@keyframes rwdcur222077 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 8 3, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 8 3, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 8 3, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 8 3, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 8 3, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 8 3, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 8 3, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 8 3, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 8 3, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 8 3, auto;}
}
div.testarea{
animation:rwdcur222077 0.66666666666667s linear infinite forwards;
}
