@keyframes rwdcur4540 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 16 9, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 20 11, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 21 16, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 20 20, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 16 22, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 11 20, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 10 16, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 10 12, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 10 12, auto;}
}
div.testarea{
animation:rwdcur4540 1.3333333333333s linear infinite forwards;
}
