@keyframes rwdcur37425 {
0%,14.853271028037%,100% {cursor:url(data:image/png;base64,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) 1 2, auto;}
14.953271028037%,28.871962616822% {cursor:url(data:image/png;base64,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) 1 2, auto;}
28.971962616822%,43.82523364486% {cursor:url(data:image/png;base64,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) 1 2, auto;}
43.92523364486%,99.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
}
div.testarea{
animation:rwdcur37425 1.7833333333333s linear infinite forwards;
}
