@keyframes rwdcur67835 {
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:rwdcur67835 0.8s linear infinite forwards;
}
