@keyframes rwdcur25261 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 5 2, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 5 2, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 5 2, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 5 2, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 5 2, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 5 2, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 5 2, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 5 2, auto;}
}
div.testarea{
animation:rwdcur25261 1.3333333333333s linear infinite forwards;
}
