Pen Settings

HTML

CSS

CSS Base

Vendor Prefixing

Add External Stylesheets/Pens

Any URLs added here will be added as <link>s in order, and before the CSS in the editor. You can use the CSS from another Pen by using its URL and the proper URL extension.

+ add another resource

JavaScript

Babel includes JSX processing.

Add External Scripts/Pens

Any URL's added here will be added as <script>s in order, and run before the JavaScript in the editor. You can use the URL of any other Pen and it will include the JavaScript from that Pen.

+ add another resource

Packages

Add Packages

Search for and use JavaScript packages from npm here. By selecting a package, an import statement will be added to the top of the JavaScript editor for this package.

Behavior

Auto Save

If active, Pens will autosave every 30 seconds after being saved once.

Auto-Updating Preview

If enabled, the preview panel updates automatically as you code. If disabled, use the "Run" button to update.

Format on Save

If enabled, your code will be formatted when you actively save your Pen. Note: your code becomes un-folded during formatting.

Editor Settings

Code Indentation

Want to change your Syntax Highlighting theme, Fonts and more?

Visit your global Editor Settings.

HTML

              
                <canvas id="myCanvas" width="300" height="500"></canvas>
<canvas id="myCanvas2" width="300" height="500"></canvas>
<div></div>
<div></div>
              
            
!

CSS

              
                canvas {
  border: 1px solid #FF6600;
}
/*
k是一次函数 y = kx中的斜率
a = (1-k^2)/(k^2+1);
b = 2k/(k^2+1);
c = 2k/(k^2+1);
d = (k^2-1)/(k^2+1);

x' = (1-k^2)/(k^2+1) *x + 2k/(k^2+1) *y;
y' = 2k/(k^2+1) *x + (k^2-1)/(k^2+1) *y;

*/
div:nth-of-type(2) {
  -webkit-transform: matrix(-1, 0, 0, 1, 0, 0);
}
div {
  display:inline-block;
  background: url(data:image/jpg;base64,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) no-repeat;
  width:100px;
  height:100px;
}

              
            
!

JS

              
                //图形旋转
var canvas = document.getElementById("myCanvas");
var context = canvas.getContext("2d");
//context.translate(100, 100);
context.setTransform(1, 0, 0, 1, 0, 0); // Identity matrix

var xScale = Math.cos(0.7854);
var ySkew = -Math.sin(0.7854);
var xSkew = Math.sin(0.7854);
var yScale = Math.cos(0.60);
var xTrans = 100;
var yTrans = 100;

context.transform(xScale, ySkew, xSkew, yScale, xTrans, yTrans);
context.fillRect(0, 0, 100, 100);


//画布旋转
var canvas2 = document.getElementById("myCanvas2");
var context2 = canvas2.getContext("2d");
context2.translate(100, 100);
context2.rotate(0.7854); // Rotate 45 degrees about the canvas origin
context2.fillRect(150, 150, 100, 100);


              
            
!
999px

Console