@keyframes rwdcur19616 {
0%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur19616 0.8s linear infinite forwards;
}