@keyframes rwdcur256985 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 3 3, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 3 3, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 3 3, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACmklEQVRYhe2WvU8UQRjGf3tezngghbn4AbGwwFAYCqPRGLUxGkNFjR/VRRpDRaLGv0As7YyNQULOWKgJuWhiKNRQSKExiMHiaORATlTCecBx+1jMwI7Hh7uH5b3JZLKz83zMzDvvLmwSgpSgVzAkmBFUBGXBF8GgoEuQ2AwfNrwNhJPAHeDaHCSywCgwBcSAVuAkcAGIQwG45cGD7RpZFT8iyBVAadAuEJu0A6C7oApIkBU0/g/x2WHQvi2Eq9sJUN6YeFuzCUFSkBsGJR3yBlA36A0oB5oAPQVdBMWceW2gGWOiv1YD92ZBex3S86A5Q1oSPLQJeVPwSqAPoGZnfoeZK0FHVPGUYCldJV4yZAOCPRtg2gRjE6AWB/fEYEaiGugtOAnXEKx8QCbxtzI+/swxcCbYhfYoBoYeOSTdwbavW/kG2E4fdMhiPVDB4K+H1Y8Bx0adgSume+zBXAj8cw+mLgWGsFzHoxhITTkDLab7GAbsgQ98bnbGLFcqigHfPeiy6eJhCYDEivOww3R+FAOT94G8bQfN+LkwYEETcPSTM9ZqusmwBhAMLtpqlgd9DzK5LQS2Zx602ybhzuD6Xo1ioMu3lWzVxLIhGdMWZyk4LSj2OTfossGVBfujGEgIZhccAzOgsiEbF3S69UDQJOgRFDOguBWPg94bTCa0uEOa9u0ddk2UQL4h/WpL8GtBsQJacMQB3Q7qx+HIBqyJ7Arom2Mib5/nQUUr+hM07bwH1MXaZ7knqu7aD4n9lL6owKlfwHJIggbbYtDnwY2oBv4KQaOgX3b7C1W74bYfQbKWaln5v4x0CEZkt3bRHsFv0FKQF2VBpuYzt7Hun7DKSDtwFlPbU5gKNwm8A156ML0d8XrUox71qAfAHwuInaeag/pyAAAAAElFTkSuQmCC) 3 3, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 3 3, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 3 3, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 3 3, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 3 3, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACo0lEQVRYhe3Vu49VVRQG8N+5A+MwGiTkFioNFhIKY2EkWigJqNFgQ2ODMbEgsSHY8AfYGjtprEyIEAOxAcIjJsbCCIU0hgwQbaYRZmRk5DHPy73LYm+9m5uZyTkz7V3JzjpZZ3/r+9Z+rM0qFrSDY8GFYDroBp3gj+C74FAwuhp+3RaMB8eDpS4xT9wnZvN4QCwSPSK4GxzeCF81QP4yzvfY+RALawBbeBrjKcllfFjxaN0CMvlPS7Tvo1czwWZswwhX8F5TEVUmH8fEEjtnB36OYYtUMTzGPJaLeSPYnvzJio/XI+B4jyMz+pWP5spaLOIMrmMT3sX+DmYH5m9Pnx9UXKytIJ/2pX+IO3n83T9kp+L/vE9gdgcTHWK6wC0kzNUmKyA4NkNsyUmmiG6fvLUGrh3cXCgEzCRcBK80EXDhJCGPT1OChZUqXwF7sEf8VYjI4o/U5W/htWtFIJ+gMxX3auDPVdweKwKd5PY0EdC+XQR2JHe9DrhKZ/DWSBHrJtduIqBXbnSuYFPdBBiNJ0VRv41oYfKlInAjubfrgIOtePVxEcurMdlEwLU3isDXyb0T7K6B/6TH+GIR2Jzcr3UFCA51iOfzLWgRv6WTPBFr7GXwZjD3sLgBswnXCZ5rImA0uPtlcRV3EL+nZDeDg2U/CLYGR4O5+YL8DrGcMKdrkxdJD3eJ1wdEnO13xD+DH4Ofg7ku8WiA/EG/f+xqwl2+hpemeH8fbhUTXsRHeEF6iG7g86zyPxvDsynZZxVfNV6BLOCZ4Jdp4kCxEquNsvK8Sl+si3gFEd8G8T3xFlGtQP5UPnDL/WU/umHyASEHgquRH5jLxDfECeJK/9XrBKeb7vmgVWv9zK/aXqm3t6UONynd8x8qpjZCPrShDW1oQ4N/AVIxWWc/6lOPAAAAAElFTkSuQmCC) 3 3, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
}
div.testarea{
animation:rwdcur256985 2.1333333333333s linear infinite forwards;
}
