@keyframes rwdcur87475 {
0%,14.185714285714%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADVElEQVRYhe2WXUhTYRjHfzvbjrr50ZYudS0rP4o+MSdJSZ/4BREhFRKSBXXZTYRddFkEkSVFERRBH5BEV1EXFbKmJq0yiK0gMXPWwmx9SGkeddvpQj3NpHZm6yr/V+f9v8/7f/6c533f54Vp/O/Q/sVaASgE8gEd4J+KiGYqi+xY92RjvpCFiUyS8NCLiQTqaFkLNEejpYs2+S5WXJ2JofoAxaSTpPAv8dNNX1MPX2se0H1FrZ4QTfKNZO+3kFh9lNIJyQEWksY5NpNO0mWgSK1mNHtg9lLS79RRQSIiAAFCvKEPIyJaBAzoWcIsRHR7XLw9DMiRRFWXoIYVx7eyGBMJY4zMkUNDfBsIoBH6OHbShBaBRVhIxcA8Eqq6GLwWSVdtCUQ/A1XryVaIoEYm3ZDMibo6cnJyeLSgR5mrZBG7WX1RjbBaAxuKycKIXiG0ssAO/VwAyktLubPNrMzlkUoz3njATASoMlBOXkUBmZP45NoO8Pmx2Ww4HA4ChEbNIVBBLsCqmBhYyewtNlKU8XgiAOrvotUI2O12viApdC6p2NAviYkBieCcn5sPPvGdQNbY4NQ7aHmO1WqlnyElJg0DJSwviImBPgYRww7MEAHaysICDjZiDYmMEFSoePSYiJ9ct6kY0CFMONA6BO7NkqB27De0DbPOJaELu1ZkZILIwzExYCYBiZ9aBkR8PT2wrwTSRttJ5s0Q5rAyfWeEXr69iYmBEULuTwwq42Ti8Hg8BNJS4GyxwqcQp3z30k8D7qcxMeCg80YXX8IWaSgrK8Pn88GmQoI1o8ddE9ZcPfQCuGNi4DG+xha8E7iN1/3cdzpB1HOrZAZt9o/KnESA5tF4VyRttb3A9YEBPjCABSMARe0ZXGptJRgMct/p5GLbQiXYzXvyyXA76JR+JzgO1d3QQqIch3Z9/tiNqEVgwzMjmtuv2PXcpnTIEDJHaeI0D7cD3ZF0Vb8HGnl10kkX3rC9kEQcRcwhhXiFa6ILI3ovKl9G0bwHhgeRWl/g37mO+RjCGtM4XuKnnlbO82Qp8DXWBviM9NqI2NmMt3IuM7CQiBaBfoa5RwdncNGAuwBoj0Z3KlhWy5qOQqxyOXlyKbnyXgpvApZ/nfhX6FDR86cxjT/hBwA67w45P7QqAAAAAElFTkSuQmCC) 15 16, auto;}
14.285714285714%,28.471428571429% {cursor:url(data:image/png;base64,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) 15 16, auto;}
28.571428571429%,42.757142857143% {cursor:url(data:image/png;base64,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) 15 16, auto;}
42.857142857143%,57.042857142857% {cursor:url(data:image/png;base64,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) 15 16, auto;}
57.142857142857%,71.328571428571% {cursor:url(data:image/png;base64,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) 15 16, auto;}
71.428571428571%,85.614285714286% {cursor:url(data:image/png;base64,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) 15 16, auto;}
85.714285714286%,99.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
}
div.testarea{
animation:rwdcur87475 1.1666666666667s linear infinite forwards;
}
