@keyframes rwdcur167480 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 14, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
}
div.testarea{
animation:rwdcur167480 1.0666666666667s linear infinite forwards;
}
