@keyframes rwdcur128552 {
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:rwdcur128552 1.3333333333333s linear infinite forwards;
}
