@keyframes rwdcur150485 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur150485 1.0666666666667s linear infinite forwards;
}
