@keyframes rwdcur68051 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 2 2, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
}
div.testarea{
animation:rwdcur68051 0.66666666666667s linear infinite forwards;
}
