@keyframes rwdcur81574 {
0%,12.4%,100% {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:rwdcur81574 1.3333333333333s linear infinite forwards;
}