@keyframes rwdcur207185 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 16, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADgklEQVRYhc2X72scRRjHPzOb0wj2yp0NLbXgC8WK4oumkL4QU0l6mr4R30ho30j1ZUpFEknzQ7Ak7Ul7FqSx/0ChoK8EQUzTi3itoIk98U1NAiek1JSmTS7eC73e7uz44rqb3b296205Wr8wcPvsM/v97MzOM3Pwf5JSSkfJT6cSkfIfaG7btm4WIp1KaHNxVX/2ZrK1EFHM59RtbS3daS1EIymltNfcaVEhbNt2c4UTkFKKBn12KKVuCSHQWnONuzUJnQVJ5uhujl9ab/ScGkmAB5gD3D3dty3UfK9KApB/3mZoapGo09EUbTqV0L3fL7jXnVYC44kYP2wUaH+qnbZYzJef7XuJkZli2LPjwD+A5QTaotA65gCqYvJ0fEvU7qVgQDbbc8+pLAD5tiIAOpt3Y2F5zSp0CiZ74u48js+WBFSnYaj7S1+eHO1Hp7/2xTK5AfdDPNm7VTnxsezfRlMAkz1xfWjmWwCenbhBJjfgg/DmDk+vcbpvm6+/13ywe0rOf3AYgNx7SbsehM+8fP2WLqgf3Vb+9IL2jghsVk2oLuFgATvZu1WVT1zQV24qt5Wvr2jviDiSVD/E9hNvbNFDU4v8tXsJgF33uuqCGoYhpJTCqR+GYQRHUor7g7svWQFgPr6dwXN/yCCEBKzJnvi/w+eXasy9EN7q5Ujrxkt+X7ICQvDaTlEXQk72xH1vDnDzybmqQTa/SRpSrELe3A84+xsAP61sggYhpBDSZ+6F0NcKZHJHEULYDV81ICmEffbKMcj/yS9rsZr78/HtgKhW4bHshvjqrXfYtfhiTeLKJ88xtH8qindVQsrB7nPMvX+o5lZXaZWrRzrsseyGgPuFaPRyUXx+7OVQiFaqq7TK2Q9fsUdm1t3l6FbCRhDD02sS2NFqcwgpRKcOJHT/9DcA7JxYJjZ+2L135mCHL3dkpiiCu9/xS+viXZB7U8+oj17/wp2Gq0c6asxDAcBXiu3x2ZJhWZY+c7CDYCnO5Ab4eP/5mpgDsedAwllu9ujlYuMq2EjpVEKbExd14XelF34ta+teRZvf/ezGvM2cuKhDDqt1d92md8Mbb/cD8MKrEtM0Eb2dbiwsLyArLBgJwNHygkEsFmN54eFH9KHkHEaDQ64qpvs7cDhtsyyrtaflehAh5u4R/5FAOOY6sDu13DwM4pH+MQmDeCzmXojHZt4q/QdIXkYdhzqbKwAAAABJRU5ErkJggg==) 15 16, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
75%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADSklEQVRYhc1WXUsUURh+zpndyhBrTSLKLiS86IvABIPIwFqxyy4KrD8QrB+EW7iuFwpbK6KGuP0CKbEbb8PVvVC8KTXEMMzUC03BbNf8IHPmzOli3OPM7KzO+lUvHGbOO885z/O+c95zDvC/mqIofCdM0O3aEXNgFnS7uDy+wBuKMw9dhCNOvjLAuPL1x/6IsJNyYCvylQHGGWP7IyJOvpMIPbksy5yxAxBhhzzeGGOcbciivxsRxA4o6HbxsrpF0U/LZ/g9KCXFh+qy4AvHbM1N7YD0lpbPDM+9WjIBZ8yOY5FOABCR895h4bPC2TWHlTNQlDEff6+NLBMtnR7u3fTxiPZs6vPgGTFmuqm/TKT/xZ0TIk3+3l/mf+YAoCQICBRl8NJXMQDAua63ADxcL0KP9YVjhBCjr7o7KsirCkPUee/GJjifmUQoVpHz9bF5PjnCRFuva+eBooyUVjZjjK/Xt3P2YUK09bE5rs9I3MQaCBRlcG9oHN/l0wCA7NyNVDgN5ADgrH2k9a9kAwCcq2uoavtCzSLoduS7ESFJEgEAJdChkROyrQhqJgeA2YkjALSVbjdivTUUZ2rjI580UZ9nxTezCEoINZDrRfChSTT1lYEQou4Usd4oIWpLfwUwPAVpdCZhjHN1DQChAED9vUuksyoL2c6FBODc/cfw3g4l405uhNKqwjY4SgoSPinp6Wj0F6j+3iUCbK6Bmp4Yaa64ZClCZgpW/iRNQEqmpKejpfKy6gtHRTmKKoiLyLlqzKhTcuC4kwAWu2Oq5PVPLqq+cPSo3m9gU1VVLKjpUY6zXW/Q0l+ubm4gjqDbJevxvnCMmE+/6u4oeQDQ6+5T7OmtVvEbGv0FcXLDBmTYCSmlRFVV/vLuSaGpNrIsAUDQ7ZIrb7bCKemHeLi38LUWie8hePAdAA+v7o4ShH9KzbycoU+bp6YnZnl82j6On79fBKa1suTnr2klOjQFWpprwKodE2jq89g+ji1BjDGuLy/GGMf0MJCTB65sbWRkZiRhLL2Qj4bizL3dB8y13ViSBeTkAdPDglSZGrKcUJ0ctMObusWvZOzbR2PbkMX7vt2QUxZxGOTbiTg0cisRh05uFvFPyPUi/hn5ftlfh4ZH/e4I15oAAAAASUVORK5CYII=) 15 16, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
}
div.testarea{
animation:rwdcur207185 0.8s linear infinite forwards;
}
