@keyframes rwdcur170284 {
0%,16.566666666667%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEAklEQVRYhe2WT2gUVxzHP/MyTobZMLsuiybrsm7XNBgxcaGSRKNCg2irEjDpoQTtwRTPLT3UQxos9eBR/EMREVpzKaSIQfDPoakNRUhcQ0iMXSJEGZPNdlm3m5Ks03Gc14MNLVrMWlNP+cAwwxvmfT9v5vfeGyiR7yEsz5795BuoLPWZJUWWlR2SPt9DBw698fABiGRgvAizGRgfgMgbC+8CVZaXd0u//5Hcvn12Dh7J8vLuLlDfiICsq2sowC25Zctv8syZWbly5aMC3JJ1dQ1L0b942c2LoM2PjbX7y8qiNDW5VFe7xOOuX1Gi82Nj7RdB+98EVoGxAxK+FStaaWvzSCRcslmbjg6XmhrXpyj7dkH9KjBeR6Ds+YZtoH8Eu87Bp6traz+nu9uko+MpMzOPyeVsEgnYu7cMXTe04eHWD+FtHzz1wLLg6asKKAsXUdCPwuZ66HzH59tGV1eI1lYIh21SqSJDQ3MUiy7xuMaOHSaappNMqpw44c1fvZpPwc+jcO4oDFvglCwQAv0YbG6BzlWwz68ogsOHPXbu9DAMh1xujrm5IkLYCOEhhKCiwiAYNAADy9I4eRLu3FFnpXSzcKkfvu2C4RzYiwrIqqrArzMzn7nwcRg0xe93qax0CIVsolGbeLxIOOwQDNoYhkexKMjnddJpjclJA8vSyeV0MhlNzs6qaXBU+Hp1VdVJZWamsJiAyunT7mrPu8zQ0B9curSbbLYSIQShkE0s9uwIh22CQQdNA8cRmKaHqno4jqBYFORyArCVdesya9rartPQcA0hXNrbF/0EKuAgRJqmppts2JAnlarl5s315PNBXNdB01wqKlxM00PT/g7VdRfbdsnni0QiFm1tE9TU3MM07wIZSqwDBaAfeHf/foMDByrxvCiuW006/RZTU3EikRD19Q7hsIuqeriuYGpKY2REJZ9PE4vdIxBIo6qTCGFx4ULmh76+4s5S0vnHLAC4BmJ3Z6fBnj2VQBTbriaZfJ/6eoOaGhddf1YDqZTG6OgcTU2X0fUJYIorV7LXz5+33wOvxOwXBRboAvHVwYM6LS0xLOsDCoXtNDSAaXoUCoJkUmCaPxGLfUd/v/VFT49z7BWDF3hhIQIYAPnl6OiTo6Y5z8aNGuPjtThOkCdPVO7f13j4MMumTVe4cWNU6el5PADyv4TDInsBExM2gUCKcPg2yaRKMvls8YlEbhMIpJiYWHSevzaysdGQvb1bZXNzn1y79hfZ3Nwne3u3ysbG19oDFnj5GwBODQ7a2PYDWlp+xLZzf50fnBocXJLR/2sRPo9cs0bl+PEElpUgGh3hyJERZXraXQqBkv5qlOlpV9r2JOvX/04+n1uq8GWWWWaZZQD+BMV9nXzTNOAzAAAAAElFTkSuQmCC) 11 10, auto;}
16.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 11 10, auto;}
33.333333333333%,49.9% {cursor:url(data:image/png;base64,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) 11 10, auto;}
50%,66.566666666667% {cursor:url(data:image/png;base64,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) 11 10, auto;}
66.666666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 11 10, auto;}
83.333333333333%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEvElEQVRYhe2Wa2xTVRzA//fc29v77NquHW3XFTq7BxubPAaMMITgdPL8QBCjBJUQJQSfQcM3Y4hfSPQLicZojBoiEWKIGeJAibzEDzMDI5TXOhxl67q1a7ve297be8+910+LJiIrDP2036eTk3Py/53/efwPQJk8v/StwO8/3nrj2bZXfeXOKQdU7sBHa5Y9deaLy3sW1KxY+zAFyHIGvbLyvSBJ2D6yDMur6sV58wKLu3tv/5T/XwQ6GzZT7XWPvybwfGd1QxWS0go3yxXQsG5cuDV+1ZyuwJRbsG3dzoVyQdpQGXSgxo4giA4B5IK0Ydu6nQunGxxgigxsb99L05q4m6HZlfXt1ZYv4rJSgzlcksyKXDqvhVyRc78NXTCmI/CvGRDtTq7W0zSfsbMb65ZWm95wBVakktqwvAa7/CKmSfv6uqrWVtHu5KYj8I8M1FY2MW2zVz359KJdb4Zqg3uXbWl0ND0WMuSMqqiyps4KO6F2kY+k7CQ3flveOD/YUWenGAMsiGeV1H1ng5hsOFkP0zX3mbaAc86OsL++Y+mmBk9kSQB4N6NmhqXiyM2MbOgGdnh5umaex4EoxCT7s9Sl72Pmjd54Zkwa/jmRG/z05LXDF3NKWitbgKdFZk3z1raIt3mHyLjWMxSLWrvCZqjFa9oYSitOlGRcMooAoCKSMAmCQDaG4uy8jQMATkoX6YvHB2A8nqdUrGBJzX4bS0W/7Il+dbGgSepUAuSBF48KPOHchhC5hbeJFCPQWMlrpXQ8X5BSimyZlkyzlMqKdsUu0BpBEFiRSmY6nteHomlj6Gra0FWDsEyLAExQ2MKRWY6azKblL/Qdv3RoSgGq86UF2LKsYyP92dJAb6KrOFHyAQBiHbQqelm1oopThUpWZQRaIykEWDcQzVEmSSHTNCykaxgpEyUEAKrTJyQXL2s46a9znSAIAsNnU28BBQAaQRCJQL37F3e1mMmOSHOHr403qpLutgxLI20kttEUtrM2kyAJk7KRyNBMhCiEsYaxkteKooeLR9oDN11+sZ/hbVcBIAkAZZ0DAgBg14p90LW+k2teOdtnmmbIMiEijSvhQlap5V2spypcoQkuFhMkYVqGhfLpIp0azFFqQU84PFw/I9AJAsEthFA8evZ28sR3PxQ/Pv9uOfH/ugUAAC8vfwdtem4j98givw8AQrqGI6Ox3BpvuIJz+gRss5OmrmKUTcj02GBO9te7j9lo6iYADA30jYwdPdStfnJh3309z8TdOjsbNqM9u/cywWbvHCld3Fwq6Cv89W6gOcpUZQ2NxnLIztvOih7u66FoKv7Bh/u1Uze+eaC6cFeBSXoO/MoFmzyr7kRT2x1ePsC77GYhW0ITo4VEqMX7+Z1o6sza15cUHyTwJPcsRplhSaU56jrvYvuSsQw1GssxyViGEirZPpqjrmcT8pTXbFoCW/evNvu6Y0lfxHlOLxnJ+JUxQS8ZSV/Eea6vO5bcun/1f1+Oj/QcVLFmDoZavKexZqZrmr2nsWYOHuk5OO3VA5TxIbk+eslqpZ5QGjuCWmXQMer0873nD14ZeL/n7WmV4UnueQj/zuVTf7gZgfaospZu6QxnHkbwGWaYYYYZAAD+BCqvDWbBI/4xAAAAAElFTkSuQmCC) 11 10, auto;}
}
div.testarea{
animation:rwdcur170284 1s linear infinite forwards;
}
