@keyframes rwdcur168365 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur168365 0.8s linear infinite forwards;
}