@keyframes rwdcur134975 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 8 16, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 8 16, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 8 16, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 8 16, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 8 16, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 8 16, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 8 16, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 8 16, auto;}
}
div.testarea{
animation:rwdcur134975 0.8s linear infinite forwards;
}
