@keyframes rwdcur37016 {
0%,19.130769230769%,100% {cursor:url(data:image/png;base64,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) 14 16, auto;}
19.230769230769%,29.387179487179% {cursor:url(data:image/png;base64,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) 14 16, auto;}
29.487179487179%,39.64358974359% {cursor:url(data:image/png;base64,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) 14 16, auto;}
39.74358974359%,49.9% {cursor:url(data:image/png;base64,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) 14 16, auto;}
50%,69.130769230769% {cursor:url(data:image/png;base64,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) 14 16, auto;}
69.230769230769%,79.387179487179% {cursor:url(data:image/png;base64,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) 14 16, auto;}
79.487179487179%,89.64358974359% {cursor:url(data:image/png;base64,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) 14 16, auto;}
89.74358974359%,99.9% {cursor:url(data:image/png;base64,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) 14 16, auto;}
}
div.testarea{
animation:rwdcur37016 1.3s linear infinite forwards;
}
