@keyframes rwdcur107364 {
0%,11.9%,100% {cursor:url(data:image/png;base64,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) 3 8, auto;}
12%,23.9% {cursor:url(data:image/png;base64,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) 3 8, auto;}
24%,35.9% {cursor:url(data:image/png;base64,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) 3 8, auto;}
36%,47.9% {cursor:url(data:image/png;base64,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) 3 8, auto;}
48%,59.9% {cursor:url(data:image/png;base64,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) 3 8, auto;}
60%,71.9% {cursor:url(data:image/png;base64,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) 3 8, auto;}
72%,83.9% {cursor:url(data:image/png;base64,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) 3 8, auto;}
84%,99.9% {cursor:url(data:image/png;base64,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) 3 8, auto;}
}
div.testarea{
animation:rwdcur107364 0.41666666666667s linear infinite forwards;
}
