@keyframes rwdcur230623 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 2 10, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 2 10, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 2 10, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 2 10, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 2 10, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 2 10, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 2 10, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 2 10, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 2 10, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 2 10, auto;}
}
div.testarea{
animation:rwdcur230623 1.1666666666667s linear infinite forwards;
}
