@keyframes rwdcur120498 {
0%,12.4% {cursor:url(data:image/png;base64,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) 8 8, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 8 8, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 8 8, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 8 8, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
}
div.testarea{
animation:rwdcur120498 1.3333333333333s linear infinite forwards;
}
