@keyframes rwdcur172290 {
0%,15.9%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
16%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEcklEQVRogd2YW2gcVRyHvzMzm6S5mNY0UZJWC1K1qChIKMULSNEqiNb2SUGoD2qxGS8ofQhoRRFEUqGO1bf2wQqW1GswD6Ex1RBizINRG5tGt8aamCZtYs092TlzfNjsZLMze9Vkd/1gYOZ/LvP7nfuMDhwHqoBu8hHLspRlWQp4JttaMmJRfP6aiBggX01EGyAfTcQaIN9M+Bkgn0zEM0C+mEhkgHwwkcwAOW7C8AtaluUXO2yaJsB7K6wpLTwGLMvCNM19cfLnlHjAdyO7O8uS0sKApSFjmuY24NtsCkoXLXJjmua2o21tPdkUkwmCpdVlxce3092q4qZJyZljhxFCpFVnernTICLWkTbTI0NIBe3nRxMUcLjwVZNXkoA7rqmKW8x3Gc1UrB/23Bx/nPyCWVvy8PtNadddUmDQ9fSDcdMzNhBPtALEmiL3WXds1gQybycBFMeUnwnZy9JTIlErRzM0McnG7TtTrTYjzjy3C+k4QJIeSFV0NFqak/DfkrRvg4PDvP1hIxXlZby29wk3fnZomHeONXryL4RCAFRXV1NfX09dXd1/KDfM62092I7ilXtuTZzR6W5V7UfCO/XmjTXK6W51r9Yj7yY9BK701fvsI8q3B5zuVmU7DtPzC0gpKS4qpKAgAIBUDnMLNs5iS2cbj4HIuD/xdQeP7X+VrTdtYaqzJZxo23SdDXLn43tXV2UClhlwJ60QaFr4lKFpAmwbEOH4Kk/SZHh64POOLl5ssLjrtlv45cuPMCYu03/iKEMTMzzZ1Mn8gu1XT9ZwD3OR1p+Zm+fc4DAzc/NcV1VJZXkZ9swUs1OTnBscZmj0YvbU+mBAWPzw2F9882MvAwMD7Nhcww2lAf4+H+TSxVFOBv/k0vQ8ABUVFYyNjWVVdDRGpOW/7+vn0f0HeOD6DRy8vxaAoVPN/HBhnOebv3ML5JJ4AINAAQCOpgOgVHgeG5rGjYc+yZqwVBE/7XtIAQghCOg6Doothz7Ntq6E/PrCbqRShKSDITR3HhNaPCDlOiFHuYc5LUnenOf/ZyDXdtpkeHbi5v7BbOhISoGuLX7IKBakdOMeA3qO9oBSigXpuJMXwqMl5Y9VwzCw7dU/B5UEDFr23IeCZeJLCwNsamgUKRvIhngABJQXFfiFATCKr6oGYHxiktPB3wiOT66iuiUiJ4BoamvWx/3RdW1DowAwNu3YDcDPHV3seesDT0bHcZBRkyYddF33xPzqMgzDV+hpM/nfDU0JgdR1dM27JTgZ7MwjIyPuvZTSc/kRK15Lso7cbH3m5jCa2zvZ+dLLxPZgRLzmYyyW2JaWUiKivupiSdajveYuHJTvsIoWD4vLqJTelk5FeCJBSqmMh56f+FjhEcRIy8eqpz+Y0YsAfh8e4ak3DqZdbm1pCcffPOCJKyHY0NfhPscTHsGoXLeWe7fenraACD3BgYzKBQIB//fqOr19HQiSi4cEf+ZmpeRyKERAaKwv9K7DETRNcHXFlampjmLdFWXeumq3p30M+AfBYEB9aQmqiwAAAABJRU5ErkJggg==) 0 0, auto;}
20%,35.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
36%,39.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
40%,55.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
56%,59.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur172290 4.1666666666667s linear infinite forwards;
}
