@keyframes rwdcur79962 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 28, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 28, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 28, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 28, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 0 28, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 28, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 0 28, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 0 28, auto;}
}
div.testarea{
animation:rwdcur79962 1.3333333333333s linear infinite forwards;
}
