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0%,6.15%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADu0lEQVRYhe2WXUxTdxjGH8vp8bT0G1KKQMdHE626wtZqV618zFjLYiLCnDizYCqwbGB0WUY2sixbjNGFGZNdbITEGLfsQgibGSTDRRa3zGCNxWwiFcJoz2ylfAiljHKgpWc3IyFLV3uOF7vp7+ZcnPd93idP3v//HCBFihT/MxsSvBP884wBQBnKCDXUAjHEAgAIIwwA6EIXE6+5EY1iAoTACSfjgiu2ppMiBWea5MdfbJG8teWIxfolX42TsJO8GltU9bkVr6r9+w07rhurpAt1qFNw1Ti7paG2oSln2fr85uu8TDRXvzQg3QWWLCCWrbLyj8xa88V61OeuKxGUoYyI13tG12hrPq9k84xy1i6yn45Xk5Zo+EnYSSpTvi1m+MvsH51fnCvy2gqO+C0xCWPaPlp+t0q0hzjw4cr9ecvQp4pxU+6jBV8vANShjipFlXiDbuTYQHRkTzggDhJCgvEFJ7r/PSPRRYRz+w6e7dX3tgpHXr9RspEZKnxz6HSG0Y3vO4Hv2qipvdasgOPirOFB3wKcn8MnGTysz8ikdM6i/m/kRPUvtumpS+7RdEoE4cMOdMzEmxE3ujWCw6qrooC+UPmHuk17jLCW6AjQrBtUGrCykckktbQ6SAOuUcAdkIZKzbpC0exA6aRgUau5R3tawz13E+k/NYH1tOSe2Cn/7JpTve0JrlwGHjiBd5uBUBS48AWQM6brq5jefUiGyVgE+Yp2tE8lq500tfmV9bb3wb7xCdi2HrBXboE9cAYsVSSaryFqrHw0BU8vWVfsVf7kp0lG+hzg9QHt14D+m0DFRPmp7mj3r3wMcOYgWf1KzQmVx/Q2VpVZ6ns2qvK1Z9FLegfWeG+zQyKdY/Jd5JSB9Cm//a/PcbIkvAfW83Hx0eMyS9oF2h9Vkf7sWyuhzjtdGI48y3BOXO7YPen4Giy0iOQUmnreMTZtb4Qx4TFOhqQT2PHEEhwcn9P4Q0tSTTojMGWTirCKeqHYXzEig2yZBs3rj4fTDjjgkMyaxs7pG+40U0oGl3qByO1Nw7oMyQzpzvuhP9h/nqsBThFmU5TqcGu5/SvPI/T1eKCigImMx1sX5UCBUDzGdTjA8R6YZqIzwz/fHsfSYxzdn4XWUznIzgNkg0V9JdPFTXwMJL0DAOCCK7LVufcGA4mGKl4wjHmEGP5tDju9uz7oXOn6nY8BTgkAgPbQ8suKSl+tVKzBzfvjkG8CVJAE+AwHOCYAACUPzbTXt7o6A49eIA+l038CCEiDviXfj3wM/A3mEUQxdxBnVwAAAABJRU5ErkJggg==) 0 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADG0lEQVRYhe2TXUiTYRTH/3Ov25xrtmU2nS2/mJ+pqeRUMCydRosCM4ysRZqFFGJQXVgIiZRICZEURh+TyIsIuggrkLzQiGA6v1s601BpTdunbq9ze99uEoKsqYXd7Hd1Lp7zP79z4AG8ePlBhX9Z3H8VSE6KGihDWdh6z/VZKhKGZKUWWIzrLeDFy3+HudbGXdhFJIdFV3D43KoMR+aC1q0d+Zdiv1Abeyy3+mboeHS6SHMQRSnZKcl3GAWgIQMNCRbyOfnFa8ld8QVKmnjv/fOGQrq0cyKNVbc/KG86x2wDKAqgFsD0W2S7DI6ZZ6sVIFby6BwKWBuDycBZF+DHBkjKKZTnABlpBNxMFzQawPTSIsG332eUI5VoRrdrTQIEYnnq8cdguwH9OMDhgNoQAGyPEIDkmcG1LGIsdE6YZNx/wkA5AoP14tsqqEgAuLyhUkplD14ZF2jj8BipaxKgtkn5M+2yR6Pc9uKYcAdnay64iwvAtH4GZhJ40w/Y3wp7g1LGSrtswzK5uIpsEJ2G22zhzR1pufaqjUmJn2adAqaXWc4DNdLjid2SprqQtswb+ecVmXz5C+nogAP3HwJgAVHhQK8WEAjJiJR32cpCOp54stg4HMUv3UhGmio/9pB2f9uWCR6DO7z8dT1AhM3KpyImFRyDTlcQKZYO2thoueeA6YuPfQcz6nmoxL5bzHIGhTCEapVTpV3qa7TeN0KDmhJNSZMbbqoVrbPL5Xv8BeyxSHWsu3gkImfqbO9XdUBnpxUxbYr8dHPahdemjtadxvJPeyup4sQpQUeQLkvdhz7y5/5+9M8PYtDuac4fuYRL/JZnSXReLWhIQCtYBxQAoISSU3218OOZu0w6/SSD3hwvmMnlystWk+3j+QlQj3qrsYc1YdX5uWLMCQ9sTvMrANhzRHY4dd8mqaaXhkHvB99wU2CfSF1djnLu6tdcAUooRUt1Fao4DdeLPlQ0x9GFdWy6+X0yrbzFpn1TQef47zm70kzG3whdjDt66PMkSbJ9CWeAkOCbDZTVPu908dy8YRVU+r/J9uLFy7rxHZAUKnxf1hSNAAAAAElFTkSuQmCC) 0 0, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur182403 2.6666666666667s linear infinite forwards;
}
