@keyframes rwdcur132340 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 28 1, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 28 1, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 28 1, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 28 1, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 28 1, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 28 1, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 28 1, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 28 1, auto;}
}
div.testarea{
animation:rwdcur132340 1.6s linear infinite forwards;
}
