@keyframes rwdcur107555 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 31 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 31 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 31 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 31 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 31 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 31 0, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 31 0, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 31 0, auto;}
}
div.testarea{
animation:rwdcur107555 1.2s linear infinite forwards;
}
