@keyframes rwdcur236487 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 3 11, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 3 11, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 3 11, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 3 11, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 3 11, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 3 11, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 3 11, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 3 11, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 3 11, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 3 11, auto;}
}
div.testarea{
animation:rwdcur236487 1s linear infinite forwards;
}
