@keyframes rwdcur103523 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 16, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
}
div.testarea{
animation:rwdcur103523 0.8s linear infinite forwards;
}
