@keyframes rwdcur113659 {
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:rwdcur113659 0.8s linear infinite forwards;
}
