@keyframes rwdcur165366 {
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:rwdcur165366 0.8s linear infinite forwards;
}
