@keyframes rwdcur59899 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 12 20, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 19 13, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur59899 1.3333333333333s linear infinite forwards;
}
