@keyframes rwdcur61268 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur61268 1.6666666666667s linear infinite forwards;
}