css Audio - Active file-generic CSS - Active Generic - Active HTML - Active JS - Active SVG - Active Text - Active file-generic Video - Active header Love html icon-new-collection icon-person icon-team numbered-list123 pop-out spinner split-screen star tv

Pen Settings

CSS Base

Vendor Prefixing

Add External Stylesheets/Pens

Any URL's added here will be added as <link>s in order, and before the CSS in the editor. If you link to another Pen, it will include the CSS from that Pen. If the preprocessor matches, it will attempt to combine them before processing.

+ add another resource

You're using npm packages, so we've auto-selected Babel for you here, which we require to process imports and make it all work. If you need to use a different JavaScript preprocessor, remove the packages in the npm tab.

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

Use npm Packages

We can make npm packages available for you to use in your JavaScript. We use webpack to prepare them and make them available to import. We'll also process your JavaScript with Babel.

⚠️ This feature can only be used by logged in users.

Code Indentation

     

Save Automatically?

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.

HTML Settings

Here you can Sed posuere consectetur est at lobortis. Donec ullamcorper nulla non metus auctor fringilla. Maecenas sed diam eget risus varius blandit sit amet non magna. Donec id elit non mi porta gravida at eget metus. Praesent commodo cursus magna, vel scelerisque nisl consectetur et.

            
              <canvas id='canvas'></canvas>

<!--

Concentrics: A little Canvas + Javascript experiment by @twholman

Experiment + controls @ http://tholman.com/experiments/html5/concentrics

-->
            
          
!
            
              body {
  background: #EEE url(data:image/gif;base64,iVBORw0KGgoAAAANSUhEUgAAAAMAAAADCAIAAADZSiLoAAAAHElEQVQIHWP48+fP9+/f////zwCkgBwQC4ghAACODRqkCkEF0QAAAABJRU5ErkJggg==) repeat;
  overflow: hidden;
	margin: 0px;
}

/*Canvas element - initially hidden*/
canvas {
	position: absolute;
	display: none;
	left: 50%;
	top: 50%;
}
            
          
!
            
              var Concentrics = {

  // Settings
  spacingX: 10,
  spacingY: 10,
  randomSpacingVariance: 6,

  baseRadius: 5,
  randomRadiusVariance: 4,

  outerRingSize: 2,
  innerRingSize: 2,

  innerColor: "#ffffff",
  outerColor: "#9FCFE3",
  alpha: 1,

  drawSquares: false,
  
  // Other Globals
  points: [],

  canvas: null,
  context: null,

  imageInput: null,
  bgImage: null,
  bgCanvas: null,
  bgContext: null,

  init: function() {
    // Set up the visual canvas 
    this.canvas = document.getElementById( 'canvas' );
    this.context = canvas.getContext( '2d' );
    this.canvas.width = window.innerWidth - 50;
    this.canvas.height = window.innerHeight - 50;
    this.canvas.style.marginLeft = -this.canvas.width/2 + 'px';
    this.canvas.style.marginTop = -this.canvas.height/2 + 'px';
    this.canvas.style.display = 'block'

    this.imageInput = document.createElement( 'input' );
    this.imageInput.setAttribute( 'type', 'file' );
    this.imageInput.style.visibility = 'hidden';
    this.imageInput.addEventListener('change', this.upload, false);
    document.body.appendChild( this.imageInput );
    
    this.loadData( 'data:image/gif;base64,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');
                  
  },

  uploadImage: function() {
    this.imageInput.click();
  },

  /*
  *  Resizes the canvas to fit within the screen, based on a given image width/height
  */
  resizeCanvas: function( width, height ) {

    var newWidth, newHeight;

    var availableWidth = window.innerWidth - 50;
    var availableHeight = window.innerHeight - 50;

    // If the image is too big for the screen... scale it down.
    if ( width > availableWidth || height > availableHeight ) {

      var maxRatio = Math.max( width / availableWidth , height / availableHeight );
      newWidth = width / maxRatio;
      newHeight = height / maxRatio;

    } else {
      newWidth = width;
      newHeight = height;
    }

    this.canvas.width = newWidth//window.innerWidth;
    this.canvas.height = newHeight//window.innerHeight;
    this.canvas.style.marginLeft = -this.canvas.width/2 + 'px';
    this.canvas.style.marginTop = -this.canvas.height/2 + 'px';
  },
  
  preparePoints: function() {
    
    var width, height, i, j, k, offsetX, offsetY, offsetR, xPosition, yPosition;
    var maxRadiusVariance = this.randomRadiusVariance * 2;
    var maxSpacingVariance = this.randomSpacingVariance * 2;

    if ( this.bgImage !== null ) {
      var pixelData = this.getPixelData();
      var colors = pixelData.data;
    }

    // Vertical spacing
    for ( i = this.spacingY / 2; i < this.canvas.height; i += this.spacingY ) {
      
      var pointSet = [];
      
      // Horizontal spacing
      for(j = this.spacingX / 2; j < this.canvas.width; j += this.spacingX ) {
        
        offsetR = Math.round((Math.random() * maxRadiusVariance) - this.randomRadiusVariance);
        offsetX = Math.random() * maxSpacingVariance - this.randomSpacingVariance;
        offsetY = Math.random() * maxSpacingVariance - this.randomSpacingVariance;
        
        xPosition = Math.round( j + offsetX );
        yPosition = Math.round( i + offsetY );

        //Get the colors of the data at this point.
        if ( this.bgImage !== null ) {

            var pixelPosition = ( yPosition * pixelData.width + xPosition) * 4

            var color = "rgba( " + colors[pixelPosition-4] +
             ", " + colors[pixelPosition-3] +
             ", " + colors[pixelPosition-2] +
             ", " + colors[pixelPosition-1] + ")";

            var fillColor = "rgba( " + Math.min(colors[pixelPosition-4]+22, 255) +
             ", " + Math.min(colors[pixelPosition-3]+22, 255) +
             ", " + Math.min(colors[pixelPosition-2]+22, 255) + 
             ", " + Math.min(colors[pixelPosition-1]+22, 255) + ")";

            pointSet.push( {x: j + offsetX, y: i + offsetY, radius: this.baseRadius + offsetR, color: color, fillColor: fillColor} )
        } else {

          pointSet.push( {x: j + offsetX, y: i + offsetY, radius: this.baseRadius + offsetR} )  
        }

      }
      
      this.points.push( this.shuffleArray( pointSet ) );
    } 
  },

  // Gets the pixel data for a specific x/y and returns the colors
  getPixelData: function( ){

    var pixels = this.bgContext.getImageData( 0, 0, this.bgCanvas.width, this.bgCanvas.height );
    return pixels;
  },

  createPattern: function() {
    
    var i, j, k, currentPoints, currentPoint;

    this.context.lineJoin = "miter";
    this.context.globalAlpha = this.alpha;
    this.context.lineWidth = this.outerRingSize;
    this.context.fillStyle = this.innerColor;
    this.context.strokeStyle = this.outerColor;
    
    //Deadly loop-in-loop-in-loop.
    for ( i = 0; i < this.points.length; i++ ) {
      
      currentPoints = this.points[i]; 
      
      for ( j = 0; j < currentPoints.length;  j++ ) {
        	
       	currentPoint = currentPoints[j];
        
        if ( currentPoint.color ) {
           this.context.strokeStyle = currentPoint.color;
           this.context.fillStyle = currentPoint.fillColor;
        }

        if ( this.drawSquares ) {

          for ( k = currentPoint.radius; k > 0; k-= ((this.innerRingSize + this.outerRingSize) * 2)) {

            this.context.beginPath();
            this.context.rect(currentPoint.x - k/2, currentPoint.y - k/2, k , k);
            this.context.closePath();
            this.context.fill();
            this.context.stroke();

          }

        } else {

          for ( k = currentPoint.radius; k > 0; k-= (this.innerRingSize + this.outerRingSize)) {
          
            this.context.beginPath();
            this.context.arc(currentPoint.x, currentPoint.y, k ,0 , Math.PI*2, true);
            this.context.closePath();
            this.context.fill();
            this.context.stroke(); 

          }
        }
      }
    }
  },

  draw: function() {
    this.points = [];
    this.preparePoints();
    this.createPattern();
  },

  clear: function() {
    this.canvas.width = this.canvas.width;
  },

  save: function() {
    window.open( this.canvas.toDataURL('image/png'), 'mywindow' );
  },

  // User is uploading an image
  upload: function() {
    
    var fileReader = new FileReader();

    fileReader.onload = function( event ) {

      //this
      Concentrics.loadData( event.target.result );
    }

    fileReader.readAsDataURL( this.files[0] );

  },

  // The filereader has loaded the image... add it to image object to be drawn
  loadData: function( data ) {
    
    this.bgImage = new Image;
    this.bgImage.src = data;

    this.bgImage.onload = function() {

      //this
      Concentrics.drawImageToBackground();
    }
  },

  // Image is loaded... draw to bg canvas
  drawImageToBackground: function () {

    this.resizeCanvas( this.bgImage.width, this.bgImage.height );

    // Set up background canvas
    this.bgCanvas = document.createElement( 'canvas' );
    this.bgCanvas.width = this.canvas.width;//this.bgImage.width;
    this.bgCanvas.height = this.canvas.height//this.bgImage.height;

    // Draw to background canvas
    this.bgContext = this.bgCanvas.getContext( '2d' );
    this.bgContext.drawImage( this.bgImage, 0, 0, this.canvas.width, this.canvas.height );
    
    // Draw the pattern multiple times... to fill any gaps
    this.draw();
    this.draw();
    this.draw();
    this.draw();
    this.draw();

  },
 
  // Shuffle algorithm from: http://stackoverflow.com/questions/962802/is-it-correct-to-use-javascript-array-sort-method-for-shuffling
  shuffleArray: function( array ) {
    
    var tmp, current, top = array.length;

    if(top) while(--top) {
        current = Math.floor(Math.random() * (top + 1));
        tmp = array[current];
        array[current] = array[top];
        array[top] = tmp;
    }

    return array;
  }
}
setTimeout( function() {
    Concentrics.init();
}, 10 );
  
            
          
!
999px
🕑 One or more of the npm packages you are using needs to be built. You're the first person to ever need it! We're building it right now and your preview will start updating again when it's ready.
Loading ..................

Console