@keyframes rwdcur16894 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 16 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
}
div.testarea{
animation:rwdcur16894 1.3333333333333s linear infinite forwards;
}
