@keyframes rwdcur160466 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 16 13, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 11, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 11, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 11, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 11, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 11, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 11, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 11, auto;}
}
div.testarea{
animation:rwdcur160466 1.3333333333333s linear infinite forwards;
}
