@keyframes rwdcur16092 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 11 4, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 11 4, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 11 4, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 11 4, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 11 4, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 11 4, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 11 4, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 11 4, auto;}
}
div.testarea{
animation:rwdcur16092 1.6s linear infinite forwards;
}
