@keyframes rwdcur219595 {
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:rwdcur219595 1.3333333333333s linear infinite forwards;
}