@keyframes rwdcur55833 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAELklEQVRYhe2UXWxTdRjGf+d/urYcSrtBIWVfDDqFkDFwINEFCAKKBjCyxMQoZnpjuDHG4I1XI2EXXiiEqATjBZBA1JCAjElg04yxMCUMJjiWCWGr7eyajvVrp13X9pzjRWeYGyyDlcQLnqtz8X/O+zzvxwNP8RRPAA3fPOsEMOoQjUeWu6Z6K+W8+Ffu5ZIs3TIMwwuSIsuSs6cvWbvnM9+PgAro49/LT6K4EBIWq8VhsVgVhyOfuQ555+JFtv7WK+HbQAowci6g5cgia1qX/UJImEwmlNn5XLq2kWg8n5KiOXo0Fo/0BxJ/Bu+NhoDMvzyRKwEvvf9XMqMbN4WQkWUz35/fQMs1J8fOumn7vUSUFjuruu+oNsA6nmfKlYCGQ+WtsixV6jrc9LzCcNKBMJlxOgV9Xgdmw65rmqYA5vG8nHRgrPgGkPAMPMe5ZhN9PgsD/RniQ1G6bg1FTHl9/YULZpkncnPSAUmiHMCRX8DVCwVcvKwAcTZVj+CwDwWKCy/+fPjEwGV/cMQPJHMq4MzX5TVCSIWKYqOpzc3xUwsBeHNbIGm2hAPh2MVTJ86EOoNDyR7Am3MBYNSCxGjaTjhayJqVaZaUdnU/v0qNfLyv6Zgs49c0egE/2RzIjGfnIohsPxxcdnbe3PkvqCNFyZb2SFdenuf259/2XBgr6gXukXWuTyTnQoAZcO3bU7HryvVoprHF5xkrGACCQIQJrmcCcenkjorfTm9+o7wcM/evyAwsAJYB5WPfCtO4sml3oKNh61vt11wvPrM4U2MxefMj4cH2mg97aoEQ2XgVZHdK5xEcTxnFdXWI1lak80d3HfruTMG6pksl78bjFvuSEr9ZEHVvrp6ztuGXaDMwMlZU4wFzngoPvYKOhu2Klk5WBN92Hzh60lx58qf5NiEZbF3vx5IXY3hU19uuDncBLu534ZHxQAHXz73q1NLpLV8eW/FpYNBa2fLrLIQE7+wM8PL6u0QjKokRPXb0dOgGWceP5HpKAR0N2xVDy3z0Sf3K9yRZKQ6GZ1G9zoTFGGRNZZhoJIym60RVLQTEyLpPTvrzNDFpS1fvaEz09C1ctXSpUqzMdeAqMlFWkuS1LWnKXJ1ousbAYLp3d53vANlTizCDDkwSsHcvYknxkHVxaYxQKIWhpbBbo1SWNSME3Itk+nfX+Q4CvYCHbLo9NiaN4IPV263dw7G2DVV/b7IrqhgKzWHj2nYSaopMJsM8h6nQZhOqquoeskn3WMv3UAFFrzcmjn+xomt+/qCoWmonHo8zksiQSqXRDUOvPxzYr6p6kBls/ng8MAdONQX73CWyzz47tU1VR4fVeDqelydZ6g8H9nf8kegE7gADQHqmAh6WhAKwV1cpa6/cSNg0DbO71GK76x0Nkp27h+wFzBhTRbEAbICd/0ZsjBku3lP8r/AP9Y6wdTBJT1YAAAAASUVORK5CYII=) 16 16, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur55833 0.4s linear infinite forwards;
}
