@keyframes rwdcur203345 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 16 15, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
}
div.testarea{
animation:rwdcur203345 0.5s linear infinite forwards;
}
