@keyframes rwdcur79821 {
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:rwdcur79821 1.3333333333333s linear infinite forwards;
}
