@keyframes rwdcur130547 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 8 7, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 8 7, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 8 7, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 8 7, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 8 7, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 8 7, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 8 7, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 8 7, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 8 7, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 8 7, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 8 7, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 8 7, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 8 7, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 8 7, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACWUlEQVRYhe2Wz2sTQRTHP1sWcsgtEMFL6KFp0grNQbIe9TznHiUUhRxyWlRCLyroRQQh4D9R6VE65NyL0EQJOeUXmBYkJNr0kpLG3XY8BLdJszFrsxYrfmFh58378X1vZt6MBijGoTEbozZe9D07u0pbABbmdfCn4JaZV9n1hpeM/r2s/+OvwrXchHMRWpjiwItMjciUy7xnAm5wu2BGZQrANM2LOpcichnmKpPJ/AymstmssizLGf8OEf0CCc9X8f7+viNoNBqUy2WOj48BCAaDY7ou8OUKV0IIJ9v19XVVKpWcsWmaE/8jsrmhEonEBIl0Ou0EGiUw5QPmK4WKx+NUKhWEEEgpnYlMJkOz2URK6bZRyeVy88Y+J7G8vDxRiVQqpYQQrpW4uAy6q1vv0Gq1morFYkgpEUKgaRqHh4cADAYDAoEAAMlkkkKhMOHAlydZtVolGo0ipWRnZwfLsjg6OqLT6cy09e1NWK/XiUQiAOi6jmVZtNtter3e1RAAODg4YHFxESklxWIR27ZptVoAruX3CwpQ92/fcjba0tKS69HL5/MTx9C3CqQ3n/L4ngEMOyPA6uoqhmFgGIZfYaZiasNZW1tThmGMyUbG/jQD+HV7TSaTaNp4qL29PQDNDwIKYHd7C4APHz8xsL7z7E3Oi60/BF4+ecTdO+fr/LXbpf65year1wCYDzdodToMCz4s1rv3EkCbtxMOGagzbNtG14fuwqEQ4VCI3e0tvrTbfOt2uRm+gX16Sn9wgmVbjq1ve+Dti+ckVlZmKp6endHvnyA2HgBoPwAssCxokOvBYgAAAABJRU5ErkJggg==) 8 7, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 8 7, auto;}
}
div.testarea{
animation:rwdcur130547 2.6666666666667s linear infinite forwards;
}
