@keyframes rwdcur203896 {
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:rwdcur203896 0.66666666666667s linear infinite forwards;
}
