@keyframes rwdcur122731 {
0%,18.081818181818%,100% {cursor:url(data:image/png;base64,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) 5 5, auto;}
18.181818181818%,36.263636363636% {cursor:url(data:image/png;base64,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) 5 5, auto;}
36.363636363636%,54.445454545455% {cursor:url(data:image/png;base64,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) 5 5, auto;}
54.545454545455%,99.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
}
div.testarea{
animation:rwdcur122731 0.91666666666667s linear infinite forwards;
}
