「プログラムでシダを描画する」をJavaScript+Canvasで描画する

もしかしたら既出かもしれないけど‥‥。

* [プログラムでシダを描画する - 強火で進め](http://d.hatena.ne.jp/nakamura001/20140505/1399316565)
* [「プログラムでシダを描画する」をDartで描画する - Qiita](http://qiita.com/zukkun/items/08b72c9934d3c0c09936)
* [「プログラムでシダを描画する」をGoで描画する - Qiita](http://qiita.com/qt-luigi/items/ec6cd349259fe6cc29eb)
* [Clojure - プログラムでシダを描画する - Qiita](http://qiita.com/woxtu/items/30aebcf15770c438d6fd)
* [「プログラムでシダを描画する」をPythonで描画する - Qiita](http://qiita.com/noc06140728/items/8b8f06cfc312b8492df4)

出力結果
---

![シダ]

ソースコード
---

```html:index.html
<!doctype html>

<html>
<head>
<meta charset="utf-8">
<title>Draw leaves of the fern by a program</title>
</head>
<body>
<h1>Draw leaves of the fern by a program</h1>

<canvas id="fern"></canvas>
<input type="text" value="Data URL Here" id="data-url">
<script src="index.js"></script>
</body>
</html>
```

```js:index.js
(function () {

// Constants
var
// size of canvas#fern
WIDTH  = 500,
HEIGHT = 500;

// Functions
var
lambda = function lambda(expr) {
  return Function(
    'x, y',
    'return ' + expr + ';');
},
W1x = lambda('0.836  * x + 0.044 * y'),
W1y = lambda('-0.044 * x + 0.836 * y + 0.169'),
W2x = lambda('-0.141 * x + 0.302 * y'),
W2y = lambda('0.302  * x + 0.141 * y + 0.127'),
W3x = lambda('0.141  * x - 0.302 * y'),
W3y = lambda('0.302  * x + 0.141 * y + 0.169'),
W4x = lambda('0'),
W4y = lambda('0.175337 * y');

function points(k, x, y, callback) {
  if (0 < k) {
    points(k - 1, W1x(x, y), W1y(x, y), callback);
    if (Math.random() < 0.3)
      points(k - 1, W2x(x, y), W2y(x, y), callback);
    if (Math.random() < 0.3)
      points(k - 1, W3x(x, y), W3y(x, y), callback);
    if (Math.random() < 0.3)
      points(k - 1, W4x(x, y), W4y(x, y), callback);
  } else {
    callback(~~(x * (WIDTH - 10) + WIDTH / 2), ~~(HEIGHT - y * (HEIGHT - 10)));
  }
}

// Main
var
N = 20,
CANVAS_ID = 'fern',
DATA_URL_ID = 'data-url',
COLOR = [0x00, 0x80, 0x00, 0xff];

function initCanvas(canvas) {
  canvas.width  = WIDTH;
  canvas.height = HEIGHT;
  return canvas;
}

var
canvas  = initCanvas(document.getElementById(CANVAS_ID)),
ctx     = canvas.getContext('2d'),
imgData = ctx.createImageData(WIDTH, HEIGHT);

points(N, 0, 0, function callback(x, y) {
  var
  idx = y * WIDTH * 4 + x * 4;
  imgData.data[idx + 0] = COLOR[0];
  imgData.data[idx + 1] = COLOR[1];
  imgData.data[idx + 2] = COLOR[2];
  imgData.data[idx + 3] = COLOR[3];
});

ctx.putImageData(imgData, 0, 0);

document.getElementById(DATA_URL_ID).value = canvas.toDataURL();

})();
```

Python版のソースコードをJavaScriptに書き直したような感じなので、なぜか`lambda`とかあります。何か違うような気がします。

ちなみに
---

公開しておいたので、暇潰しにでも開いてみてください。

[Draw leaves of the fern by a program](https://googledrive.com/host/0B2alsAomgB5jWkVIMENlSm5nWnc/index.html)

乱数使っているので、細いシダになったり太くなったりします。

あとDataURLで出力できます。

[シダ]: data:image/png;base64,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