@keyframes rwdcur181646 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 8 9, auto;}
25%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFxElEQVRYhcWXWXBTZRSAv/y9uSRpmqbpSje2tiBLKTtaWVWUMjiAIqDjODrjA+Pw7pO++6KOOj7ggwwizrDIAB3lgX2RlgKFpmlJS+mShjZp0jQJachyrw9JS8WWJdTxzPzz33v/ufd85/znP+dc+J9FM8FzAUhjZgAlOWLJMSmSNp7ya6dZ3t3LR+kGXh/0sf7tjaz9+kvmhsI4WtuIAioQ/y8AxImDlP18kPeOHMc0FMCYmYmhyYbhj9Nkra9G29WLNxAkQsILymQCiO4mKvf9xvt792HcvJGMlYuJLqrEIzSEFbBMK6LknRpE7WmcMAqhvgiAGHMtaTQs/mEvhpoNGHPNdJXmYPhuL82X66lbswL2/opUkEc5YAZ0j73/YgBWG3M+3EM5YMi2YNi6hoU/HsAIhAG/TkMEIPwAGTBOFsBIhDPgRo7HkQE5rkGOx5Hysol9/ikrDDoCh05BzWoY9BAeo3jyAB5GEMkPClUDgTCx1csQx85QKkvErO2w5wN8X/3ENSDEJAXhKMCbb2C/cImuXbswHz4CS5ehhOO0795BgaxFGQrg/+J7/uq5jxfwj4F4IfnHKVi7Hv3OHZTv34cWgaxNR1tnpbnxLk63Slr+NKZ0dtARjeABHpA4CZMGoDl2FO8UHYOlM6i4eA6ptQV57hKySyvIuXKR3KUvk91xh1t+H34SwfnCx3AsgArEW1oIbn8XBv0U6wyktbUg3WpAKizh4apluBYbMW9ZRWFlGVqvD9U9NJrOlVRgHq8FAjAA5k8+Y304jCUaQQcwPEhwZyWzNyyhJh5D7g/g9PhoPd/MqW8PcnUojJenBOeyIqSMOYgzp0fXlfGK0QiEiUTCMQDSglmYvtnNjvmlbBsIYhqOIDIzifT5sF228medlbNOFx3hGH5HLyFPKAFSvQqxZiWG4hlY5s6mwqynoO0O7ds/xgqEpHEAFBL7OzLLgOj3oau3cdGgo+qei/nX7chlJciF+cyfWUJhaSmvZJrpjqs43H5a+jw4jVkoFXOYbsllkQamF5dQrEYI3rjO70Af4BoPgDFuHIly4fIg19bRoNNzxqinwDVE4blbYEpHmj2LvJWLyLHkopgziMzWMxADX1RAMEqOx48lOwdJKxNrsnJj/2EiSe96xyvHI6LyqAeIA7FuN1GdTGReOS+l6yhusCNsndDRC21daO45EP1DaJ1uMv0Pye/pJ9/tI6OvD6HGeXDvLv0na2k/cx778DBOwDuRB8YTBQjeddMeVbhRNY+l9n6MPaeg3wWuAbDaQX8WtFrIssCra2DXLhQlTOjwYRznLmLr7eVmIIAT8AGR5wEAiPn68D5UuZOZxUD5DIx6HQSCoCoQCiVGwVRYuBjWrQN3P6Ha43QeOkLD8DBNQCvQAQwA4ecFUBx+QoEoDiHjK85HychAuAYSixoBU4tgy1bY9BZKYyP+/b9gu9tGQzQ6qrw7aX0IiD0vAEAMCZ8q8JqyUYRAaDSQpoXiEqheDWUVKCdr8Z48TqPDQb2qcguwA04SdSRCMlekAqCEAoSQCArto4RTOBW2bYeFVXD5Av7aE9zu7eEKcD1puQsI8lgBS6meiylE0mRi6RlgMoEkQ9US2LwJ0mXC1+uw9/ZQn1RuG2P5v6pnSgCyHtAi1DRQFCgqgpqNYDGhXL6Aq7MLK9AEtJNIOCEmSM+pbAFpCpKkRafRIkxmyMqFspnQaiN0rR77oIdmEpH+ROUpA2TlIUt6DLEwonQ6LJgH93uIHDlKZ1MzVkV9uuUjksoWiNxscnRGclQNVFXB8uUorXa8Fy7RODREE9AJeHmGhuW5PVC9CinTTMEUHeacXETlQmI9PYSuXsU+6KOZxL67eAbrUwJ4rRo5O508o4KUlkX49k369h+gs66Bq6qCDXAwQcSPJxP9nD5JZCAPqADmAhYS57uDRLJxJO+fqWNOLRMmFHSTcLMuOQ/AaFf0zO3639KKXGROBcMoAAAAAElFTkSuQmCC) 8 9, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 8 9, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 8 9, auto;}
}
div.testarea{
animation:rwdcur181646 0.66666666666667s linear infinite forwards;
}
