@keyframes rwdcur103453 {
0%,49.9%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIXElEQVRYhb2Ue1SUdR6Hn7m9cwEGhvtd7hAgKiohFaS5RqcyI01z0djds2lWlmyno7XldvHoZsqpKOuIq1lpYqvdEEVKoJuAShICwYgiDAIDAwxzgYGZd/+pTtuKl+3y+et9//i9z3O+38/7Q9S/sXf4hqgt4uEVEeJq5PzeObsuYlvTJHe7+MKSI6LpiVWiGPH7SpTszc0pmRbUU+anE42LksTxDI/TY7lTnxXziBovW6n5zQUqti5IbJqrrC2ZHCYWeyDuBrHBL9gujj5UKYoDW8TR7drfki/dNW9KV2d8Wn1AQDjJGwuQZqRRL5hUfKzIpP1EPkbFGVEUC0Tx3FRRHHX/1QU6kvLMZxz6ypA5t2FtbiMkajpCsJqL3zVx/E+LaX8hP5Shr1eB7w4Qnu9bSnC5KP5qAhKANadmanM2atsHLpi8bnlcycGDFrxaG0h5eC2m7jq6Nh0hbZkOy2AoYcaOXumfl7xDf3UBqrouSR6uXyIgBShIrTWXtnR8YThVh7RfgeOLAVJfKUSlcycuOoWUp7MwTVlDTb2atkl3+Q9rM1dR0reNzJxV46Ko+sUTAGg5uj5f11S0obV0ROXUSkncsJ2OxQsIzElkROKBvcqGMygamXwMQ30TcqOVEJ0bMUsSv8HasYMZF3Y7Zg6YlQHXJvDjP68SfGo8wid3xj57e4w9NBqzvhWrEwLyNlPzx8WMaW9G2dqGIiIcqdodh7yftnM9OA+opsb5qjZIjNFJgivrXdjyxbUISH94CJs2q0HmP1a1Pe0Rhh7Mo/2NLXj4KrFXH6Kv3kLColj8ntqE0scbWW8PmvhpDASFUWHoprC8Tlv32omVxLuOiYZX97kMe+4VRadWvIqy/ijA2Hnz50NBX8tVao5/2IumU47vTSHQc56wKdD+/msYn3oSzZRU4p7fyGBVBSZ9B3EpyQSkzMQtJx3ilsmRhi+UBE9+lZ6315Mnj7mSgOSnLz3iW957sgs6mr7Sa2IlCpL8zEy5NxohyY516nPYi97EcMhM2Op8nKP9OEccdNe3Yas8xPySFYy7FEiCM5DZGjG+9zbuPh5mp1H9utvdCZWWkyP1Qt6zvSqJz/hPmf917/twnykuuLARL9UML7UcZXwounQXglsyrlFPQra+jdMtj87ilVi6QvB0qdHFSsjYMhdSH0W+5z5s6lTUYxZkcRGM66xatfzbfAlTcuWtVceV59ZsBmomFJBLBD5ZO+djlUJMsbT0C0rJGOrImxgRc3Hoa5Gqukl6oYAkIhixfoJzYBg3lSfD3WMMNp9AkPiiL1pHTLYnvY1RlG8tJz3eJIS2fxoauGBGDhLvZMfpgkdIeaxckEh+1oHvow6RHff3F3r1SFFHTUPsH0dqqiD0zjSkieD8YBfmvAWoPi7HLTQZWl7Co+sV+g8WIvV0Yu734tR7n2MzVHP9gzkk5EUTuOwOiLxTSrc+QaqQxIxM1AGAnS1v+Ee9WbTt/S0ncpanQUJxCaLai+GdL1Kx9kOsgMLbg1rTMGPAQw/OI2TpbfgEqZEMHEBfE0qwTo44dBpzlzsKdweCeBbtI2thNKy5ccbd1ye1Yb7kCgB6vNIGfWbXNc97s5/AeRLcwyOwVRfSuukzPLJnc+PfH0eBjEmHP2BXwQ6KtpXxXEw7fbpkDHvL0E2PQX+0h97xYUxtcF1yOgprMG6Bn5il8+/Z/lP4JVew1j/VMVWvK0nI7cI3Pp4hy0UMGw9jmplB+stb+fqBBxDNFgS9nrmTPAmMCuStv33HsJ+AK2UeAbfOJ2XTErJ2nSE8OAjB10x4th1ZRGyf4/V3Tv2c9z8CAE9Mu6nh0yq17bPVpZiOlzHQPIROK2KuriJ24SIM1VUMNjUhdPQhCDI6AAZGGP2oDFW0P0TewnD5c6SkKvlqXyMNRy9g3L//G2W4rOWqBN7Lut08/dH0A7O+q0B/ugk81TjPXaCtcBsypZqZ/3gZm6cOq8aNyJgQPIBAr05qnb6cWbYWKtajzbybJrGTRcX32Aazl+yO6tu6TLK8ouuqBAAu6qWVYveAWaXzZ2jMgNYvliA1DL1bRPO/XqW9qgEEAeGiER2gmb0Sta+WfsEb56A/Uss5ImNnI3WGV2VJDm607Mu1XYojm0hglnbE5huqywpPyQpukRsQSr/EL3MOgkaNDBuWmtMoAlSYvzUyI9eHkMwE3KxnGTdpcHdewGyPtvhl+O459ZnrLxH5xwwTcSacgKOno2v42O56lZuakFl59PnbOVt+EqtTxdmvGpBPTkJUzCImw4vEv2ZD8wnOH2rEL6CH2qNmPON9v7HWf7s5/clXzBMxLjuBsm5GNdap8tnNmxaH3HgLoUuXYtQX49Rm4ZGcSojnGKGR55hetILhL62MGh3YDQYSn3ncEbNu5RFF6UvLlfefbLsc/LICAAEv7TO6f3Bwpc5aogxM8kHt5cJD+hFJq5aDtRT1aCNt75zBcKySoc4mUtYsQjIufDp0YPc6zUMNrVeCwyVuwp/no52r9s+yFC00j2WgDL8eRcs/qahVoNFch6HVwvxsC7L02di7NJ3/3m8+YDvWtO5pR+MlC3epTNiBH+IaUlbLg+eOvJ5fwUh1A6eabmDvQW8SfM5z613JKG6cj2xM0xJ+c+aa/NL7118LHK5iAjtXxCXm3SzbYTDNSa958TXmPH0bnY0XXL7pQV12aUyvW8eu7X4SZbHksSHTtYB/yGU7AOAftnQ0btL49ABj8TQxNgGFv5TIW/9QKwRk5A8e2rErLGX1UUneEev/A7/q3Ltw9x32yod7RusKR8WTT+wXa9el/VrfvuIKvo9g//KZzc6+dmnH4bc2Sr11vfEbBsavfOzK+Q96nnKFjPW9BwAAAABJRU5ErkJggg==) 0 0, auto;}
}
div.testarea{
animation:rwdcur103453 0.6s linear infinite forwards;
}
