@keyframes rwdcur158961 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 31 31, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
}
div.testarea{
animation:rwdcur158961 1.6666666666667s linear infinite forwards;
}
