@keyframes rwdcur259987 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 16 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
}
div.testarea{
animation:rwdcur259987 1.3333333333333s linear infinite forwards;
}