@keyframes rwdcur4464 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 31 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 31 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 31 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 31 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 31 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 31 0, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 31 0, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 31 0, auto;}
}
div.testarea{
animation:rwdcur4464 1.3333333333333s linear infinite forwards;
}
