@keyframes rwdcur163780 {
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:rwdcur163780 0.8s linear infinite forwards;
}
