@keyframes rwdcur82699 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,29.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEWklEQVRYhdWXbUhbZxTHf3nZTRCRpHSZLa2U4DoGpZOZqtt01SlMqIVt2OHGUGiZdSDGBjY/rIJQ/LBKZ0sZVmQFtfRDZf0mLDJXxEoRK5uFsrGhoO0yZ10TJbqY3OTuwz23DVvqS9zrA5d7z3PPc87/Oed/znOvhfSGGbAAVsAkc1q6htIZViDzwtVrxUCmyGmNdACYAQeQk+VwHANyRE53M1t2ngXkAdWTC0ENqBY5Kx0QW1lgRg/3TmDP9FJ4AEDue2Q+Mx0Qmx2KOCqYX41owBmJwBmRC+S9shWjG6E1oxNMAeyAPbgWHc/OsJ8SGcCenWE/FVyLjhs6om/dhP11FcxABrCzvavnNfQQ2502pSwcUzu9Xq8bwOv1usMxtdNpU8rEebJ+xkYg1iufRznf63YfARYBFYhmPmU9GYnHu+/+usyn58+/ZTGZTgJRsbdD9O+LnQiQSAtAe1dP3l63+8jR0pLGy4N+6+TY6Gjh4bKXal8v/8ZusZyNa9pHFpPpLKD2+YffGR+5cSv/lZKSo6UlDX3+Ye7NzAx+/MH7X68XgSftXEEvKzfguTzo7wKKgBcBj0G+odlAMhk98r5I9D2yPkvspUzFHyeNsGcDu+U5MTk2OgpEm1rb9gPWfJezbmg2cHok8AtDs4HT+S5nHWCV91HRV9E54JJrwxI1mkwuUBxci2pAJfBqn3/4ouyoqPfLrz4DagDf53d/1AAfUCPzRYBH9F8GSsVOQVI0/gTCjM5eF3pHe2N+NaK1tLT0h2OqBjQCxyXMtUCNPDf2Tn3/G9Aocg1QK8/HgXpZ3yx9okrsu8TfIyBW9F5+EKieXgprQAfQ1dvbOxGJxw3ZyLnPAHVlYuoncdYI+AxOAJ9E4nHN6/V+YawVu9XixyF+MQHKhavXirMcjmMHPYcaUuUm72kHw3M/Mzb/gJzMDHaYTKsrKyuh9w690HFlYurDuGLboVot9pnlMId3P0N5zi6+fRBKmec7tycuLYdCA953376JXrr/bgT+ExxIBrKlKrg49d22qyBZSABhYAGYc9qU54EAEB4fuXELSDS1tu2rq6zoB5Sh2cC54FqModnAOUCpq6zob2pt2wckRH8VWHTalGfFzqLYf2JbTgb1j3XCVGdBAmFne1fPfjkLGhj0Y5wF+S7nCeC58pxdAEq+y3mizz9cZ5wFb1aUNVj9w6qcBfcNe1sdVvSWfCCJA3noua2PxOPa5EJQkyqpl/k8HnPggKxf94N1vd5scGLx3szMIPAQvb8r4Zja3eLzXQdo8fmuh2NqN3qYVeCh6G865xsBNL6IsoBcYXUz0CG57wCaZT6Xxznf9hcR6OhV9BxGgIjTphTOr0Y6RQaIzK9GOp02pdDQEX2Vbe4+FVijMqqml8La5EJQkw5XxTqn3d8B4i/7L9jqL5VBzACQuHN74hLwAzBPmoRL558uAYSA6HIoNADMoXe9tPJt2lgl5TAnXYmk6/83fgfjV1PH5AyUsgAAAABJRU5ErkJggg==) 15 15, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur82699 1.6666666666667s linear infinite forwards;
}
