@keyframes rwdcur52574 {
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:rwdcur52574 1.3333333333333s linear infinite forwards;
}
