@keyframes rwdcur145740 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 1 12, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 1 12, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 1 12, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 1 12, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 1 12, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 1 12, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 1 12, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 1 12, auto;}
}
div.testarea{
animation:rwdcur145740 1.3333333333333s linear infinite forwards;
}
