@keyframes rwdcur203337 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 5 3, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
}
div.testarea{
animation:rwdcur203337 0.5s linear infinite forwards;
}
