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main.js
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main.js
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// Special thanks to David Carroll for his assistance in adding "Import JSON" and "Export JSON" feature.
function canvasApp() {
return {
context: null,
textareaContent: '',
textareaVisible: false,
objects: [],
selectedTab: -1,
get supported() {
return document.createElement('canvas').getContext;
},
add(canvasObject) {
this.objects.push(canvasObject);
this.selectedTab = this.objects.length - 1;
},
dataUrl(type = 'image/png') {
return this.$refs.canvas.toDataURL(type);
},
remove(canvasObject) {
const index = this.objects.indexOf(canvasObject);
this.objects.splice(index, 1);
this.selectedTab--;
},
render() {
this.$refs.canvas.width += 0; // Clear canvas by resizing.
this.objects.forEach(ob => ob.draw());
},
showText(text) {
this.textareaContent = text;
this.textareaVisible = true;
},
tabIsSelected(i) {
return this.selectedTab === i ? ' is-selected' : '';
},
dehydrate() {
return JSON.stringify(this.objects);
},
hydrate(json) {
return JSON.parse(json)
.map(objJson => this.hydrateItem(objJson));
},
hydrateItem(json) {
try {
const parsed = JSON.parse(json);
const constructor = window[parsed.constructorName];
return Object.assign(new constructor(this.context), parsed);
} catch (e) {
console.error(e);
}
return new CanvasObject(this.context);
},
};
}
function modifyState(change) {
dispatchEvent(new CustomEvent('state-change', {detail: change}));
}
function triggerRender() {
dispatchEvent(new Event('render'));
}
window.CanvasObject = class CanvasObject {
constructor(context, attributes) {
this.context = context;
Object.assign(this, {
x: 100,
y: 100,
fillStyle: '#000',
strokeStyle: '#7bc118',
lineWidth: 2,
opacity: 1,
shadowOffsetX: 0,
shadowOffsetY: 0,
shadowBlur: 0,
shadowColor: '#444',
rotateAngle: 0,
constructorName: this.constructor.name,
}, attributes);
}
get isRotated() {
return Boolean(this.rotateAngle);
}
get dimension2d() {
return undefined;
}
get type() {
return this.constructorName.replace(/Canvas/, '');
}
draw() {
this.rotateAngle && this.rotate();
modifyState({
fillStyle: this.fillStyle,
strokeStyle: this.strokeStyle,
lineWidth: this.lineWidth,
globalAlpha: this.opacity,
shadowOffsetX: this.shadowOffsetX,
shadowOffsetY: this.shadowOffsetY,
shadowBlur: this.shadowBlur,
shadowColor: this.shadowColor,
});
}
rotate() {
const {x, y, dimension2d: [w, h]} = this;
chain(this.context)
.save()
.setTransform(1, 0, 0, 1, 0, 0)
.translate(x + (w / 2), y + (h / 2))
.rotate(inRadians(this.rotateAngle));
}
set(attributes) {
Object.assign(this, attributes);
triggerRender();
}
toJSON() {
const shallowCopy = {...this};
delete shallowCopy.context;
return JSON.stringify(shallowCopy);
}
}
window.CanvasText = class CanvasText extends CanvasObject {
constructor(context, {
text = 'Change text',
fontStyle = 'normal',
fontWeight = 'normal',
fontSize = 48,
fontFace = 'sans-serif',
maxWidth = 50,
} = {}) {
super(context, {text, fontStyle, fontWeight, fontSize, fontFace, maxWidth});
}
get dimension2d() {
return [this.maxWidth, this.fontSize];
}
get _positionArgs() {
const xArg = this.isRotated ? (-this.maxWidth * 0.5) : this.x;
const yArg = this.isRotated ? (-this.fontSize * 0.5) : this.y;
return [xArg, yArg, this.maxWidth];
}
draw() {
super.draw();
modifyState({
font: `${this.fontStyle} ${this.fontWeight} ${this.fontSize}px ${this.fontFace}`,
});
this.maxWidth = this.context.measureText(this.text).width;
chain(this.context)
.strokeText(this.text, ...this._positionArgs)
.fillText(this.text, ...this._positionArgs)
.restore();
}
}
window.CanvasRectangle = class CanvasRectangle extends CanvasObject {
constructor(context, {width = 100, height = 100} = {}) {
super(context, {width, height});
}
get dimension2d() {
return [this.width, this.height];
}
get _positionArgs() {
const xArg = this.isRotated ? (-this.width * 0.5) : this.x;
const yArg = this.isRotated ? (-this.height * 0.5) : this.y;
return [xArg, yArg];
}
draw() {
super.draw();
chain(this.context)
.fillRect(...this._positionArgs, this.width, this.height)
.strokeRect(...this._positionArgs, this.width, this.height)
.restore();
}
}
window.CanvasCircle = class CanvasCircle extends CanvasObject {
constructor(context, {radius = 50} = {}) {
super(context, {radius});
}
get dimension2d() {
return [2 * this.radius, 2 * this.radius];
}
get _positionArgs() {
const xArg = this.isRotated ? (-this.radius) : (this.x + this.radius);
const yArg = this.isRotated ? (-this.radius) : (this.y + this.radius);
return [xArg, yArg];
}
draw() {
super.draw();
chain(this.context)
.beginPath()
.arc(...this._positionArgs, this.radius, 0, inRadians(360))
.fill()
.stroke()
.closePath()
.restore();
}
}
window.CanvasTriangle = class CanvasTriangle extends CanvasObject {
constructor(context, {
base = 100,
height = 100,
} = {}) {
super(context, {base, height});
}
get dimension2d() {
return [this.base, this.height];
}
get _vertices() {
/*
A*
* *
* *
B * * * * C
*/
const {x, y, base: b, height: h} = this;
return {
A: this.isRotated ? [0, -(h * 0.5)] : [x + (b * 0.5), y],
B: this.isRotated ? [-(b * 0.5), h * 0.5] : [x, y + h],
C: this.isRotated ? [b * 0.5, h * 0.5] : [x + b, y + h],
};
}
draw() {
const {A, B, C} = this._vertices;
super.draw();
chain(this.context)
.beginPath()
.moveTo(...A)
.lineTo(...B).lineTo(...C).lineTo(...A)
.fill()
.stroke()
.closePath()
.restore();
}
}
function inRadians(angleInDegree) {
return Math.PI * angleInDegree / 180;
}
function chain(obj) {
return new Proxy(obj, {
get(target, name) {
if (name in target) {
const wrappedFn = (...args) => {
return target[name](...args), chain(target);
};
return (typeof target[name] === 'function') ? wrappedFn : target[name];
}
}
});
}
function objIsOfType(obj, constructor) {
return constructor.prototype.isPrototypeOf(obj);
}
function merryChristmasSample() {
return 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";
}