@keyframes rwdcur189461 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur189461 1.3333333333333s linear infinite forwards;
}
