@keyframes rwdcur226259 {
0%,49.9%,100% {cursor:url(data:image/png;base64,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) 16 14, auto;}
50%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIi0lEQVRYhZWWe1CVdRrHP+/7ci6cAWQOCErIoIBuRxNZQl3UtqTIwdwhXBGxbEuzqSxzstkozWVlU8NW3UANdUm3UEG5aHkFaTXI0QxRYtO4HMKQm0ounAvi+9s/5Jw9IIZ9Z34z7zy/532+z/N9fjf4lfAfHiCAAUfv3K+CNJhDXl6emDNnzjEgFiDn4FHqan7A6OPLpe+qABgzdhzXr7UzKjSM5FlPOn49lpubG5uYmDgoxy+S01tdUWm5KCotF2kbMpy21PSNYtOOXUKSZTExeppI25Dh9Ov1OZqbm/uLqgyW3WFgRuGJMirPnUVxc+NwUQFlX5Y4HXbsLcTL2xtFUUh4fBppGzK43dNDeGQU8dOn3C/PgPjCUXnhiTJn1fnFpwQgkp9fJHbu/1xIsix27C0URaXlzjlAFJ4oc1Xii3uRyAMZPTw89EBcQclXAFRVVgCQX3yKhMenkfz8IuYueAFvo5FP8g6waF4C7a2tKIpCfvGpPv/0xojz9PTU33cCXV1d0X7DhmOzWqg6X8GKZUvILz6FLMs8ETeLnOztTl9HEgvnxgM4kzhcVMDF899is1rxH/4AnZ2dU00m0+AJ+Pv7y0KIkrX/2KJ2dXXx7rJX2Xfs3yiKQk/PLYqPfMHO/Z/3+aej4wYJ857BsdoURWHZO++xaW0aXV2drNm0WRVCHL927ZrcP4k+CZhMJmT5jslcVyt7DRkCQOb6NbS2NNPc1IRQVbyNxj5BjD6+FOXuYVfWZhobzLS2NJO5fg0ajQYvryE01NfKAJIkOXkccHMlB3Bzu2OKnPQ7VFXlsdgZlB470lR67EjAXfoBNqsVvbs7Q/39yd/9Kfm7P3VMNT0WOyNAo9Xy24mTAdBoNH2Kra6uvrsFTU1NgQBCCC5VVzF/4UsoijITaHf4NDaY+b7qIjd/7uC52bPIXL+G5qafkGXF4dKuKMrM+S8s5vvvqhBCOGIH9Vfcrb8kgBbgxNFDtLU0M+XRGLbvLaiovXwJjUbDqrfeYMmfkgGa9AbDQrvN2vPl8aNbfP38Qv/+8Sf8WF+LzWbzDRk9pqKrs5OLFd/QdOXHPrFdoQAMHToUgM7OTrmjo6MdYFTYaJKeW8gQb29+7rjBqLDRGH18UdwUgoJH0W23ez49N/nhqOip0edOl6+2dHX9cbRprDR2/AQCRgTRefMmD4wIYlx4BGe//oqL579FCPGaXq9frdPpnKejm2s2Hh4equN7wsOTOHKwkJCwMezM2syLS97AarWg0Wh5aembqKqKLMu/AYiaPGX3oqSn5TNlJzH6+ODubmBbxkaeW/wKtT9cIjxyonPrenp6qq6cUv8WVFdXO7NbvjKV8MiJ6N3dsdtsCKGy8s3XMdfW9JFxyfIUDhXt58Ot/8Rms3K75zY6vR6b1UrluTOsX73Kte99juU+CvQulgvA+BHBI4mcFM28p57o3zYnPv4sbzvA+yvffqqhrvbC0zFTY13n12/ZQeSkaEYEj6TRXH8ACBJCOLejUwFXFcxms5fFYjkFjNe5G7BbLQDkF5+qEUK078raPLkobw+FJ8ro6ekBQFGU5sXzZl9oa22J3X/85GlJknwTHp8WCuASI81gMKQHBwff7KOAYz864OXl1enn5xdhNpsrZifNHz93wfMANDaYQ4HQorw9AFSeO8tXpXduRb27+zDPIUOGZeXso7WlefKtW7coKi0HYO+ubHKyt10ICgpa1d3dfZeKbv0NRqPRsUhO5mRvGx8QGNinh1k5+7n6UyMPRUQSHhmFEIIPUld0N/10RXutvQ1zXQ1rVqYAd9ZQTvY2gJOuC9wVkkOB/md0dXV1MvAZkJKavvGh8MioRMBW98PlmuOHDk74rvI8P5rrANBqtSMyd+2p9/EdWiXLciigj58+xbW4+SaTKWegBPrAZDI5Ry+5AET2vgNi1uzEgnHhEemSJD0C3F770Vbn3Z++eft//YcH3A4JGzN9XHhE+qzZiQXZ+w64vhd3u8Z2HbKDuD+0Wu1rwIGg4FHo3d25cf1afFVlxStubm7VgGqzWs3pm7c/WXiiDFVVPXQ6vbz2o60l3kZjmxCiVe/uTlDwKIAzWq321UGr76+An5+fLMvyw+lbtttT0zc6q1m5Zn29S2Vt76atE3p3gwDE3zZmCuAWve/FdRlZArAbDAbDQNXDAIvQAQ8PD7Wtrc341suLmBg91bZtT77ebrPh6+dv0en1q7b+Kzd107q04rETIti2e19Sy9WrjAwJJeOTHDedXk/Wpg85+3WZClz39PS09Y/v2HnyQEYAvV6PRqM5LUlS1Deny6Nu9/Q063Q6kuJiTHab7cXjhw5y/pszSclPxSYdLirgUnUVzybMRKfTYenq5OzXZUiSFCVJ0hwfHx/1XjwDvlYd8ly/fl1ubm5OBVYsWPwy3t5GQkaPYemiBQAse+c9ADa8/1fWZWQREBjIs/FxrqHShg0btspla/chv0uB/k5eXl6qoig74xPnFSYkPcOjsTOw2f6vZmODOaOxwZwB8Ocliy1NV65QVFpOUWk5MTNmAgS6Xj79ye+pgKsS9fX1BqvV2jVpyiO9t6GGyVN/z8iwMELHPAjAzo8zv4x5Mq4ke2vmqjdSVhy6/J/qP6xOWX5Fp9M9GBIS0nkv8kETADAYDAaLxdIFd55pKavXotFo6O7uRqvVIoCy0hKmPhaDqqq295a/nnOx4tsXgDqDwfBQcHCw5V7kcI8WuCI4ONgiSdIsWZZZ+vYKNBoNqqqS8vrLmOtqaKiroWBvDqqqIoS4XHW+YjeAJElLLRbLL5LflwIAOp3Oy263t/gPD9D/5YMNNF1pZFx4BHPjYgDYe6iEqsoKAgJH8M6yJdxob7PpdDp/u91+c5DQ9w9JkuIlSVrAnQPo6ktL33QeTr3fVwHR6xN/v3H/B6eMvWU2CDwjAAAAAElFTkSuQmCC) 16 15, auto;}
}
div.testarea{
animation:rwdcur226259 0.33333333333333s linear infinite forwards;
}
