@keyframes rwdcur253115 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 16 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
}
div.testarea{
animation:rwdcur253115 0.8s linear infinite forwards;
}
