@keyframes rwdcur122065 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 14, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
}
div.testarea{
animation:rwdcur122065 0.8s linear infinite forwards;
}
