@keyframes rwdcur205426 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 5 3, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
10%,14.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEV0lEQVRYhe2WW2gcVRjH/3Of2c3e0pjdJLOTNTaJkaSlIFjQB6uphIAoEZtgFbXUoi8pSFDqg/qgFK2+CIGqEPCCpsaY9kGiIFosbaC5INo0tW3qJqUx3Sa7ye5mZ3Yu5/hQsr2YzcY2Rh/yhw/mfGfmf35zzncOB1jXfyxmqeTH7p5SkXhaZOL/qDW7lfybAOxSSYG4YyLx7heI73gfd3HTmgM8pzdDIJ6Rc9qJrY4vO9yL5IFepFxrBgAALJWGDOj4oHwPHy071gHRHu1jZ5rXDIACw76Eijhi6Cp+BYfV1yMp/8S3vfy5nkPiYPlqASxZhADwtTBalZYT428U74Tf7wfLsrBNG4+lnkF1YlNSp3P70lzsYMd8+20Vad4ZIEz2gmzKcdmUoes6ACBQEsD3wR58Gj7gveQd68xwcwN7S1+6rSLl8nX0OB/icaFt+7wUqzpv/w5JkiCIAoKhEAxBx2lxFLPCdIVosy9sKqrz1ntqj/+WPmP9U4C8MwAABjczEiR3gFKKZDKJdCoNlmMR1jSUq+UwyhycKhvnZ4viHTyE0ReDu5pWFWCBuzLoIiIAwLIs6LqOiQtR+Pw+aJFKqFoYoYoypCtsRMv+jEBm+t8KvH3ofW9naFUA0tyVIRb2tXY6DdM0MXbqNEJqOSrvjECLaFC1MDyqH2OR87ikTuxwC96xT5Tv9nwp/1wQIG8NAMCPxtG5bcr97aP8GcXB1WK3LAuEELjdbtTW10FWFCiyDEmWIEoiYsoMJrzn5Eo28qhnTmtsZdsHviKdM7c0AwAgQhqpolqubds2MpkMBgdOIjWfREW4AhWVKtSIhnClBjWsQlBFHKn+HCNbjjzA+MnwN/wfNfn8+UIAPic4VOXUNI7x47ncwsICJEnCF12fLfvtFHpRI253+eiGZgBnbwnA5ZQOak4twPffkCeEgFIK0zRzz4SQXLAOh+ez++GN32NSah/N518QQHZKhkKWAkjXchzHQRRFGIaBVCoFSukNcS95EC3GPhSna2IAdrbA90s+/4I18LTeOBnIboyVoDSXc7lcoJRifn4elmX9LZ5Y2IsSvfwUYDe0wP3Dcv4FAQCAdwIjW5yHAQAMw0CWZWQyGWSz2dygtm3Dtm04joOTbD8IkyqBMB0r5L0iAFBlSCNXj3xFUQAAiUQiN+BiLK5/lPkVFpsIOUym4B1iRQCUcIOldlUOYPHvF9f8ZgXgg8FfTj5pbsmsCgBYa6jYCkKSJLAsi3g8jm20CW/Sd7ERd93wqgwJG9kqJPmpwyuxLrgLAKCFbJjqMyej9crmyHjmLHYbr6GBbIbDJ6JPsTsjx/ATLmISHqYIdVwdKJONJsmVV1fivexRfL12cLuFu0nDI/elHkLYjkw5TLYtzV9+OctlaJEgVgeFEk+x4J9jOKbbZIzWd2bfu7wS37w3opvVLZ3gHcZqp4wlOrAPPqs3zV3fvyvUJndNdxsr9VvXuv43+gtPzeZDt6U8TgAAAABJRU5ErkJggg==) 5 3, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
85%,89.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
90%,94.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
95%,99.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
}
div.testarea{
animation:rwdcur205426 0.66666666666667s linear infinite forwards;
}
