@keyframes rwdcur244905 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 6 6, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
}
div.testarea{
animation:rwdcur244905 1s linear infinite forwards;
}
