@keyframes rwdcur35181 {
0%,90.466037735849%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEBUlEQVRYhcWWX0hbVxzHP1fbN5k6WmuaaTpSE2loOuPImHYb7eoqDvfUrXTFIuLwQcYe2ofhi3QP7TrW7UH60JcgHd3DaPdSNiyOQtnsgyxGLdlMMGK0UYMyvSortZi7B3tuzs29Nwbd2BfCOTl/7vdzfr9zz7mQlcb/IMUCQLEauJ3uhC7oC0jObhr6Lvbetn2mAUDTNBRFKRhCNgXw+PzEo+N4fH4A4tFxA5AVSFFug6ZpUEA6hHnDqTZEKcyFscfnx+Pz09Rch6uqmOuXz5ueawIAWF5eLgii4VQbS/NjeHx+vRTGkI2AHJWCAMrKylBV1RbiTuiCJswB9jmOGUpRl1MSj47T1FxnioIlgNDw8IgJQoReNn/0y3fscxxjaX5MX/XS/JgByE62AJlMBq/XbQkh8h6PjusgohSS+wDD3tgWYGVlRa/LEHLo5dDa5VfAWhnbAqyurpoGCYgzHbcM5rnKfQsgGxm7OSaATCZjGhSLJYCtPeF/45LBUK4f31+vt8l1sE/BHvmPWH1RURGxWAKv100sliAYDJgmXv1yAIBvO1r5LRo29B3fX28aLyKQnI3YA2QyGd08GAyI80BIga23IDm7SWdnJzce/kwkvQhFW6YlTgd3Q3PcZQ6AlhPOvPk3AcjmgFJeXq6pqsrw8AjBYEADFHGsahtruKsrAPh7+WUerk3zUnqRZzUHAeh+p4WZiUHgOZBNgXwiXuy9rRj2gGyeFxt49ufv9DYEeSvg5z3Pq3zwYSfrGxnc1RW4qyvQNtaoLHXo6cimwHgvFHIbaqqqmuB+utKl1R89QonTQXGlTx+8uRDV6+upeQDCj/+g6t0aBgciuKqKOdNxS/co5NbTXpwDOoDYB7V7S6g/egSAEqfDMEk2n3i+DkBTcx2DAxHbCOSFsAK+fvm8Vru3JO9EYS6bysp7F0hScs3FnVD6dhuLB9/kUH1Er4ufMBfGVtfxjr5+ZPX392s193/A/fFpEt/fp/qrmySTSZQbVwDQunuYnJykvb3d0mtXAEPnWrTS12pRRyeIpRfwHqg09Iu2WHqBjgcjll6FpsBSsfQC6uiEbV/i6ca2z9gxQOhkQBMGwiyWXrAE8R6oJHQyYPlxs6sIyOY1XZd0CAFS05W9uNKb1l94eyxbC9BHX3/O1e4viPgaAQiHw/D6Cf5yuUgmkwCcPXyY+AtIO+04AuupeRpat8xdLhfT0ymmp1O6OcC1a98AkHi6gf908N8FqGz9THm/56YC6Kb37v2oCCChjgcjyqc9n+gnZq52nIJ8kqMgYO3G7hqgcWZqqzKX2tH8Xb8Fuerr61MaZ6bg0a8cmpv67wGGnqQYemJefeMrzoLm7zoFfeFRU36tgOz0DxwPCxe/IOKtAAAAAElFTkSuQmCC) 2 0, auto;}
90.566037735849%,92.981761006289% {cursor:url(data:image/png;base64,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) 2 0, auto;}
93.081761006289%,97.38427672956% {cursor:url(data:image/png;base64,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) 2 0, auto;}
97.48427672956%,99.9% {cursor:url(data:image/png;base64,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) 2 0, auto;}
}
div.testarea{
animation:rwdcur35181 2.65s linear infinite forwards;
}
