@keyframes rwdcur118876 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 27 1, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 27 1, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 27 1, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 27 1, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 27 1, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 27 1, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 27 1, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 27 1, auto;}
}
div.testarea{
animation:rwdcur118876 1.0666666666667s linear infinite forwards;
}
