@keyframes rwdcur99310 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 12 12, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 12 12, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 12 12, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 12 12, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
}
div.testarea{
animation:rwdcur99310 0.53333333333333s linear infinite forwards;
}
