@keyframes rwdcur203348 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 3 2, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
}
div.testarea{
animation:rwdcur203348 0.66666666666667s linear infinite forwards;
}
