@keyframes rwdcur102285 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 15 8, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 15 8, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 15 8, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 15 8, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 15 8, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 15 8, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 15 8, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 15 8, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 15 8, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 15 8, auto;}
}
div.testarea{
animation:rwdcur102285 1.6666666666667s linear infinite forwards;
}
