@keyframes rwdcur128557 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 10 10, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 10 10, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 10 10, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 10 10, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 10 10, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 10 10, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 10 10, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 10 10, auto;}
}
div.testarea{
animation:rwdcur128557 0.8s linear infinite forwards;
}
