@keyframes rwdcur90724 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 1 1, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 1 1, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
25%,31.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADp0lEQVRYhb3WT2gcVRzA8e/M7ibZJBvyp6aptqEoJAd7ykFQQiwqIojaQ0EYAt6KhvaiCOJB8ejBU0HIKf6BiIhE/Af+q1WIxdSuQixYrHGTTd9uNruZ7O7s7uzM7Pw8bDZNbVK2m+z+Tm/ezLzfh3m/9+Zp0XNGN2AAs2PnZy1aHPpW8mlgptXJa4Cv9QAAp/941Xiy5YCx87OrbQPVi2CEOXPe6G0pAMDvgrYwPH0y2WlvsCjKONRSQEAH+uFkz4O8dmzgqFPgsihjuGUAXQMnAK/PZQBI/MJx4FdRxomWAQCcLriYu8rGb2AlGQLmRRkTTQcEtgCuBhfmhwCIfwvi0wN8J8o41VSArt/sKISgowvsG5C+KhSLdhswJ8o40zSA493s8AS6Bqtt9b2GlXXI5S2AaVHGW00BlLxbO00feu8B34biYoRkap3NXB7gDVHGtChDv32ofQBqRVgLXyDQB3oQzCsaYecQybUUZjYHcAb4VJTR1jQAwEYZBo9W2/mFbjTRWEuts7yqEJFTwA+ijJ4DAQR3AYhAuR06IlBWGsFUdXWU7BLLcYXjuuNUl+nQvgH6HjNqluDwfdW2tRBGyiEA7LJNbGWVnFU4QXXDGtkXIHiHkjIr0HcY/LKG/UV1d5aKju/7qESSZCo9LCKXRBkPNQUAgumvbB9UMpkYRdPB81wANrNZluOq33Hdn0QZTzUECOwJEFbVP/612PVuMxEDoPPC4zjRftIbUdKZGIViFquY59/leIdKpr4SZUzeNSC0C0CkwnryTy++tqD3hR645V5lBQKXJ/Aqa+Stv0hnoqQzq1gFW89bpQ9FGS/XCwjC7VMg4nJj5Xc7W7jeARDKCABmIkbfkeO0hyNYS0VCiSei428PPgz4W6/6gK/dO1tv/iogFNiR3LNZil2ybCfRrYENvAe8CKAHgojvE2zvQNN1nFJx7OdXEouPfvTjaN0Z/xf6TkDFLXDt72+KZSdha/AmcGxyhpdqD/sVj4K5DkC4p3qO89zyyMXnJxKNAqpfQAfX3vSWYvNLvhTeAT6YnMEGiJ4zOmsFCOA6JYq5DYK9w5gDj3B6+FlkanSIj3fZzeoFrG3mPl+JX3m/4mc/m5zZns9ajAOEwhFK4WGSkRFeuP+ZhpLtCThy9svn7vCM9dgn82jvXjuwpDuj7u8mIrIXQqZG0TStoTmo+7+uaZomUw0X+/4BzULc9cnmoBENHa0OEtHY4t0KEZHtgRoswv8ALemiCYO0chAAAAAASUVORK5CYII=) 1 1, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 1 1, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 1 1, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 1 1, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 1 1, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 1 1, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
}
div.testarea{
animation:rwdcur90724 2.9333333333333s linear infinite forwards;
}
