo4GNgzpXTD4NY4A8fNNzyThFwS/+A9EJET4bMBsSMgsxKxMymzb9DBKqXr1FGmj6BAAAAJXRFWHRkYXRlOmNyZWF0ZQAyMDExLTExLTEzVDA5OjMyOjA1KzA5OjAwRAgjWQAAACV0RVh0ZGF0ZTptb2RpZnkAMjAxMS0xMS0xM1QwOTozMjo0OCswOTowMNDI9N8AAAAASUVORK5CYII="};
var SCREEN_W = 640;
var SCREEN_H = 640;
var SCREEN_MARGIN = 150;
var FIELD_X0 = -SCREEN_MARGIN;
var FIELD_Y0 = -SCREEN_MARGIN;
var FIELD_X1 = SCREEN_W + SCREEN_MARGIN;
var FIELD_Y1 = SCREEN_H + SCREEN_MARGIN;
var Layer = {GROUND: 0, SHADOWS: 1, EFFECTS: 2, GROUND_OBJECTS: 3, MYSHOTS: 4, SKY_OBJECTS: 5, ENEMY_SHOTS: 6};
function outOfField(x, y, margin) {
if (x < FIELD_X0 - margin || y < FIELD_Y0 - margin || x > FIELD_X1 + margin || y > FIELD_Y1 + margin) {
return true
}
return false
}
function nextXisOutOfField(x, vx, deltaTime, margin) {
var nextX = x + vx * deltaTime;
if (nextX < FIELD_X0 - margin || nextX > FIELD_X1 + margin) {
return true
}
return false
}
function nextYisOutOfField(y, vy, deltaTime, margin) {
var nextY = y + vy * deltaTime;
if (nextY < FIELD_Y0 - margin || nextY > FIELD_Y1 + margin) {
return true
}
return false
}
var loadSprite = gamelib.loadSprite;
var loadSpriteSheet = gamelib.loadSpriteSheet;
var Sprite = gamelib.Sprite;
gamelib.GameScreen.init("gamescreen");
gamelib.input.Input.init("gamescreen");
gamelib.input.Accelerometer.init();
gamelib.input.Gamepad.init();
gamelib.Loader.init("resources/images/");
var myShipSprite = loadSprite("myShip.png", 20, 20);
var myShipShadowSprite;
var myShotSprite = loadSprite("myShot.png", 12, 12);
var enemySprite = loadSprite("enemy.png", 40, 40);
var enemyShadowSprite;
var flashedEnemySprite;
var enemyShotSprite = loadSprite("enemyShot.png", 10, 10);
var cloudSprite = loadSprite("cloud.png", 240, 240);
var backgroundSprite = loadSprite("background.jpg", 320, 320);
var developmentSprite = loadSprite("development.png", -16, 32);
var instructionSprite = loadSprite("instruction.png", 0, 0);
var explosionSpriteSheet = loadSpriteSheet("explosion.png", 128, 128, 24, 64, 64);
var fragmentSprites = [loadSprite("fragment0.png", 4, 4), loadSprite("fragment1.png", 4, 4), loadSprite("fragment2.png", 4, 4)];
var fragmentShadowSprites;
gamelib.Sound.init("resources/sounds");
gamelib.Sound.load("bgm");
gamelib.Sound.load("shot");
gamelib.Sound.load("explosion");
domScreen = new gamelib.dom.DOMScreen("gamescreen");
tweetButton = new gamelib.dom.DOMButton("tweetbutton.png");
tweetButton.setURL("https://twitter.com/intent/tweet?text=" + encodeURI("ツイートのテスト"), "_target");
window.addEventListener("keydown", function (event) {
if (event.keyCode == "F".charCodeAt(0)) {
gamelib.GameScreen.requestFullScreen()
}
if (event.keyCode == 27) {
gamelib.GameLoop.stop();
gamelib.Sound.stopBGM()
}
}, false);
var score;
var myShip;
var myShots;
var enemies;
var enemyShots;
var effects;
var huds;
var enemyCreateTime;
var stick = new gamelib.input.VirtualStick(gamelib.Loader.load("virtualstick.png"));
var fireButton = new gamelib.input.TouchButton(gamelib.Loader.load("button.png"));
var dragStick = new gamelib.input.DragStick;
var renderer = new gamelib.Renderer;
var bgRenderer = new gamelib.Renderer;
var hudRenderer = new gamelib.Renderer;
var guiRenderer = new gamelib.Renderer;
gamelib.GameLoop.run(title);
function title(deltaTime) {
if (gamelib.Loader.getLoadingCount() + gamelib.Sound.getLoadingCount() > 0) {
return
}
var shadowColor = "rgba(0, 0, 0, 0.5)";
myShipShadowSprite = new Sprite(gamelib.createFlashImage(myShipSprite.image, shadowColor), 20, 20);
flashedEnemySprite = new Sprite(gamelib.createFlashImage(enemySprite.image), 40, 40);
enemyShadowSprite = new Sprite(gamelib.createFlashImage(enemySprite.image, shadowColor), 40, 40);
fragmentShadowSprites = [new Sprite(gamelib.createFlashImage(fragmentSprites[0].image, shadowColor), 4, 4), new Sprite(gamelib.createFlashImage(fragmentSprites[1].image, shadowColor), 4, 4), new Sprite(gamelib.createFlashImage(fragmentSprites[2].image, shadowColor), 4, 4)];
gamelib.GameScreen.clear("#000");
score = 0;
myShip = createMyShip();
myShots = new gamelib.GameObjectList;
enemies = new gamelib.GameObjectList;
enemyShots = new gamelib.GameObjectList;
effects = new gamelib.GameObjectList;
huds = new gamelib.GameObjectList;
huds.attach(createScore());
huds.attach(createInstruction());
huds.attach(createProfile());
enemyCreateTime = 0;
gamelib.Sound.playBGM("bgm");
gamelib.GameLoop.run(main)
}
function main(deltaTime) {
gamelib.Stopwatch.start("update");
gamelib.GameScreen.clear("#000");
gamelib.GameScreen.setAbstractScreen(SCREEN_W, SCREEN_H);
enemyCreateTime -= deltaTime;
if (enemyCreateTime < 0) {
enemyCreateTime = .8;
enemies.attach(createEnemy())
}
renderer.clear();
guiRenderer.clear();
gamelib.input.Input.update();
if (isTouchScreen) {
}
dragStick.update();
if (myShip.alive) {
myShip.update(deltaTime)
}
myShots.update(deltaTime);
enemies.update(deltaTime);
enemyShots.update(deltaTime);
effects.update(deltaTime);
gamelib.hitTest1xN(myShip, enemyShots);
gamelib.hitTest1xN(myShip, enemies);
gamelib.hitTestNxN(myShots, enemies);
gamelib.Stopwatch.stop("update");
gamelib.Stopwatch.start("render");
var fb = gamelib.GameScreen.getFrameBuffer();
var context = fb.getContext();
function scroll() {
var pos = myShip.getPosition();
context.translate(gamelib.map(pos.x, FIELD_X0, FIELD_X1, SCREEN_MARGIN, -SCREEN_MARGIN), gamelib.map(pos.y, FIELD_X0, FIELD_X1, SCREEN_MARGIN, -SCREEN_MARGIN))
}
context.save();
{
scroll();
renderer.setLayer(Layer.GROUND);
renderer.drawSprite(backgroundSprite, SCREEN_W / 2, SCREEN_H / 2, 0, 1.5);
renderer.render(fb)
}
context.restore();
hudRenderer.clear();
huds.update(deltaTime);
hudRenderer.render(fb);
tweetButton.setPosition(gamelib.GameScreen.getPhysicalRect(new gamelib.Rect(50, 50, 160, 80)));
gamelib.GameScreen.drawFrame("#000");
gamelib.GameScreen.clearAbstractScreen();
guiRenderer.render(fb)
}
var createEnemy = function () {
var obj = new gamelib.GameObject;
var RADIUS = 80;
var x;
var y;
var vx;
var vy;
var health = 5;
var flash = false;
var SPEED = 1e3 / 16;
switch (gamelib.randomInt(1, 4)) {
case 1:
x = gamelib.random(FIELD_X0, FIELD_X1);
y = FIELD_Y0 - RADIUS;
vx = gamelib.random(-1, 1) * SPEED;
vy = SPEED;
break;
case 2:
x = gamelib.random(FIELD_X0, FIELD_X1);
y = FIELD_Y1 + RADIUS;
vx = gamelib.random(-1, 1) * SPEED;
vy = -SPEED;
break;
case 3:
x = FIELD_X0 - RADIUS;
y = gamelib.random(FIELD_Y0, FIELD_Y1);
vx = SPEED;
vy = gamelib.random(-1, 1) * SPEED;
break;
case 4:
x = FIELD_X1 + RADIUS;
y = gamelib.random(FIELD_Y0, FIELD_Y1);
vx = -SPEED;
vy = gamelib.random(-1, 1) * SPEED;
break
}
var shotTime = gamelib.random(1.6, 4.8);
obj.update = function (deltaTime) {
var nextX = x + vx * deltaTime;
var nextY = y + vy * deltaTime;
if (nextX < FIELD_X0 && vx < 0 || nextX > FIELD_X1 && vx > 0) {
vx = -vx
}
if (nextY < FIELD_Y0 && vy < 0 || nextY > FIELD_Y1 && vy > 0) {
vy = -vy
}
x += vx * deltaTime;
y += vy * deltaTime;
shotTime -= deltaTime;
if (shotTime < 0) {
shotTime = gamelib.random(1.6, 4.8);
var dest = myShip.getPosition();
var angle = Math.atan2(dest.y - y, dest.x - x);
var speed = 100;
enemyShots.attach(createEnemyShot(x, y, Math.cos(angle) * speed, Math.sin(angle) * speed))
}
this.setAABB(x, y, 60);
renderer.setLayer(Layer.SHADOWS);
renderer.drawSprite(enemyShadowSprite, x + 4, y + 4, 0, 2);
renderer.setLayer(Layer.GROUND_OBJECTS);
renderer.drawSprite(flash ? flashedEnemySprite : enemySprite, x, y, 0, 2);
flash = false
};
obj.onCollide = function (gameObject) {
flash = true;
score += 1;
if (--health <= 0) {
var audioX = gamelib.map(x, 0, SCREEN_W, -1, 1);
var audioY = gamelib.map(y, 0, SCREEN_H, -1, 1);
gamelib.Sound.playSE("explosion", audioX, audioY, 1);
for (var i = 0; i < 4; i++) {
effects.attach(createExplosion(x + gamelib.random(-30, 30), y + gamelib.random(-30, 30), gamelib.random(-50, 50), gamelib.random(-50, 50)))
}
var fragmentNum = isMobile ? 4 : 32;
for (var i = 0; i < fragmentNum; i++) {
effects.attach(createFragment(x, y, gamelib.randomInt(0, 2)))
}
this.destroy();
score += 100
}
};
return obj
};
var createEnemyShot = function (x, y, vx, vy) {
var obj = new gamelib.GameObject;
obj.update = function (deltaTime) {
x += vx * deltaTime;
y += vy * deltaTime;
if (outOfField(x, y, 4)) {
this.destroy()
}
this.setAABB(x, y, 3);
renderer.setLayer(Layer.ENEMY_SHOTS);
renderer.drawSprite(enemyShotSprite, x, y, this.getTime() * 30)
};
obj.onCollide = function (gameObject) {
this.destroy()
};
return obj
};
var createExplosion = function (x, y, vx, vy) {
var obj = new gamelib.GameObject;
if (vx === undefined) {
vx = 0;
vy = 0
}
obj.update = function (deltaTime) {
x += vx * deltaTime;
y += vy * deltaTime;
var frame = this.getFrame(.05);
if (frame >= 24) {
this.destroy()
}
renderer.setLayer(Layer.EFFECTS);
renderer.drawSheetSpriteAdd(explosionSpriteSheet, frame, x, y, 0, 2)
};
return obj
};
var createFragment = function (x, y, no) {
var random = gamelib.random;
var obj = new gamelib.GameObject;
var direction = random(0, Math.PI * 2);
var initialSpeed = random(10, 500);
var vx = Math.cos(direction) * initialSpeed;
var vy = Math.sin(direction) * initialSpeed;
var vz = random(100, 500);
var G = -500;
var z = 0;
var angle = random(0, Math.PI * 2);
var deltaAngle = random(-30, 30);
var lifespan = 1;
obj.update = function (deltaTime) {
vz += G * deltaTime;
if (z + vz * deltaTime < 0) {
var speed = Math.sqrt(vx * vx + vy * vy + vz * vz);
var d = speed * .5;
vx += random(-d, d);
vy += random(-d, d);
vz = -vz * .5;
vx *= .5;
vy *= .5;
var speed = deltaAngle *= .5
}
x += vx * deltaTime;
y += vy * deltaTime;
z += vz * deltaTime;
angle += deltaAngle * deltaTime;
if (z < 10) {
lifespan -= deltaTime;
if (lifespan < 0) {
this.destroy()
}
}
renderer.setLayer(Layer.SHADOWS);
renderer.drawSprite(fragmentShadowSprites[no], x + z, y + z, angle);
renderer.setLayer(Layer.SKY_OBJECTS);
renderer.drawSprite(fragmentSprites[no], x, y, angle, 1 * Math.pow(2, z / 100))
};
return obj
};
var createMyShip = function () {
var obj = new gamelib.GameObject;
var x = SCREEN_W / 2;
var y = SCREEN_H / 2;
var vx = 0;
var vy = 0;
var angle = 0;
var shotTime = 0;
var SPEED = 300;
var TURN_SPEED = 750;
var useMouse = false;
var prevMousePosition = {};
function getStick() {
var vx = gamelib.input.Gamepad.getAxis(0, 0);
var vy = gamelib.input.Gamepad.getAxis(0, 1);
if (gamelib.input.Gamepad.getAxis(0, 5) != 0 || gamelib.input.Gamepad.getAxis(0, 6) != 0) {
vx = gamelib.input.Gamepad.getAxis(0, 5);
vy = gamelib.input.Gamepad.getAxis(0, 6)
}
if (gamelib.input.Input.getStickX() != 0 || gamelib.input.Input.getStickY() != 0) {
vx = gamelib.input.Input.getStickX();
vy = gamelib.input.Input.getStickY()
}
var length = gamelib.vectorLength(vx, vy);
if (length > 1) {
vx /= length;
vy /= length
}
if (length < .4) {
vx = 0;
vy = 0
}
return{x: vx, y: vy}
}
function switchInput() {
if (useMouse) {
var stick = getStick();
if (stick.x != 0 || stick.y != 0) {
useMouse = false
}
} else {
var newMousePosition = gamelib.input.Input.getMousePosition();
if (newMousePosition) {
if (newMousePosition.x != prevMousePosition.x || newMousePosition.y != prevMousePosition.y) {
useMouse = true
}
prevMousePosition = newMousePosition
}
}
}
function moveByKeyboardOrGamepad(deltaTime) {
var stick = getStick();
if (stick.x != 0 || stick.y != 0) {
var t = Math.atan2(stick.y, stick.x);
x += stick.x * SPEED * deltaTime;
y += stick.y * SPEED * deltaTime;
var deltaAngle = gamelib.wrapAngle(t - angle);
var maxDeltaAngle = gamelib.radian(TURN_SPEED * gamelib.vectorLength(stick.x, stick.y)) * deltaTime;
deltaAngle = gamelib.clamp(deltaAngle, -maxDeltaAngle, maxDeltaAngle);
angle += deltaAngle
}
}
function moveByMouse(deltaTime) {
var vx;
var vy;
if (isTouchScreen) {
vx = stick.getPosition().x;
vy = stick.getPosition().y;
if (gamelib.vectorLength(vx, vy) < .1) {
return
}
} else {
var mouse = gamelib.input.Input.getMousePosition();
if (!mouse) {
return
}
var dest = gamelib.GameScreen.getAbstractPosition(mouse.x, mouse.y);
vx = gamelib.map(dest.x, 0, SCREEN_W, FIELD_X0, FIELD_X1) - x;
vy = gamelib.map(dest.y, 0, SCREEN_H, FIELD_Y0, FIELD_Y1) - y;
if (gamelib.vectorLength(vx, vy) < 10) {
return
}
}
var t = Math.atan2(vy, vx);
x += Math.cos(t) * SPEED * deltaTime;
y += Math.sin(t) * SPEED * deltaTime;
var deltaAngle = gamelib.wrapAngle(t - angle);
var maxDeltaAngle = gamelib.radian(TURN_SPEED) * deltaTime;
deltaAngle = gamelib.clamp(deltaAngle, -maxDeltaAngle, maxDeltaAngle);
angle += deltaAngle
}
var tailX = 0;
var tailY = 0;
function moveByDrag(deltaTime) {
var delta = dragStick.getDelta();
var abstractScreen = gamelib.GameScreen.getAbstractScreen();
var dx = delta.x * SCREEN_W / abstractScreen.w * 940 / 640;
var dy = delta.y * SCREEN_H / abstractScreen.h * 940 / 640;
var t = Math.atan2(dy, dx);
var magnitude = gamelib.vectorLength(dx, dy);
if (magnitude < 2) {
return
}
dx /= magnitude;
dy /= magnitude;
x += dx * SPEED * deltaTime;
y += dy * SPEED * deltaTime;
var ax = x - tailX;
var ay = y - tailY;
var al = gamelib.vectorLength(ax, ay);
var ix = ax / al;
var iy = ay / al;
var length = 20;
tailX = x - ix * length;
tailY = y - iy * length;
angle = Math.atan2(y - tailY, x - tailX)
}
obj.update = function (deltaTime) {
function shot(x, y, angle) {
myShots.attach(createMyShot(x, y, Math.cos(angle) * shotSpeed, Math.sin(angle) * shotSpeed, angle))
}
switchInput();
if (isTouchScreen) {
moveByDrag(deltaTime)
} else {
if (useMouse) {
moveByMouse(deltaTime)
} else {
moveByKeyboardOrGamepad(deltaTime)
}
}
x = gamelib.clamp(x, FIELD_X0, FIELD_X1);
y = gamelib.clamp(y, FIELD_Y0, FIELD_Y1);
shotTime += deltaTime;
if (shotTime > .08) {
shotTime -= .08;
if (isTouchScreen || !isTouchScreen && (gamelib.input.Input.isButtonPressed() || gamelib.input.Input.isMouseButtonDown() || gamelib.input.Gamepad.getButton(0, 0) || gamelib.input.Gamepad.getButton(0, 1) || gamelib.input.Gamepad.getButton(0, 2) || gamelib.input.Gamepad.getButton(0, 3))) {
var shotSpeed = 800;
var point;
point = gamelib.rotatePoint(18, -18, angle + gamelib.radian(90));
shot(x + point.x, y + point.y, angle);
point = gamelib.rotatePoint(-18, -18, angle + gamelib.radian(90));
shot(x + point.x, y + point.y, angle);
var reaction = 0;
vx += -Math.cos(angle) * reaction;
vy += -Math.sin(angle) * reaction;
gamelib.Sound.playSE("shot", Math.cos(angle) / 2, -Math.sin(angle) / 2, .5)
}
}
this.setAABB(x, y, 16);
if (this.alive) {
renderer.setLayer(Layer.SHADOWS);
renderer.drawSprite(myShipShadowSprite, x + 4, y + 4, angle + gamelib.radian(90), 1.5, .5);
renderer.setLayer(Layer.GROUND_OBJECTS);
renderer.drawSprite(myShipSprite, x, y, angle + gamelib.radian(90), 1.5)
}
};
obj.onCollide = function () {
effects.attach(createExplosion(x, y));
this.destroy();
huds.attach(createGameOver())
};
obj.getPosition = function () {
return{x: x, y: y}
};
return obj
};
var createMyShot = function (x, y, vx, vy, angle) {
var obj = new gamelib.GameObject;
obj.update = function (deltaTime) {
x += vx * deltaTime;
y += vy * deltaTime;
if (outOfField(x, y, 40)) {
this.destroy()
}
this.setAABB(x, y, 8);
renderer.setLayer(Layer.MYSHOTS);
renderer.drawSprite(myShotSprite, x, y, angle, 1.5)
};
obj.onCollide = function (gameObject) {
effects.attach(createMyShotHitEffect(x, y, vx * .1, vy * .1));
this.destroy()
};
return obj
};
var createMyShotHitEffect = function (x, y, vx, vy) {
var obj = new gamelib.GameObject;
var radius = 10;
var alpha = 1;
var DISTRIBUTION = 0;
vx += gamelib.random(-DISTRIBUTION, DISTRIBUTION);
vy += gamelib.random(-DISTRIBUTION, DISTRIBUTION);
obj.update = function (deltaTime) {
x += vx * deltaTime;
y += vy * deltaTime;
alpha -= 3 * deltaTime;
if (alpha < 0) {
this.destroy()
}
renderer.setLayer(Layer.EFFECTS);
renderer.fillCircle(x, y, radius, "rgba(255, 255, 255, " + alpha + ")")
};
return obj
};
var createGameOver = function () {
var obj = new gamelib.GameObject;
var font = "20px 'Aldrich'";
obj.update = function (deltaTime) {
hudRenderer.drawText("GAME OVER", SCREEN_W / 2, SCREEN_H / 2, "#fff", font, "center", "middle");
if (this.getTime() > 2) {
gamelib.GameLoop.run(title)
}
};
return obj
};
var createInstruction = function () {
var obj = new gamelib.GameObject;
var font = "12px sans-serif";
obj.update = function (deltaTime) {
hudRenderer.drawSprite(instructionSprite, 10, 40, 0, .5)
};
return obj
};
var createProfile = function () {
var obj = new gamelib.GameObject;
var font = "20px 'Aldrich'";
obj.update = function (deltaTime) {
hudRenderer.drawText("Update : " + gamelib.Stopwatch.getTime("update") + " ms", SCREEN_W - 150, 30, "#fff", font);
hudRenderer.drawText("Render : " + gamelib.Stopwatch.getTime("render") + " ms", SCREEN_W - 150, 55, "#fff", font);
hudRenderer.drawText("Sprites : " + renderer.getSize(), SCREEN_W - 150, 80, "#fff", font)
};
return obj
};
var createScore = function () {
var obj = new gamelib.GameObject;
var font = "20px 'Aldrich'";
obj.update = function (deltaTime) {
hudRenderer.drawText("SCORE " + score, 10, 30, "#fff", font)
};
return obj
};
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