@keyframes rwdcur76927 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 11 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 11 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 11 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 11 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 11 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 11 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 11 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 11 15, auto;}
}
div.testarea{
animation:rwdcur76927 0.4s linear infinite forwards;
}
