@keyframes rwdcur66380 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 23 23, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
80%,89.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGUUlEQVRoge2Y229cVxWHv7X3mYvt8T11QpqkaaENucoNkWtCyEUpramCKEKgtk88IMQLEqIPIF6AB4QEUitA/RO4tC9VEzfKQ9IGN21pCFXTOm0NaUKo4zruxPF9LufsvXg4M/EQBXsm8YSX+UlbM+ecfc5a395rrb3PgYYaaqihhm5D8v924EZt+PUjQdLKAzu6ZO+BrcHMD/oG/7hU/+BOOfa/9IVnHwmyTnoV9lr4shF2f/1+2/Pg/ZZcQZ9c7v47DrDhN482B4beSNkP7Ms6ditkAL642vBwb0B7RljIa/79j6Ljyz2v7gDrf/WVtATSD7IX4QCwM1LaytcVWJcWvrXTct86i/NQjGB2Xk8/+81j2eWev+IAa3+8x5hMstekggFEDiL0A80365s28PgDlv6tAUEAUQShgzCCTyf9y9XYW3EAN1PoA95EBJO0gNy0VDx0l+GxnQGrOiQe9RAiFwMs5JTj7xUGq7G34gDF8bnzcjVXTPS0JIPuJkw6gQQmvijQkxS+sSNg8z0GBAohOB+3MsDEpP/Xa0+feL8ae2alAa69+EFWi9H54uUZiv+exk3n8YUIVDm43vL9/UnuW2soRFAoxgCVrRjC+FV3tFp79UlizxCiW6JreXwuIrkmw3cebifValFgobgYVQr4ihmYzytvXQyPVGtqxWeg5NarsWeKz4cUr8wx8lGOtDg+ziq5AuSKccuXW2kGxj51M+M5f6paS3UqozKEaoQQ4OOxPnl2Foxhy6YmLk9aujKCCKhSZsV5GM26k6M/f3WuWkt1mYFrhz8cB/6BEhchY9DQc/KdaYZHchTynvHpOJRy4eJMzCwoZ8bCl2qxVacQAoXjAGJLZVQVDT1DZ2e4eCnH7JwjO7sYSrkQRici77weq8WOraXz3T87YJq3r16durcznzs34Zfqm960KgCeklSAGCGOF8Aro9kibS0B3lqcxOU0dDAyGv59+CcnnqnFp5pywLYmdwFvuZnCRPdTO97G65vAkKqemXx++L/jVuQUqnmxklZAVGMIr/iC42/D0zy4TViIUnS0WJxTLk1FVVefWwIwqWBAjODXZHrCsdkBVR1AQUTy3U9sP4PqEHAC4fTVPw9PdT6++Qwie8q5QAWEy0W8c26arVs6yLkU+ZzDeT1cK0BtOSAclIQlsaoZ25kGc32bkAb2gPwUOIFypfuJbX8x6eCCOn9KI5/3kUfLpUYVvBIthJz7cJr56SIfZwsXgHdrBag6BzY+M5DBmt8iBBiDSQb4uSIaVaSCACJIYBISmHsQrk3+6b19qXs7n9PQv65Fl/VF1+ILrssXIuMLDjdT4Go2h08Hfxj75VDVK3BZ1YdQwvYTjzRiBdOcILG2Fb00hQ99qVyWkhWN71Hd1XFoU2ZqcGQKGCw1Og5tWgPsxes+hd2+4D6n+ej5Wp2vDSDeyy8eBgbbnqZrXSuTY3PgFS35jcYQIpJB6ANeqbx3anBkHHih1Oj69rZmn3cLdQUQ2Ks3nNjYZuloz3BWDLlP5sCV4lxKEAYQOXgjwI2afGH4lpyHKpN48+8fywC9lefaLGxfbbgYWZruaqbp7lYkYeIwgsV8MLL/Vp2rRlUBhCI7y++tZX3pM4azWUhZwSYtye4mmta1IUlbyoWyBentOLTppm9kK6GqABzsrzze1Sl8Mg+Rj9M1sEKQtASdTaTXt2PSASJSTuxmoK8OvgNVrwOyr/xvTRLSCWEiD57r9QZjhCBhCdpTpDa0Y5oTMUQcUv0r7XhZywLs+N1XA4U+EAzw2XbDpbnYea+lNanUVwRswmJbkzFEazLezMFD9QJYtgrlrdmJxvG/pU24kgMXL6QxBIt7ei1DBBZahNT6dog8fj7MLGXjdrTsDBSRPQisToKKkHMVABWOX18Cyg8OjDep4N1ET8vTkg6+Vi+AZWfAwD4j0JUWpkNwVIw8FRDxb4TXv+L1RR/6w+FU/vzlX5ysl+/AMh93Nz53KBC4vKGJHo8QaTz6UWn0Xez4pFN9RZ0ecQV37J8/OjZRV49v0JIzYOHzrZYeRIj8YuigXBDVo9brS2HBvfHBD4/d8kp6u1oSIGHYk0kIoSevymkDRxLqj77+vZer+uh0J7QkQEdCZkR40qoef+O7g8t+aG2ooYYaaqihO63/ANVJvD8BprOPAAAAAElFTkSuQmCC) 23 23, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
}
div.testarea{
animation:rwdcur66380 0.83333333333333s linear infinite forwards;
}
