@keyframes rwdcur228582 {
0%,30.669230769231%,100% {cursor:url(data:image/png;base64,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) 4 4, auto;}
30.769230769231%,39.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
40%,44.515384615385% {cursor:url(data:image/png;base64,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) 4 4, auto;}
44.615384615385%,49.130769230769% {cursor:url(data:image/png;base64,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) 4 4, auto;}
49.230769230769%,53.746153846154% {cursor:url(data:image/png;base64,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) 4 4, auto;}
53.846153846154%,99.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
}
div.testarea{
animation:rwdcur228582 10.833333333333s linear infinite forwards;
}
