@keyframes rwdcur189119 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADE0lEQVRYhe1WTUsbURQ9d4yZhQgqgjILFy4k0UpXflVFDeoPcF0XmoWikFIh+heKC0vdBXGluPQHiJiCpq1LHe2ImoWCA+LCQhCamJnThWlM0kwSUzelHniLd3jvnvPeu9z7gBf875ByN5JUALgAJEXEfj5LhUW7Sa6Q1C3LshIJ0rZpkTxI8d1PjVnSDZD0AFiNRqNvQqEQwuEwdF2H3/8TLhegaUBLC9DfD9TX4wsAv4icPIsBkm9jsdhqMBh0r6yswLYfb3tmhtnBBOjtBcbGkFBV+EVkvVh8VzFx0zTXhoeHYRhGsVgggb094OwM7kAAayRRzIRSQNwTi8VW84mLCFpbW9HcDDQ2/rn3+hpYXgbicaymnu/pIBmZmpoigPQQEU5OTvLo6IgkL0h+JXlxdUWurZEzM9ljY4MkGSlHvPv8/JyKomSJLy4uMpXxgznrB0kebG1lG5idJW9uSJKdTlpOT+APhUJZCTcxMYFgMHgIYEBEPmcuTs0HRkZw2NOTaQzY3X2I91QD3eFwOFMAc3NzAPBORH7k25Di3/t82fzp6UO8kg2QVGzbbtV1Pc15vV60tbVd5p48j4kdTcNlQ8MjZ5oAiVck8+7JdwOu+/t7JR6Pp4na2loAMAuJZ8CsqnqcJJOAZUEB4C7VQLKystJWVTVN3N7eAoBWogHt7u5x4nIBFRWwASRKMiAitqIo39vb29OcYRg4Pj5uys3+XJD0mSaarq8z3GiACI5E8hddpyT8NjQ0lBkYS0tLAPCJZI2DeA2Ajzs72XxLy0O8QsbzBStWB3w5633l1oFCJhwroa7rz1YJHbthqhccdHV1ufP1Ao/Hg7q6OoyO7iHzzX+joQFYWEBCVfG6UGt2bEYiclJdXe3f3t6G1+vNNQfDMBCJRBzFAwEg1ZIL/gscDaRMrGuaNr6/v5+Ynp6GohRcDhGgr+/h5DU1GC/lP1ASSHpIRqLRKOfn59nR0UFVVQmAgQD54QO5uZlOuEjZLbgEI50kQyQPLMuy4vF45p8wVFa2/4UZkHQ71fgXvOCfwS9Qfxvrp6AxVgAAAABJRU5ErkJggg==) 15 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADQUlEQVRYhe1Wz2sTQRh933bpghIovSh76CEHSUKpl1BaI9SE+l/ooSkli4LSQ+rZo70EvQUJvYhnz1Jbwf6Kt8bFhtIWWmgwIlVakKTu7vPQtMmu2TWGehD7YA7zMjPvzc7LNwNc4H+HdDuRpAJABWCJiHN+loJFR0g+J/nBtm27VqvRtm2b5HqDH/lbwhGSy1tbW8xms4zH49Q0jQCoaRrj8ThnZma4vb1NksskI+cpfqdWYz2TyVBRFALwbYqi0DAMHh4e1kneORfxr1/Jx4/Je/cYKN7aotEo9/f32YkJJUA8Uq+j8OwZUK26fxMRxGIxJBIJxGIxiLizvLGxgfHxcRwdHRW6Pg6Syy9fnuy8taXTaZqmSZK7JFdJ7pqmyXQ6TRFxfQnDMEhyuRvxkc+fyfv33eKvX5ONxN/yjL9Fcn12dtZloqen5zSYw35afkcwubQEkE1idBS4fRslAGMi8rZ1cKM/ls1mSxMTE2e8bdvI5/MAMPmnBkY2N91EKgUAeCgi39pNaPDT09PTrkwsLi4CgG99+MUASYVErFJpclevArqOPe/O25hYGBwc3ItEmrkrlUpwHGeQrZ8zyAAA1bKgWFaTuHQJAFBpM7YdKv39/Weder0Oy7IUAL2dGrBUFY6qNonv3wEAeocG9IODg7OOpmlQVdUBcNyRARFxRPBRb5H79AmoVDDgTb8XJFOmaQ6Uy+UzbmhoCIqimN5a4WuggbVr19zEwgIA4CnJPh/xPgC5XC6H1vNOJpMAsBZkvN1iv6sDKc/4VLd1QG1HisgayZVEAjeWlpr8q1dAtYqhVApvSO7hJJi6aZoDuVwOc3Nzrt1PTU0hHA6viMh7PwO+D5LGXbD+5Al6vXcBAFy5Aly+DBQKMZTLZXj/ZtFoFMVi8TgUCl0XkfKvK5zA9zISkbKmYfLBgxMxL6pVYGcHSCY/thWfn59HKBSaDBIPNNAw8aKvD3cfPcLxzZuAT5CbiykKDMNAsVg81nX9roi8CJ7R4ZuwcaUWvnzBjXfvgM1NoFIBLAtQVWB1dRjJZBKZTAbhcHgFwG933hVIDpPMk1x3HNo/fpCOw9M3YT4o7X/DDEj2+tX4C1zgn8FPAwAXGiPDcasAAAAASUVORK5CYII=) 15 15, auto;}
}
div.testarea{
animation:rwdcur189119 2.1333333333333s linear infinite forwards;
}
