@keyframes rwdcur82557 {
0%,31.9%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
32%,63.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
64%,67.1% {cursor:url(data:image/png;base64,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) 16 16, auto;}
67.2%,70.3% {cursor:url(data:image/png;base64,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) 16 16, auto;}
70.4%,73.5% {cursor:url(data:image/png;base64,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) 16 16, auto;}
73.6%,76.7% {cursor:url(data:image/png;base64,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) 16 16, auto;}
76.8%,79.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
80%,81.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
81.333333333333%,82.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
82.666666666667%,83.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAqklEQVRYhe2TvQ3CMBSEvyAqagZgANKlS8MC2YVR2IUFaNzRhQEyAHVaUxhLxhGWbSmC4r7GenrPdyf/gBBCCCGEED+mqd04gA3ra6XWtta4W7ZsTZCiAAPYDmj7ftFrgdEYAFsSInswZR4yGsOd/JPY5AZYCwXw92STUyv6N4A9Xly1O7h1fypXet4+63lyevP0fc/j/P6G8ZAXC4PEBjGxhq9TAeAP3sALunEmr5DZJGUAAAAASUVORK5CYII=) 16 16, auto;}
84%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAZUlEQVRYhWNgGAWjYBSMglEwCkbBKBgFo2AUjIJRMNIBI5T+P1D2MzIwMPzXmQDhcSlAaBEH0k16cwCV/+0BxLxvD3DruVLAwMACU4zNMGSHoFuADtDNgPHxOYCBgYGBCb807QEA3DEVDBuCha4AAAAASUVORK5CYII=) 16 16, auto;}
}
div.testarea{
animation:rwdcur82557 6.25s linear infinite forwards;
}
