@keyframes rwdcur35545 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur35545 0.66666666666667s linear infinite forwards;
}
