@keyframes rwdcur96132 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur96132 1.0666666666667s linear infinite forwards;
}
