@keyframes rwdcur4786 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 14 4, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 14 4, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 14 4, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 14 4, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 14 4, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 14 4, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 14 4, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 14 4, auto;}
}
div.testarea{
animation:rwdcur4786 1.3333333333333s linear infinite forwards;
}
