@keyframes rwdcur87071 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 16 3, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 16 3, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 16 3, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 16 3, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 16 3, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 16 3, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 16 3, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 16 3, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 16 3, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 16 3, auto;}
}
div.testarea{
animation:rwdcur87071 1s linear infinite forwards;
}
