diff --git a/src/Shape.js b/src/Shape.js index 101c9ee9..8757dda4 100644 --- a/src/Shape.js +++ b/src/Shape.js @@ -174,13 +174,11 @@ context.save(); var a = Array.prototype.slice.call(arguments); - if(a.length === 6 || a.length === 10) { - if(a.length === 6) { - context.drawImage(a[1], a[2], a[3], a[4], a[5]); - } - else { - context.drawImage(a[1], a[2], a[3], a[4], a[5], a[6], a[7], a[8], a[9]); - } + if(a.length === 6) { + context.drawImage(a[1], a[2], a[3], a[4], a[5]); + } + else if(a.length === 10) { + context.drawImage(a[1], a[2], a[3], a[4], a[5], a[6], a[7], a[8], a[9]); } context.restore(); diff --git a/src/shapes/Image.js b/src/shapes/Image.js index 483eb55e..4b32015c 100644 --- a/src/shapes/Image.js +++ b/src/shapes/Image.js @@ -38,8 +38,8 @@ Kinetic.Image.prototype = { if(this.attrs.image) { // if cropping if(this.attrs.crop && this.attrs.crop.width && this.attrs.crop.height) { - var cropX = this.attrs.crop.x ? this.attrs.crop.x : 0; - var cropY = this.attrs.crop.y ? this.attrs.crop.y : 0; + var cropX = this.attrs.crop.x || 0; + var cropY = this.attrs.crop.y || 0; var cropWidth = this.attrs.crop.width; var cropHeight = this.attrs.crop.height; params = [context, this.attrs.image, cropX, cropY, cropWidth, cropHeight, 0, 0, width, height]; diff --git a/tests/assets/unitDataUrls.js b/tests/assets/unitDataUrls.js index b359ea29..c92df7b1 100644 --- a/tests/assets/unitDataUrls.js +++ b/tests/assets/unitDataUrls.js @@ -4,6 +4,7 @@ * urls will be slightly different from browser to browser */ var dataUrls = { + 'crop and scale image' : 'data:image/png;base64,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', 'rotate wedge': 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'wedge': 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', 'transparent image hit render': 'data:image/png;base64,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', diff --git a/tests/js/unit/shapes/imageTests.js b/tests/js/unit/shapes/imageTests.js index fa031790..1ffc2b23 100644 --- a/tests/js/unit/shapes/imageTests.js +++ b/tests/js/unit/shapes/imageTests.js @@ -121,6 +121,35 @@ Test.Modules.IMAGE = { }; imageObj.src = '../assets/darth-vader.jpg'; }, + 'crop add and scale image': function(containerId) { + var imageObj = new Image(); + imageObj.onload = function() { + var stage = new Kinetic.Stage({ + container: containerId, + width: 578, + height: 200 + }); + var layer = new Kinetic.Layer(); + darth = new Kinetic.Image({ + x: 200, + y: 75, + image: imageObj, + width: 107, + height: 75, + crop: [186, 211, 292 - 186, 285 - 211], + draggable: true, + scale: [0.5, 0.5] + }); + + layer.add(darth); + stage.add(layer); + + //console.log(layer.toDataURL()); + + warn(layer.toDataURL() === dataUrls['crop and scale image'], 'problem rendering cropped and scaled image'); + }; + imageObj.src = '../assets/darth-vader.jpg'; + }, 'create image hit region': function(containerId) { var imageObj = new Image();