@keyframes rwdcur162312 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 16 12, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 16 12, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 16 12, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 16 12, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 16 12, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 16 12, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 16 12, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 16 12, auto;}
}
div.testarea{
animation:rwdcur162312 0.4s linear infinite forwards;
}
