@keyframes rwdcur118875 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 2 1, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 2 1, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 2 1, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 2 1, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 2 1, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 2 1, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 2 1, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 2 1, auto;}
}
div.testarea{
animation:rwdcur118875 1.0666666666667s linear infinite forwards;
}
