@keyframes rwdcur53430 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 5 10, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 5 10, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 5 10, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 5 10, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 5 10, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 5 10, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 5 10, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 5 10, auto;}
}
div.testarea{
animation:rwdcur53430 1.3333333333333s linear infinite forwards;
}
