@keyframes rwdcur2604 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 20 16, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 20 16, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 20 16, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 20 16, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 20 16, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 20 16, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 20 16, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 20 16, auto;}
}
div.testarea{
animation:rwdcur2604 2.6666666666667s linear infinite forwards;
}
