@keyframes rwdcur259434 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 9 0, auto;}
10%,32.4% {cursor:url(data:image/png;base64,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) 9 0, auto;}
32.5%,54.9% {cursor:url(data:image/png;base64,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) 9 0, auto;}
55%,77.4% {cursor:url(data:image/png;base64,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) 9 0, auto;}
77.5%,99.9% {cursor:url(data:image/png;base64,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) 9 0, auto;}
}
div.testarea{
animation:rwdcur259434 0.66666666666667s linear infinite forwards;
}
