@keyframes rwdcur9325 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
70%,94.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
95%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur9325 6.6666666666667s linear infinite forwards;
}
