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0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEBklEQVRYhaWXX0hbVxzHP/dPLFUiJXbMLKPBJTRWKc0UfEkZdh1IYCIpndURiqMpfejjFITtcQ/CInvYywqDlb2EyZgMBoPBaCmV2YJufaibQR/GcPrQhWLAsiTXswd3jvde772J2w/knvs7v/P7fs7v/K56wGZvxTWBywzDEPYf6XPPu2PdefxMn9Z1Ma3rjgV2n2VZmv3phrMsS3PHeMX6mQlw1TSh0RD8AWldEx89ecKHFy4oAb/FlmVpcrfHET0CkF5ZgcHBQAH7u11MjpvBBgK47RcbjD3prUunJIyC+vxBFYDCG2Hlv3PvecsA2rSui4Rp8jrwM/DeygpfDA6y2WhQ3N93iCej7S0l3dje48695y1VQ4ODpkuYJpuNBvIpxeWuWxW3QwBNQdTktK6L4v6+Jp9SPEg49/5dABbnpwJBgiB8J45T8mYWBKH7ic8UF9QO/6vJ9clou72BHeZJJXdvB/Ar88b2nuqPje09ZooLnmv8quD5GXolcFdjcX5K+T6eHicZbWemuBDYD17mWYGxTEJcjL9gY3uPnVoXkXCIvsguD38/qWIuxl8Ah90Oh1/KWqWTvsiuI6dfBTx7QNpOrcvTHwmHHKLJaDs7tS7WKp0A9EV21bhZrkAAP6tU66xVOh0iEioI4n8ByGSZkVEyI6NUqnWHX4JJuJ+e9XPylYzj2I4F4KavVOtkRkbRRAea6HBA2C2WGvb0HxvALQ6giQ7ls0PYYXvi3cRSw3S/eoat9ftEwqHAowj8DKXJnbtNEx3EUsNsrd/H6HiNWOqMggDYWm+e2xfAq4xfLf6oxtdyl5VYT3xCzT9efeqYb2aBR5AZGQUOS38td5khYMgnXs5J8VhquClA0yP45NM5p2M07R/smvv6uyWW1oMb0rcCkXCIc8nuI/6zQ5OBCe3zV9/OULh9k0g4RHfbX57xvn+OxzIJEQmHuHJ9CoD+3kRLEOXHJQCe/rbJg+VfeVZ+RKVa59ulTU+tQAA4qESlWqdw+6avqJd98+VdRyMfG0DarUunRO1EN7oGf9LDlVzOKbS46Olr2y0r0bFMQvgBtPR7IPRSPydMnZgWpl6rKf/q6ioZIXi0vMzAwIDyx6JR9NPtsLQJHOy+5fuD+2ol33/44JwwDEPk83khhBD5fF4UDEM8bGsTBZd/diItZifS4ka215HHTwOvOx/AjWyvQ1yO8/m8MAxDCCFE4V+/FLfHzU6kj9wb3Xq6vNHYnzLg/OmDfyqyc2Vm3jmvwEqlEo1GA9M0mTIMAEzTeZrZuTJvJv52+LzKr7t3Li+bdt/3s2ePHJVbcHJyklKpxPy7L6s12bmyevcz3U0mK9CsWSTUZ+PjAFyPrwQKydz2sWVZ2j8cIQ8bK5OmNgAAAABJRU5ErkJggg==) 0 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEBklEQVRYhaWXX0hbVxzHP/dPLFUiJXbMLKPBJTRWKc0UfEkZdh1IYCIpndURiqMpfejjFITtcQ/CInvYywqDlb2EyZgMBoPBaCmV2YJufaibQR/GcPrQhWLAsiTXswd3jvde772J2w/knvs7v/P7fs7v/K56wGZvxTWBywzDEPYf6XPPu2PdefxMn9Z1Ma3rjgV2n2VZmv3phrMsS3PHeMX6mQlw1TSh0RD8AWldEx89ecKHFy4oAb/FlmVpcrfHET0CkF5ZgcHBQAH7u11MjpvBBgK47RcbjD3prUunJIyC+vxBFYDCG2Hlv3PvecsA2rSui4Rp8jrwM/DeygpfDA6y2WhQ3N93iCej7S0l3dje48695y1VQ4ODpkuYJpuNBvIpxeWuWxW3QwBNQdTktK6L4v6+Jp9SPEg49/5dABbnpwJBgiB8J45T8mYWBKH7ic8UF9QO/6vJ9clou72BHeZJJXdvB/Ar88b2nuqPje09ZooLnmv8quD5GXolcFdjcX5K+T6eHicZbWemuBDYD17mWYGxTEJcjL9gY3uPnVoXkXCIvsguD38/qWIuxl8Ah90Oh1/KWqWTvsiuI6dfBTx7QNpOrcvTHwmHHKLJaDs7tS7WKp0A9EV21bhZrkAAP6tU66xVOh0iEioI4n8ByGSZkVEyI6NUqnWHX4JJuJ+e9XPylYzj2I4F4KavVOtkRkbRRAea6HBA2C2WGvb0HxvALQ6giQ7ls0PYYXvi3cRSw3S/eoat9ftEwqHAowj8DKXJnbtNEx3EUsNsrd/H6HiNWOqMggDYWm+e2xfAq4xfLf6oxtdyl5VYT3xCzT9efeqYb2aBR5AZGQUOS38td5khYMgnXs5J8VhquClA0yP45NM5p2M07R/smvv6uyWW1oMb0rcCkXCIc8nuI/6zQ5OBCe3zV9/OULh9k0g4RHfbX57xvn+OxzIJEQmHuHJ9CoD+3kRLEOXHJQCe/rbJg+VfeVZ+RKVa59ulTU+tQAA4qESlWqdw+6avqJd98+VdRyMfG0DarUunRO1EN7oGf9LDlVzOKbS46Olr2y0r0bFMQvgBtPR7IPRSPydMnZgWpl6rKf/q6ioZIXi0vMzAwIDyx6JR9NPtsLQJHOy+5fuD+2ol33/44JwwDEPk83khhBD5fF4UDEM8bGsTBZd/diItZifS4ka215HHTwOvOx/AjWyvQ1yO8/m8MAxDCCFE4V+/FLfHzU6kj9wb3Xq6vNHYnzLg/OmDfyqyc2Vm3jmvwEqlEo1GA9M0mTIMAEzTeZrZuTJvJv52+LzKr7t3Li+bdt/3s2ePHJVbcHJyklKpxPy7L6s12bmyevcz3U0mK9CsWSTUZ+PjAFyPrwQKydz2sWVZ2j8cIQ8bK5OmNgAAAABJRU5ErkJggg==) 0 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur97458 0.8s linear infinite forwards;
}
