From 322e88d454c98730886a4891005869f8a0969065 Mon Sep 17 00:00:00 2001 From: Eric Rowell Date: Wed, 30 Jan 2013 09:50:36 -0800 Subject: [PATCH] new fillPriority attr which enables you to easily toggle between different fill types without having to null out fill attrs and reset other fill attrs --- src/Canvas.js | 18 +++++++++++++-- src/Shape.js | 19 +++++++++++++-- tests/assets/unitDataUrls.js | 2 ++ tests/js/functionalTests.js | 2 +- tests/js/unit/shapeTests.js | 45 ++++++++++++++++++++++++++++++++++++ 5 files changed, 81 insertions(+), 5 deletions(-) diff --git a/src/Canvas.js b/src/Canvas.js index 4a0400ef..248915df 100644 --- a/src/Canvas.js +++ b/src/Canvas.js @@ -262,7 +262,7 @@ context.fill(); }, _fill: function(shape, skipShadow) { - var context = this.context, fill = shape.getFill(), fillPatternImage = shape.getFillPatternImage(), fillLinearGradientStartPoint = shape.getFillLinearGradientStartPoint(), fillRadialGradientStartPoint = shape.getFillRadialGradientStartPoint(); + var context = this.context, fill = shape.getFill(), fillPatternImage = shape.getFillPatternImage(), fillLinearGradientStartPoint = shape.getFillLinearGradientStartPoint(), fillRadialGradientStartPoint = shape.getFillRadialGradientStartPoint(), fillPriority = shape.getFillPriority(); context.save(); @@ -270,7 +270,21 @@ this._applyShadow(shape); } - if(fill) { + // priority fills + if(fill && fillPriority === 'color') { + this._fillColor(shape); + } + else if(fillPatternImage && fillPriority === 'pattern') { + this._fillPattern(shape); + } + else if(fillLinearGradientStartPoint && fillPriority === 'linear-gradient') { + this._fillLinearGradient(shape); + } + else if(fillRadialGradientStartPoint && fillPriority === 'radial-gradient') { + this._fillRadialGradient(shape); + } + // now just try and fill with whatever is available + else if(fill) { this._fillColor(shape); } else if(fillPatternImage) { diff --git a/src/Shape.js b/src/Shape.js index cad98ad5..f2434046 100644 --- a/src/Shape.js +++ b/src/Shape.js @@ -24,7 +24,8 @@ fillEnabled: true, strokeEnabled: true, shadowEnabled: true, - dashArrayEnabled: true + dashArrayEnabled: true, + fillPriority: 'color' }); this.nodeType = 'Shape'; @@ -167,7 +168,7 @@ Kinetic.Global.extend(Kinetic.Shape, Kinetic.Node); // add getters and setters - Kinetic.Node.addGettersSetters(Kinetic.Shape, ['stroke', 'lineJoin', 'lineCap', 'strokeWidth', 'drawFunc', 'drawHitFunc', 'dashArray', 'shadowColor', 'shadowBlur', 'shadowOpacity', 'fillPatternImage', 'fill', 'fillPatternX', 'fillPatternY', 'fillLinearGradientColorStops', 'fillRadialGradientStartRadius', 'fillRadialGradientEndRadius', 'fillRadialGradientColorStops', 'fillPatternRepeat', 'fillEnabled', 'strokeEnabled', 'shadowEnabled', 'dashArrayEnabled']); + Kinetic.Node.addGettersSetters(Kinetic.Shape, ['stroke', 'lineJoin', 'lineCap', 'strokeWidth', 'drawFunc', 'drawHitFunc', 'dashArray', 'shadowColor', 'shadowBlur', 'shadowOpacity', 'fillPatternImage', 'fill', 'fillPatternX', 'fillPatternY', 'fillLinearGradientColorStops', 'fillRadialGradientStartRadius', 'fillRadialGradientEndRadius', 'fillRadialGradientColorStops', 'fillPatternRepeat', 'fillEnabled', 'strokeEnabled', 'shadowEnabled', 'dashArrayEnabled', 'fillPriority']); /** * set stroke color @@ -309,6 +310,14 @@ * @param {Number} repeat can be 'repeat', 'repeat-x', 'repeat-y', or 'no-repeat'. The default is 'no-repeat' */ + /** + * set fill priority + * @name setFillPriority + * @methodOf Kinetic.Shape.prototype + * @param {Number} priority can be color, pattern, linear-gradient, or radial-gradient + * The default is color. + */ + /** * get stroke color * @name getStroke @@ -424,6 +433,12 @@ * @methodOf Kinetic.Shape.prototype */ + /** + * get fill priority + * @name getFillPriority + * @methodOf Kinetic.Shape.prototype + */ + Kinetic.Node.addPointGettersSetters(Kinetic.Shape, ['fillPatternOffset', 'fillPatternScale', 'fillLinearGradientStartPoint', 'fillLinearGradientEndPoint', 'fillRadialGradientStartPoint', 'fillRadialGradientEndPoint', 'shadowOffset']); /** diff --git a/tests/assets/unitDataUrls.js b/tests/assets/unitDataUrls.js index 0031f9b0..a2d307cc 100644 --- a/tests/assets/unitDataUrls.js +++ b/tests/assets/unitDataUrls.js @@ -4,6 +4,8 @@ * urls will be slightly different from browser to browser */ var dataUrls = { + 'star with linear gradient fill': 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', + 'red star': 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', 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Gayw8jh/rjm4m/X+5EGEm4fIQIY5LzSRqXsG58NeWyA1yIQylZb4oCmiB/lpx3gbUvLcb6dbKkfEfoWFos86ZdoCydqfNFPMSrClbdo4xxOrGBb6zGqVBx/+jDKEaiXtG3JWb5sBL1Mk6LsH7hq/6doT83WlmKiucY969/9CgsSHkpfKiLCtoao8e6w4R9cVL/2VNjh/vBjaeEN+8931ptmDFL7SHjo1+k79VJkqI0MuWZoutJ09pNJiJAGv7x54s2nt88W2vB9xJtBDODkU1gTCouJb3PpN+oGMYXfKNsYRpEGfjlubdwYNm38Fups9gI5qx2PPRR1OovxTTbuu2G2tOSzdaJxGdJf92couNwhOxOi32Ng35q1OcWRCsQR0lYtR68eioM8nnsMcvlHvCv3obj2iShK/B4NOhOhzfF+xWfqeHwMA+OLMetLh6JBHMTy5pVz4TAXov21gXB3hJt/pPQiZ4x0dCQXxQaWqQBRu3krClcSIUWDNPiLmHLGluXyI6SOHvPv07EiOX0gZPJ7PptyzZGpt0IRXq86iOKyn7+yaR6Buoc0UGHwPhvpwUdi1jjoIIl6GpYdf43PwLUbAieS4BrJPA7pyCMYLeGBfj0Bjrct0vhyRPE+iBRfb++SfE1qHzCYi2uHlcMS1CVtFNNgRaduRq3Y2iCOifhTzpwZS/e1ECFvUroZ3v+MWr7aoJXI29EZb7WX1wWZ8b62peX4zqYt9SNCX8FE5+kXog1c1cofrEbEJaWIKHPY/AawxWtRm7dGxY8fiLqgk/+A82jbKiOgjPMu/6PoZfQPCzCJa4sy1mzwOtQIboi0bS/KrIUZImVo00MQEToP59V09WREbA/EJKQXFRMZzBik+9JvkfgwGsQ9lOjbFBnKY0uvZohYxJ9pqjXan3UMgRkkQilkC7Z+KQr3ttlzOByvB3ufywGSSgyFfS8GgVdyt9tKu1KRL6JIPRKUB5repo0cFNCGIzDTPYbRh8o93nFy0/wHZ1h58F8XTmIKS9Ln0LkUR5rFsOZCz9HS/7wP0kUgE9thECyPv8AQN+DqnTwzX2mvDxjtkVs3zTsZyam0b1c4mZQmIrGBw3jllsDksPq5wyFcP+vhSLedQ0eRIzC9FRcqNFTRIR1MXI5ay7FnQrwU0b3qaq8+Db0FctgGA/KfRYTyKpgkF6xSqcnleqQy5wJ7RQKvRe1XWSh68+8xppNVF8fB/9I0H2XfIMO3o5bsddwmoZBDb58Whtd5wFF/Fqv2nvOp2ZfD51GI/6whV4096+lNcwpxo92JDCkdiY9egcLU94Fk1vTsDHz+aNoS8c597JEg3s+2NLR5TWpLCyG7Ten/6C+K4/Owjef8Dh9uml8kQgwT0wfh/KdisvMVkPtJ3Hito/36tA18wCXfGhyB1X33Qf3a11j/oyXtJCE86ONydPZ+6EfbBPjD78YiF5Q7JCLE/vOd/jpjkHS4JEIiQ4wO5bElRY3oy8qVZENL2ieuvghMYkFFRCg5T4YtOXNBiPRjqGt5YaW2pQTzUUiBnHk5PkUk5L0gCW1E6JNIQ81j0bJmNZoRq4CO4VI48XvAUVyNOpzaLOmNSIUcjRCslp2ujYH42qMwaPIexZEGC0UeONBogMj56XNAzHbBAFke14FgbAjj7REhnqBVcjDCf8VGgicyYlXBfhdEBH7BwY1OArO9F90bS2MPnnlHtyPql34dUoQ9IlQWHMbZlCJDoRZmrF2KA2AkQluB8FxF58RIk4gZMPgF0oQPhZMvD6b2Hga9+hXasT7ksvgT0wnTq7AS7YTPTXfWFyC69pBP446Q4SlIn+4/b/r9p1CPsDFWoSWHyQPO+sRHQG5Y2j7TI05NDleB5PVbMVm2+N1IgRzGwVI/XSPd2Qy6g6hmzcQPeSK+YxSLeGtAoj3RhvSyLU1Xjsonk9rSQuDeRoRSNOQyPBT+NJEhpsdIhOiPQISeDD3+OuomJ3HjtU629okTJfiN7z0BUVJORgYcP8Eqxscg4q6JZy+6zOtI/DIR2hz9aIt8vw8T43/DIoJEgJQeVFSM98gr51aKCDHqHyNDJEOxeDpGhQZ1wt93AIFJLUjhTTphEgQaKZWVRgvjXQubIi4CoVifTrbl+A6Wje/FwQkGdgxmsW1po7T8nevvGaHh/bRztTZsJJlBGzaCI1+EyEqNCL0OEZ530qhyGmYtDHZTaN86vFdxnAaCtifqSlIomd9zgOAz+DeefyYG210rS9qvRSRho4/gnFCUGwuTDwQ2JyG9UYN+B6QszuesJUeTDsC5J+M5k4qp7Nv2SJlcSJIjgsbZmpafKsTMiEgsOtRsinVVkHeb8x7FaritwpbAaiEdEzup9uBZB0OPPoxUYa3zT0bUZD4I0eGoFzpOS9zzg1NqEt9fzzof7K8SjxugP+uhAJWyXPB6hPi3mN7az6Ko+wDMeJPT5gF9OwbFEW16OUp/h5XDAqQSam1re9ZvEAF7EAvjc1qMOD4fuvNJ1ILVdOf5IIGfZlpV9WWyX61Msi0NLdZJbanfJpofR3T9RZBtAz+afConmSIBkPXe8EPfRIr8dvMPmQi9ERO0N7P+aMCDT8OimD254lXpd02miG6ICN0TfvsqlD7UUmOJ6F+K80WEGBWifpIMUt9FhDixU2qMREhkiFEh+jFN6mJkSrWmQ0vbJ66eCExqQbE2hYpJI6WiMqedw7lz8L4I0ZO70dlWjt9ixrMd0lMkQq/HLPatSNvUDCzVbZAIRdJFEsQolAromM+HUS1BjU6NCB2J5d7HMm/OA0bAYsMptG1dkrjiSPn50/GhZsrsG5+Xd8j+AQaTxz1o+nVTIBIbfxKfqyhXgxNPxfOeBXw+h5U8Nei3/ygICg01F73uD+y+gOdMKqbYyl8jErAjB3odKpgm0aGzIBGi81Cenc6Fn+eVffNBDPrtjzMdkfZP0v5SwOoaDchZLgyjzwHRmUJ6siabs+Bcd0Nq55PYt+dAEMV4/BE1FVtDhy5GJG1bRD7iwZqkbUCAroFMl4Asl/e+Fc99MK67BGQqhfJ5oL//idU3b+GqtxkUxCA53ANtXYgI4aAicPXv879CGuVc/C9H1g6AnrWR6Gc/DXqlFWOcWFD/qdeaVGQdty311+ZBMhxkSxzEL4I/a9tNPBEhrpIlEWJUKEaE4Ff2gh7Px+rGGVTLpm+fMhFaiGjQplsNtnRGfLdGrd8CpqXyquBe4bbGDvRjE9brwb5qPvt4+MTDRYRIBJUaG0SEaMOMCtGXyYfF9Fgs3B7cFZ+xWiMwqQXFVSwiDEqPkQzlIr9jsZT7Nah/qB0XXI50BesvQIRehYG/bQ+hVCQLIpOIkJx2zBnzM0RvnoXU0+fg6Gtdey0IwDF4nlZZMdizGLPmWsQq5ed/ghPYL85ARLjybOQ0hIefyOXrxZGIEPujouFc1Kt0174YbE7FAF0lQlh2fyFnTbkg+xnA44uot6qd+zQUCX9VgxkxYbtEDEXYyp2849JVpTbZfjoFPpeOTkSITkTh5RBa/geiVm0/IZJWNz06yydEFz6D5frPBc7l0SNC/IJ9Vp0E01IgQqdDbx7L1VLFkaI+IKpXohZsM8g7Hu8EsXrdj1ELBlL9tjfjmwK8oz8PogMcPoXahRLXS5Fi2pZF2iR+JIY8oCSHo56ojDzpmbthZc9ZqoFQP0gsKI+crp22o/owcuAMF7ivi7ZMIbpVq5eK/b4Zg+p9sZJxUa7pOgADxskopK3pzpdQw7YfZuvpy2hP1HG127a04ieCKMdZsCWmX8/Afdt2Re9FhBCB6UWEQmpsL5CB+ZiM1WT8hJdiJRa2yki2zcmY/DOvV2R7jD6d+E9IE1dW5U630uWfJP9+Cv7Ii0VWWqnI8QOvjdC+tih+LyJEX88XyWBMjbF/Wj6viBBJkCNCbSLx59MQmJQI8XrlemN4nayd7D2/DsBg1uaUz8NgvhPDpxiEN8asYREGuNosOO3Nw8iRBn067bJ4DpGU4zBDOhwDaO1IqScO+GRAGHjXhAEuwWBRI0KfwID4wjOyAxERCisWvoUBf69KQW5KjaGtvZU9nLnweTkytA+M+MuPaUmNnYj2kQSwj7hmA7y3rQo5CdGCg76feymyxvZpxsTBmOQi14z0VjWV+w7xex4x185ZFB1JnFVhQGZZwAl0rpXCzrSc/+34LhfaJmdLh4X3z4EIPZurnYojESGk6a5hG2KNCyNEGNCP3xJh8cqeUozs7IjB/OfQlTKtuTNm0b+ETq2D2d8UVueV9V8XISL4LRCXmo58DfLeB2QiLcUVEQKGm0LXrkLdV23GeixqlI6knlButAelbXPfUwh/HDlkItQL60NvTwUpfsYLp+OoT05G/duBjAqBRG6I8xdj8lBrc6qVYs0TdVKRXC1PptzYB9vSrNqSIqxnwM7biNCnUOv4AtYIKSJEfxqI0Pqwk+tRR1eT8Ueg+4ecnjVDZFdRbRGJEfVyDvzzEthxbbl+u1YibQt9+w31ubZaC/6ILmsxnEutH+/BYohDWQNHX1+unFONkIql6bc4eZPf4t8kR2WNEG011Dr2a7u/6wICM0GEFOKkUamomMaqnC4Y/Af2wi6+SGPUjk9hRcALsvNO6RAUeNbSIUuwKmkTrjCjUdOQRYSUFiPZwHEZ0k73o8EURwrTgjwsYHvzsuM1ca/FIEK1tF1arYAlnb0Zs0hGHijmo1B6bxR3l0cqliZhUzG3VvWwfXj2U9H2ryA6VoN+JzzzPIaQiSNea7IYeN96+1J6CCQiER0NZmwj8YgzJjZQszE5AD6cg6BWGdGh0Enx2XRYdCh0JnoxTQZn8lsQ2gcyrVY2HiT2g1jx93KSzFi/leuqToFMaoXJlMl9EfpeyOezD5Qt28UD392d+oD9nGoO8jTUlj1xj5WbsgRt34SrDvOqt6sPQ0Zhy5UlxHOuAw73p2Mtjh1IRFlEHCNC0Ou1IcPFb6zrZapx44yX+LEfigYpKqfVLaPKQWlKhfUpG+B+T+jfAhS71zD5BRYT7MICfwwMc/CaQq1RzZauOQf3QQ1cIugxuqo225ZW7FkzS7akVUzzgXVbqvkzqMN53sWQUUyN0b5pK9C1u0Ln+JM/G2R5RXX+2ZewrQRIerJx6iT7If+QU5+9Cc2Q/uE7D2uaf6ls78CJyemwgT1aVjwmvTwdz+ckTMvn+U6bwbPn4rUEEayaTn8AtUOv+A3Oi0QokMHePkIkO/RT5QQu1gdpOxA+l6+2DWKnuwZ/slojMCIR6v1GDpztnUBu0qH0GA2OBql6AxkejG8BDLqt+POVIDjv5+DDQRqK+vsng7AwpVY5nvK8pvkGBwiSkTL6gQGU9jE1r25QqXYEA10qdmbb4AzW5ACHFEmNCL0fZOaVJEIaLGiIIl0YsOdjJVGNCKUtATCTS86KDic/q7fkFY1sI0IPR578HBor25hXqV2CaEpt0KbzeRAGukt4vgrV5eiID0kFZaO0V8zRU+7aHymmpHgO02OKCLEmi688s7oIK/e245YCbUSI14sIqcAcGJyKpd61SEYiQohMLJSz5rVsD+9PfUBU5w9Y8r4V682GOM5HAfAOGADSIIPXx1FXdhBWn5XH3+F454hw5S/Tz7+wtkuOk32ho8zF+ZcD6/tyQCoO1hVte2TTXM5ZqQrrNfPO6dqx5MA+0LmrYJ1yZnsg17MQFartJnzuQqyoY/qY16I/f0I6cnOkCGtHSq3yPNkp9Zt/U5dsSytIwyzZUrIzyPQM6H5bROjUozCBwEQx1QfxxQleIEKcLFyMiNC2tPvioH9Im5WScMhfFj5sFL3cADpxLey4RlYYuXrF2fClKAloS+G+/BeYLEE/0xFW0RKDuXgtQW1e7d4fRaT5YPjuXlqMqbECg4Sl0mIiQqpx5MQubqoYV4yZCNWdQ+c+HZUIoXi14YxbB2sQTsV/YlSIA3AgAd98LnZH5XWVg3UNm38DRiCFxP/fjpVjr8MqndqRakO46oeDLI2BzIfOm1b3QXcAACAASURBVAMQ+nIZcte1aBDvlfLt5+GPUO8zB9cvgrOoEaH3gDQd+lOcz4FQzxMRwmfzH1knQmkfIaRsEgYqPtUAA6e3Dz5rS43thgH1LA7AgUC9Y8emeS1IV+244nysukIIPD2rjJBFQsFBNNeOJGLEIxIh/s2D5KMkQsq3w9H8CkRoR8irFs5KP9lAwsS2KD2GfnwTxcxt8p9GhHhdjpypLf91H/ysClKJwxyHI1V4PGfQiCQxKrIx9OoayKLmYMv7nYTrDjoTnyqMrmLpTPDfDZ089PH1VvwBKalpaVvKQ+lJEbs+ctgAuDENegvkswXI3GK2gy86eKXqMjG7EivlytootixFV3++vO+UY796jhsxKK2LRQW9BQ6KJNJ+bUvLB95g7z1yPkO2pOXc86FfbRGh34JYbEdiLyLECSJ9CvWKPhdE6BgQ3SMQna4dV4N83BtL8FM/SCBUbEx/NqJ/+CaiQU+qFEgnnzwP94NuvhG1dG2rya6GTd6buklbyKt2k52CpMyFri5BJqAa5USkaRdioPYrPRgwSBHcmM4nGSIR4iSC/iwv9Eg+JabnTITqitO5T0clQkzFHDQdpfRL3Rz8OcumgWUy9Lev1X+GQnf43K9RRHsB/sfBjwMO2kOech2iIP0Gr0eiPgSBpF60ZT8Mlqfs3b56Iv3sBYt1FTnJhXdz8L4Y/anVCJ2ASMWr+RD2SekDOiE6EbT12yBCe24zHYvkGJCS6ZEnRWnydU+HU/oSBtQa9I9DTcfpdA6KKOB5d8ffUyBr/fB4xFGol+ENVTOlARiGvg/a/mXUM+l52yNcnn5eg2kcykrF3CEKkwZfzawCEToADuzTl+drK8byGRRuPo+Dd44KXv/p6UvY42WJCGF5bIoIxRQi25YjQndnsTBW9g0iM6w32gJOcxHxI4nBi9sjcAVhLT1UNn9bRFIuZZ+JDWeQfD4dZdbpuSAqbc5a93o4CuyRdVoRTRhBDkmHEWWNepFq2hgtJRFivzBR+CX2ONqpZeHBoahVeg9XReYBZiMM2m1FqGpz2sSTeOci2v1QfG5bmn1bEhE6Cjr2pivwvH5RcOogyNABIBovh9/ZlRO0TITmYpAfpJepoJ92XhKhIf3DvoiEti3wSBNMFt6TYMDvL0LadpNK7ST17UT44ZexxpBEiDZKO4Nuz4G/mUK0v81O90IE9Ds0DGB0ACaGJQbJPkh86KsYwaYdkxgpGlRLiZkEyQX4fdR1l8vKiNAEEKZamo/gBlpZkws02aajsb/LG6DwM3UcBJJ0Eg2DAxNnR7mIew5mGYsPqROhtGyTREh1H4o+ccDGZ6dhFlZbNZb2qkG+O/VLMzGSIf4fzmhf/N3mVPbErOg0ESGl/nDdtx9XJ13j4LM9CrnTHkIqcqeTVZook480k5Jj0eyK5AgkYSmc3qg7SLe1MxEhtKeXGmM0SREhhrBzyPtyEONaWiredzH6dA/OHOkweS3rldCf76OO6PHb9UfqJkZh0K8lJHGcPdJx8h50ltorizJHZKom85mQw/4gQpNslcDoaookKQXKPmCgORHkdJRVPoP6YltagdCktqSdjpcxBY+IyzAHCf/m/wM5q6YPOnsm9LK2p9kw9yvPqfXp0qdh2wlGZIojTfpYvE+bYXvg396A6PXRmBDUxpYbQYDug6jldbQt6if9UE5pXYE6wi24Om6Io4ZBr0iaRIiESLV1igbxmSqQNgkaAuUunTJqRGgGiVCapRBrRj/4YiiIA2FO0/wOK78eQCIx4fG912DwYoEvBzSSGBIMEiHUnczB+2KQllpEqEeESBJiAWwuVPwucvN7PGB641LKARGMRHxUMM5IDfsHR7EfPmubcacaKDoIkq6wIo5F00v2778x5bAwPQQRmAs4U6LsNchrZZmIkAqmtYSeJJIkAQPrjSiIHOdHdmvtS6vGEKG6RmSTZJhESKtBcprux5gFP3qH/j1M++ggVZhIHR1dLsR8JmaRn39K/71WfoZ+PpKz7BxJWukXu4lTXlm3Ju67BLU1/TYIHVcOzwb5/+y+/dvZ794pugoMVko9ZDL0Z0QU7wOiNelhW1oZwUltSYR7KaJ8a3CBxRBHinyiHGERbZX6CrtcG5OWaxHZq+2QP8QtVzql7NPxiELVVm7yovTbiH/EH5y8kWTQduHLrz5h+iIFPeTHsOnHMgLGa5TSAnE5EZHIYQl7DYMUBVJNI/8WEeJzOCmqrVgbFRyfv5oiMCIRIgqT/qxC+vVzDPgXKhxPshOLfLXKBoZ1MchQrRBwWGl89Q34oU2k51KagwOkiBDD0HjNwWsxyF0rEWJOW4N0JGsYGL+L9MQeD5zekpSGw0qnRIS070UgQvtjZvUFFITXoE8FrDRcRZJUwIqQ85p45hLU20w6CKd0CyM+PMIgn8gDHQZnUJqp0ZmQBKlgl9/hnNt+gkt3GVYKKOhG/c33sQz4peh3PBIROikTIRLMkggxdI7nvwD9527c/SKYR34bm2XSEYpI5RUqzAgsxoy2bUNPtudlIBAnYsm9yFNvRQnvQYxErND3tLJx3nDptn4IlXLYEA1djJTqoBRg7Z7cEuDBrN1SijkSW5IhyO3PsLlJyJBtaTryM2FL9E3nQl47U/9a0mOlzaQUsIgQbRNEfl28rn13/UeWh7dUFFgH/7AWfB+3YKgtl0/1ia/PviIU8nMSdy9Edq7Efdp0eatLsLiAkxxNuGC3a4EMXYf6z2HIXC8NXmDQI0KKCPEZ9KeqDaIdOxo0ijp05NwxiBCR6a0eG/H6PyLdtDUMZKUVVSRBuWYnEQCSFS0HhYH1KwZsk1IqWGZUhukdGgPDoors8HmZCPG5l4G01Aqsd0VB6tmcWcSIkKJW6Pfx29ZnSheiLoZ1OD0ipL0vckTo7ri2tiScBHEXrHA6j5iKCDEczegQCQIPnJN+mBYrqcY56EC2hrO8igRDy1h1I86Y6DByoW2KAPElEiSnkmdXSyHLNeYNbsXbsIfIGzBrfB7qqT4FohdVJi13Pxn3YE0Z+6jUmCJCbCfJGBzbAkSi2lYepjQrN7EMRem9/ZPg+I7esj3VuhD9vRdrHNqOQIIiSTwJKacXoLh5nKNNDv+NtMJLEL0a5Uj7GIFk9n4Lj1jG/WEo05yG+BDafAjSjKMctqU6WjNpS7TFZdR51s8MIEPJZrRAhXKljTJyy8Ef7z9C/eFjuM3IGEfZpxchStn2W4d7wr+ehlWavXo6GjbtlzaIPpyJSHtbuu4g1L2dxElLXJiBSPo6+OxaFHcP2jy0FYNaRCjWB5kIjaEVXbhkRCIzDRJcvxQRlX5h3Vuh9Gvujitp6CrQpbNWuklESIV8Wq7Kh3HQzfuprIVBccmh/WfiXzy3aZ75dVxDAqOCuZIIhRqhFIli5IbpOJKlXLzXW23AQYTfycADEVJYOpEtOiJGTvQsDkQ8N+59kYlQijYo4qL6GzozGqz2OGojQjyHsyiGwzGAT2FbgrXZ/gHHYT9qmnezKF0rKIhrmTPXMvtcaJvayGfxnS/l2hVmplNBe29BAf1dK/uHpO0KTsI5KjDX4Kz9Q7R6jTpREiGST34fiFBy9MRLWCnCJ3mSNBJv4kFSxe9jNIf9jUtn2Q4eShFKP/We02G9FS6qaaCcSc4od+CzHguyUec0yHnzUcPKYR20c+rY9tkxSTOXRl/EtlOv+NJ2BdRVviLeTKEo0oc2r42+TKGOo5/u2JayfhRvw8ow+a5hbUm6CJ37KxY2rPfDrJfFs9PPEc3PsqaeUq60UREhLRmHfOdC/gsRJVyT9jfgGLlPmizlCHFvokkd5PNy6UEidZrM0S5jtJb4aIsItpskhsvrYefHojj7NZiw1SLAfTFQfVCsEaqlxhwVGqQSHft+UiLEwUL7CGnFGB2wlmbzMxqsztO5eW+W3mosGgtfJCZ06hzI2Dbta8PBjwZPw6MS8/q8MqlXV8RBjt+r0JfOgX/T2PhdLHpWBIpGm2t+kuOSYcbrtMcNz9Ugy3tpNlYSIQ7gvKYfEYozIV5fEiHVFsWIEPstIiSCQqJGTOWAlEojNiITvIbPE6FhH/mZwsWRmBCDXFeSsOA1WkUlh8LrFE3is9lXEVvVNtERRifI9miJvgiXiJjIsVJjvJfaTnnmiFBvNQj/T72gfqj4nc/KBfArES/em7jxWbH+R0Qwk7neakc6aqWXVECuolTikdMQiQRlIpTuGwms2qHo5rhy4H2JuVbBsc3EXXjRRth/ESDqpl78PCw+6EX68qQiyZb348HzRKYkJ9vSclKtCOO4MhzWliIp57Oog5p8sR2oZ0ybKlLP+X/KnOfRFilT6iInCfJ51BnJVsREUXBNTCbpE+2SfcsrGdOztN+afBftgP6LdkC9FDmPNinflAumV9rAlT6O3/N8Xhsj+fy7hgEJkCZMnLDECVyZHjMZykrit/ErM4kdByLNpjnIaUNFDmR80TC0NJsDhc7XnkPafJHORlEhGY1SYyJCHIBEFvLqhN4AoFQaFVszJJ5P49IqIBEhGpT2ERKxyXsQ9VYx8Fq+aOx0UFrazfNF0tiHXKg4LSKk9qlGqEiNpUFZRIiOaxARIj5KjYWIUCKGHMzYFvZLtVZspwY0LVOtESGRAbY3Fxb3ZrHsOwdLvhRFEnlSVIU6QCclIsT+lk6XfVd7VMSsvL4cE9svYqzUGM9l20sipJkeP+d1xIX3l5PngBHJdHxmrpVJ94x1A+XzeU/qb97OYaVft9ZeJRp0KAPqgQrxKQMRQDlr3mccObC9ehErvqjjGiiVShQZioSIf/PzuAJPxJ02wQGC7dakgudTz2xL/ze2pEGZPlITypII3RPfUb9Vbxij2IpQ0p/wb6W+aVfyr5GYUM6T6GUk5/Qd1H/qY/TlbGckQdRF9k1jQdxLSBFytl+2JX+Pj9K9FSWnfcnGSwwUGVM2IC/wSHYU/V1ZFsBn+OgwApNEhFRoS+UWCZJzjrN7fqc0BaGuRYVoQCIaGsTpHLSyQERIqxMUEdJMVgXWmsnGtA6vkbFygKMTUCpB0SB+zwGSA5sIFK9jGzTTKYqle9EZRYR4HUlDGRGKKRu2m9+XREiznzI1RmeiGqEYESIeGsyIaXSaMRXF71QAzWcquiPHIDJC3Pi3wvkKfYsMaQbIcxTJ4b1FhIg/iZDSVHTYitLwM0Wo5Py0xJv3oh5p7ykVS5cRobgihDiLpIoIKRTPwUJRtKhHEQPixn6xDZQFMRcpF5lQO9g21U0pGkQyxhB8jAgp2qjZsJw1MWHfxpEDZcQ2SlaKGkQixD5S9pEMsQ8lEWI/oy0pusp7RluKEU/b0spp3XFkSMyHsaUaEVKkjj6A+iQiRP2mL6LOUn58hoqOFRGijmuBCPVDkVpFaKgfk+ilCDp1hAd1Us+hvctvlZEgZQY07rDfbGdcQSZ/qqi8fDB9NtuviWUNgxgZ49+8h3yefI4mfq4XysLz2+QRIQ4AmsEoPRIdsWb4JEM8N0aFRJ5ieL+cxdKJxIJdESFFaWgMfOk5lGnMzauuRQMejV81FEod8JoYeRLJEBGSQxIR4v8VEZIDUm5eRIjPoRPQwKhaJH6uWiSFg7XxV0z30HGJQPG5xJaH6lR4LZ2dQuD8nufRCfGlOiu2k8+L0RCRmrzPTvpeREjnKRIkJzIMEaLcIxEiGaLTEhGizOT4olNiv2I0UbUtIqfsq4iQaqpEhPJy3YQVn8fBQrVm1CU5+7B5W6/uSWF91SgpKkK5KTIiIqRaJbUjF6auFJVTmk4zb6VWKJtR5aCaHpEhykor2CJpFBESGeI7217WCVG+GjCJp4hQXEQQ02NxkFSdi21p9mwpEqGY+pQPIRGifsumFCWmflI3aKeUq16KVNK2KEvqBH3QTPgH6oP0UkRIZJp+i68YCaJtKwrE9mgCLVIkn6CJKP2h6vBUc8l7CItIhFRCETEQkZJPJhaKatOuYkmA02OUiI9RN1RcCTGlxeIMVTNqOlUNKCIpKkKNkSQaEAczKnSMBiiVoLoMkhMqdIwIaeBSBETRHSo3DUM1Iapp4XNVu6Q6Jn4WZ76KBinawu8V7ailxnieDDfWFUXnQwekNEmMCPF8XavnKc1FR8eBNKZ5FBHiuZGsaf8ORWTohEQOVeeidJScGPGJRChGg0SCVFOkPHtMjSk6EVNjqlMiKVGqSqQkzkBVI6ToEpVKzl+p1CgX9lXF70qN0bEpbalaLM2a9cwYjYm1ZrHeTClTkhXeR8Sa7c0/NdH6syMisDE9KQIrEsv/Uy9HlUMkrrGeS9FXEZ1IehSNLW2J+GrWrbSvUsYxakC82P8YFbIt3T62VBIhpZvj5EJkqEw3lyRXMhbRl0+hfoukiEiNq5fyI5EIyR/HyHks2Ke98iX/r0yBaoZEZqibtC35OH4e6zujbSnSHDHgtTFKr7FDtZHlQhHah4+OIzBpakwRIRX3Ke2kAUVkSEt644ocXStyoqiRils5Q9CgL6PgoMCBVM/TDESpLtVE6B5xlVBcHaQZCu+lgkZFnhROVSEyBx0NEjHSohVtPF8Eim1WakwRAhITkTX2UZEOXRcNXnUvMbrDZxM/1UAp7SdiGGumdB3fFdUgznRAMf0lZyAyIuKoMD7vrZdSSTUipGLpst4rFktrdqjIiGQTixdVG6EaAg3ebA/xiSFvpcaEswoplR5TFIq4sV0azEmeYnSR92YbVN8gGUtWJRFSZCoWY/KevIcIs/CPznocOSgKQ+etegwVdivyqkiqokKxNi/WY8RJhfofiZB0ThEh29KKH2bWpGIcGY5iS5EI1WyKkyLZVNRvEg35BeoK5SpfRN3kBICHIuGqj+S7ou+j+IcYHZQ/UJ0Z7xejilohJt8jX6w6N0WBFTFSmk/RrVjLxj4oMq8oO+1Uk52IgSaY9BmKLPFeMSoUx4UMkd+6jMCkREhGG1eBxZm1BmQOVipALclQXFWmQVLkhIMxFVuKzM/LugYaRJzJahZCufJ+il4otSB50xhUO6LVNDHlpGiBIkKKcqm4mgMgjUttVOSEz+OALseg9hEDESGlKTRbKQdUFR5HQsN2K7KhaI1mfbXnKT8vR8P+x8JopcS0okqYi2gpcsL+xdkU76FiQ8lSUT3NOum4RQaUqotL2tUO3Yt900yRf6uWSKlRykWOjZiJcLLfqhPSM1UjVNbn1GTFvosIxBmtBj5+p9WEImSsw1DYnbiIMKuWjPJWFFDOWrLn/YaRQ6wr4d/askBpPJFz9jESIep+jKoRS+0jVBLB2HZiWPafn9mWVviWUWVIfEexJcqKR1xMosFfdTdKCynVHtOuZT2l6g6l4zyX+iKyomjiKP6Buqi6QT5P0XYRLZFz2Tr7Iz+ryRc/ox7TXrSoRpEp2ZomYdRZ+iUetRSfJolKPcf0b0yxxShwmR4T7n7vMAIzQYTKGiHNrGNUiAaiqFC5pF5t0DJuLRuOTkRRCdVKKFRahmP1nDIvTRGrOE7PibVEMryScGngUWRLs6hYRKsBVkYrIhQJFNsp58Dvady6TrU+iizQQcQUIx1wrNmQI+L1kQjJ0Sk0TYcnAhojLSKHIiNKm6lNEXfNymJdUSRCKnyPoXyRoUgG1JYY9ZMceL9YuKjPVaQcSaocWgz7a7AQAdEsPtYIRcJLWQvzWCwdMde1MUWnaEpMZyqqpILvSH7VjnHkEGu0Ym0O5Ug5RyKkNFm5SlOEq+x7nB1HnWPbRcBFsDR5iTUetqXeT670JlozYUsahmo2pUijbCpOLpRainVwsluRXd5bBc2UrV6j+gf5njJSWS6WUWQ+Lo5g+0iKqJeRCMUNQFXPSN+m+kT6JV7DZ7C98i+xVKHEQJEx1UxFPEyEOkx42ro+KRGKKQ1tihcHFEVRqMCqAdJgKOcaB2Y6bdVHRKLAgUurZ2TUJWEQWdFMtiRD5XNUkMrnaPAXudDSYqVNVIwqo9UAqSgKHYNm7jT+OHPXzIvXKgytZ8ux8D5xBZWex8EpFnWr1kOOSNfJsYgUyNHpekUJapiX9UEx9ca/FVKOtSqKssU6MUUFY3o0RutirRivi0RI9QPxs7iCLbaJfZdT1dJ33lvEO+ocdYBHxC062LKInm1XhIXXRjkroiIyJuLLewgHRVZiKlWkQnoZlxBHnazVacUBh9hohZv0I95b6TDqAo84CCnNLBx1X+mcZudxkBR5Vz1dJEO2pRUFwP1kOIotyUeXNqUC+LLGRxFfRVNU60jZiuxrAqO0qnxmTKuOopcxUqnJiPyd6j1j/SVtQxOtkgip6D+WTfBe0e41CYg+VZPfaOclBjH6SXt1akza5fcqApMQId5Qlf8xKiQnTYXVwKJIjTarUzpMDjs67drKJRXn0ah4qEBb9RIiQXF2rGI8tpGHZsgacPgc3lcDYxzwazMXOgxt9kfcaORa3hzbFx2DZu+lsStdwetUA6IBVdGVtqJXOQqt3IjXqWA24t5GQEU+YmpMjk7kUJiwjSqu1nXEVKsAKQ/JJMpfzkrkQoM1r4spopgq49+qZ1J0sAzJ83MVXgqvuIQ8znTZTvWR/eC91B8RoYi5CJuIkOSsNmi2KrmJFJYkpdT/UeUgcq22ighpAGF/hWsczCK20jO1XelbkUn2jYf6r0E3FmHLZsuoogY5TV5sSyv0LE7mhrWlLIqVbEqRFtmU0lpx0lfTU/m0KGdFLeWTdM9R9FI1QnHRhUiWCvk10ZXdyd8qNaaIkPqmSKYIfLRVrS6V7vOaaOci6yUGiqjGFJvIv9qhSLRw93uHEZiUCKmuo1xGH41N0SCRARlKmRKLMwcNWBq0tAJMtSmxoFDkR8+Jhl1z3jK0OMjqOYo6aYCIq5nigCAiJCOP++LIMagIXIYeiwKVN9d1cWWbnqnrOPBFJxEdi2pHFJnjM+LqIRGCcjCL2A8iHRrwVVgtGUTHrVqhGCJnO+JgHVOjqpVRBEjFiyJBeo+r/8oVbyowjWF2kcdIPNlOrVSTHik8LjIlIq/IiDCPcpa+qB2KkMV6KfU/6r/koXqISND7yUE2oKifBoO4SrMWaRURklx5fVyFpiiBitWJTzmRsS0tJ4e3ty3VbCqurJU9xbowkQBNJjXBo5xjfRnvXaakRvUPurd8AnVMeqmUHnVJei2yTF2LiyPkv+UjI3mKBDtOvnhPyURyUftrGMSJSxxH2vxYh2mAuz4pESKCigrFVWAcUDSoaACIhZw8Vw5bBdKRHCjSooErLnnUM2MUolwxo/BsGxGKpEuRlbgqKhIhPadML9EBqOBYxqVZRnQKNNJI/hRK1zVyEIosRBxjGpH91jN1rRyRMInkK2IiPERYShIasZezEy4iDXHVh0gIn6uokIo8a22IJEDRQNUFxQLutshQJH8RLxHxSGSinikaGHGTLinqpwFCchJRiSkmESltOxC3HogRIV4T+1+zAclUNiC51sifiLnkLMKrwVF2Jt1Um2vRT9lUeU/1P5IhySuSeNvSit3yh5XhqLYUiZBSZHEyJptWdDr6JMlcPlP2K18R/ab0J/rmYfukCGBph3FSzGfJz8lHyrblM+RX9V7am4i8ahKFR2x7bXKlCG45cRnkx8wGOozATBChOBDGyIAGFg3CkRDEeoNYF6KZgwYa/V+DsGbwcQCUA4+ziziYxdSYnqX7lgOsBpz4HPVJA0HtfjJyDYrRKej6Wn1OvE7kQiRK15UDpgZ1Xavr5ChK3CMpFAmR3EtnFQf6KINaO6PZSAciVrEdZRsiCY7yV9pNzi8So9KhlniVjlUEXUSjxE2ktSarmLotMYrtKNOENQKsvo8jh5JgR70v9V16wnNi2jPaVCnTGoZle21LyxcrRLzjgo+ZtqVIhmLpgVJPIvpxchMjrHGVVk1/YvR+nD5Fnxyjw/IBeo+1U7JxTX7a/GMkUKXPideo3cNgIJ8WsSij2h2mAO66mPlMIBHJUDmQR8YfIxIxKhEdt2bGMV2i70VQNLuJA48MXE5Kg1kkLrEuRfcvB9hIZuJz5JQieYztkpHzvcSjtupG18phlA5Qhl8rUi2fK1lG7CPu0XG33S/iXmIi0qA+1nSmRoijTCKRLAePsj8lNiVBiu2IOEWZl/0sHXN0yvEeuq506GUb5ExL5x5n8qVOjiOHiL30MRLOfoNyjLZFfRfRjCTatrQ8irEq2FKNDJUyL3WpFmFVyl26GvV8Ev8g/akRoegb9H20Z+Fb+jf56ThxKQlLOQEeFgP5ttiOGNWeiTHQ97gDIzATEaFotHFWEFNm+rtGJmTAcTCMhlYOONGQygFMzjw+J/ZRg2FtUCuNtXxO7Jv6HMlPSRLKGVLZjnitZkJtz4wqFvGKg3B04BHvNnIQ+xCx1+ytjeT1U/ea/GsyKfsTZSwiWmJb6oEIZ+x3G+ZyejVdGiTnmoyjg44Ota3/JQYlMZb82+RQkjaRrTa7Km2qtKeIQ21gqtmu+tamN23PaPMPtfuVWPe7ts0GVxdbKvvez6ZLLKINi0jXyNUkellO/Gp+oc3HDfJzbX5VdlNr9yAM2mz/Djx8u+kzhcBMEqFBDi/OtGUIGkSi4tcGvOjcYt9rA185o689qxx4I4kpBzZdH9+j0bW1rTy/xDr2vSZPnT/ouraBOEZoSpxKIsL/t2FSErxhdK98Xk0mEbc2h1li1IZZxGoc3GoyLomr2jtIbm1OvsSgTa79dLO8dxuusa0i//1I+7Btti2tiPaWRC7q80zaUptsNAks/UxtoqTJRe1ek+hl6ftq40k/e2mz1ZLU9BtbFEmqTTTbJljD+DCf0yEEZoMIRaUtB5h+zytJUT+CUYpomIGwHPzbBtl+4m8bvAapTD8HMcrzhsWkHx7DEqtxCFBNLjVnp88iievnMON542Bdyn5UzKNjHvT8+P1syGEUXR/Hpka5fxs5HEZetqVRNGn5uTXZ1IhQm1xqvrm0z3H9Q5tvSrNKpwAACKNJREFUH0cX+tnbTGEwOvq+YrVFYDaJUBtZ6QfmMEYzjDCG6ddMPWuY9vxfnzMMHuMO9qP0bRJnOcpzVtVzZ0MOw9xzEl2f7fuvqrJqa9cweNwetlQSoLK9o8h8VerTqPowzOR61Hv6/I4hMIoBdAwad9cIGAEjYASMgBFY3REwEVrdJez+GQEjYASMgBEwAq0ImAhZOYyAETACRsAIGIHOImAi1FnRu+NGwAgYASNgBIyAiZB1wAgYASNgBIyAEegsAiZCnRW9O24EjIARMAJGwAiYCFkHjIARMAJGwAgYgc4iYCLUWdG740bACBgBI2AEjICJkHXACBgBI2AEjIAR6CwCJkKdFb07bgSMgBEwAkbACJgIWQeMgBEwAkbACBiBziJgItRZ0bvjRsAIGAEjYASMgImQdcAIGAEjYASMgBHoLAImQp0VvTtuBIyAETACRsAImAhZB4yAETACRsAIGIHOImAi1FnRu+NGwAgYASNgBIyAiZB1wAgYASNgBIyAEegsAiZCnRW9O24EjIARMAJGwAiYCFkHjIARMAJGwAgYgc4iYCLUWdG740bACBgBI2AEjICJkHXACBgBI2AEjIAR6CwCJkKdFb07bgSMgBEwAkbACJgIWQeMgBEwAkbACBiBziJgItRZ0bvjRsAIGAEjYASMgImQdcAIGAEjYASMgBHoLAImQp0VvTtuBIyAETACRsAImAhZB4yAETACRsAIGIHOImAi1FnRu+NGwAgYASNgBIyAiZB1wAgYASNgBIyAEegsAiZCnRW9O24EjIARMAJGwAiYCFkHjIARMAJGwAgYgc4iYCLUWdG740bACBgBI2AEjICJkHXACBgBI2AEjIAR6CwCJkKdFb07bgSMgBEwAkbACJgIWQeMgBEwAkbACBiBziJgItRZ0bvjRsAIGAEjYASMgImQdcAIGAEjYASMgBHoLAImQp0VvTtuBIyAETACRsAImAhZB4yAETACRsAIGIHOImAi1FnRu+NGwAgYASNgBIyAiZB1wAgYASNgBIyAEegsAiZCnRW9O24EjIARMAJGwAiYCFkHjIARMAJGwAgYgc4iYCLUWdG740bACBgBI2AEjICJkHXACBgBI2AEjIAR6CwCJkKdFb07bgSMgBEwAkbACJgIWQeMgBEwAkbACBiBziJgItRZ0bvjRsAIGAEjYASMgImQdcAIGAEjYASMgBHoLAImQp0VvTtuBIyAETACRsAImAhZB4yAETACRsAIGIHOImAi1FnRu+NGwAgYASNgBIyAiZB1wAgYASNgBIyAEegsAiZCnRW9O24EjIARMAJGwAiYCFkHjIARMAJGwAgYgc4iYCLUWdG740bACBgBI2AEjICJkHXACBgBI2AEjIAR6CwCJkKdFb07bgSMgBEwAkbACJgIWQeMgBEwAkbACBiBziJgItRZ0bvjRsAIGAEjYASMgImQdcAIGAEjYASMgBHoLAImQp0VvTtuBIyAETACRsAImAhZB4yAETACRsAIGIHOImAi1FnRu+NGwAgYASNgBIyAiZB1wAgYASNgBIyAEegsAiZCnRW9O24EjIARMAJGwAiYCFkHjIARMAJGwAgYgc4iYCLUWdG740bACBgBI2AEjICJkHXACBgBI2AEjIAR6CwCJkKdFb07bgSMgBEwAkbACJgIWQeMgBEwAkbACBiBziJgItRZ0bvjRsAIGAEjYASMgImQdcAIGAEjYASMgBHoLAImQp0VvTtuBIyAETACRsAImAhZB4yAETACRsAIGIHOImAi1FnRu+NGwAgYASNgBIyAiZB1wAgYASNgBIyAEegsAiZCnRW9O24EjIARMAJGwAiYCFkHjIARMAJGwAgYgc4iYCLUWdG740bACBgBI2AEjICJkHXACBgBI2AEjIAR6CwCJkKdFb07bgSMgBEwAkbACJgIWQeMgBEwAkbACBiBziJgItRZ0bvjRsAIGAEjYASMgImQdcAIGAEjYASMgBHoLAImQp0VvTtuBIyAETACRsAImAhZB4yAETACRsAIGIHOImAi1FnRu+NGwAgYASNgBIyAiZB1wAgYASNgBIyAEegsAiZCnRW9O24EjIARMAJGwAiYCFkHjIARMAJGwAgYgc4iYCLUWdG740bACBgBI2AEjICJkHXACBgBI2AEjIAR6CwCJkKdFb07bgSMgBEwAkbACJgIWQeMgBEwAkbACBiBziJgItRZ0bvjRsAIGAEjYASMgImQdcAIGAEjYASMgBHoLAImQp0VvTtuBIyAETACRsAImAhZB4yAETACRsAIGIHOImAi1FnRu+NGwAgYASNgBIyAiZB1wAgYASNgBIyAEegsAiZCnRW9O24EjIARMAJGwAiYCFkHjIARMAJGwAgYgc4iYCLUWdG740bACBgBI2AEjICJkHXACBgBI2AEjIAR6CwCJkKdFb07bgSMgBEwAkbACJgIWQeMgBEwAkbACBiBziJgItRZ0bvjRsAIGAEjYASMgImQdcAIGAEjYASMgBHoLAImQp0VvTtuBIyAETACRsAImAhZB4yAETACRsAIGIHOImAi1FnRu+NGwAgYASNgBIyAiZB1wAgYASNgBIyAEegsAiZCnRW9O24EjIARMAJGwAiYCFkHjIARMAJGwAgYgc4iYCLUWdG740bACBgBI2AEjICJkHXACBgBI2AEjIAR6CwCJkKdFb07bgSMgBEwAkbACJgIWQeMgBEwAkbACBiBziJgItRZ0bvjRsAIGAEjYASMgImQdcAIGAEjYASMgBHoLAImQp0VvTtuBIyAETACRsAImAhZB4yAETACRsAIGIHOImAi1FnRu+NGwAgYASNgBIyAiZB1wAgYASNgBIyAEegsAiZCnRW9O24EjIARMAJGwAiYCFkHjIARMAJGwAgYgc4iYCLUWdG740bACBgBI2AEjICJkHXACBgBI2AEjIAR6CwC/wvALx6L+Klh8wAAAABJRU5ErkJggg==', 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', 'text everything enabled': 'data:image/png;base64,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', diff --git a/tests/js/functionalTests.js b/tests/js/functionalTests.js index 42dbc10c..84ba741c 100644 --- a/tests/js/functionalTests.js +++ b/tests/js/functionalTests.js @@ -46,7 +46,7 @@ Test.Modules.DD = { // which can't be simulated. call _endDrag manually Kinetic.DD._endDrag(); }, - '*test dragstart, dragmove, dragend': function(containerId) { + 'test dragstart, dragmove, dragend': function(containerId) { var stage = new Kinetic.Stage({ container: containerId, width: 578, diff --git a/tests/js/unit/shapeTests.js b/tests/js/unit/shapeTests.js index 5d79ccd5..41c52f40 100644 --- a/tests/js/unit/shapeTests.js +++ b/tests/js/unit/shapeTests.js @@ -590,5 +590,50 @@ Test.Modules.SHAPE = { test(circle.getShadowEnabled() === true, 'shadowEnabled should be true'); test(circle.getDashArrayEnabled() === true, 'dashArrayEnabled should be true'); + }, + 'fill overrides': function(containerId) { + + var stage = new Kinetic.Stage({ + container: containerId, + width: 578, + height: 200 + }); + var layer = new Kinetic.Layer(); + + var star = new Kinetic.Star({ + x: 200, + y: 100, + numPoints: 5, + innerRadius: 40, + outerRadius: 70, + + fill: 'red', + fillLinearGradientStartPoint: -35, + fillLinearGradientEndPoint: 35, + fillLinearGradientColorStops: [0, 'red', 1, 'blue'], + + stroke: 'blue', + strokeWidth: 5, + draggable: true + }); + + layer.add(star); + stage.add(layer); + + //console.log(layer.toDataURL()); + + warn(layer.toDataURL() === dataUrls['red star'], 'star should have red fill'); + + star.setFillPriority('linear-gradient'); + layer.draw(); + + warn(layer.toDataURL() === dataUrls['star with linear gradient fill'], 'star should have linear gradient fill'); + + star.setFillPriority('color'); + layer.draw(); + + warn(layer.toDataURL() === dataUrls['red star'], 'star should have red fill again'); + + } };