@keyframes rwdcur69155 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur69155 0.8s linear infinite forwards;
}
