@keyframes rwdcur255961 {
0%,30.934482758621%,100% {cursor:url(data:image/png;base64,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) 3 2, auto;}
31.034482758621%,65.41724137931% {cursor:url(data:image/png;base64,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) 3 2, auto;}
65.51724137931%,99.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
}
div.testarea{
animation:rwdcur255961 0.48333333333333s linear infinite forwards;
}
