@keyframes rwdcur83082 {
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:rwdcur83082 0.66666666666667s linear infinite forwards;
}
