@keyframes rwdcur68747 {
0%,3.025%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC1UlEQVRYhe3VT2gUZxjH8e/z7uxmk6yaLDFobIdi/YNSggcV9KD1UIceeulR7L3QS/HcUnKSoKDgqYgItgdrKZ4E5yQuSPxDW0vFUqomeUWNbbLZxHUycd95Hw8bS6HgaTa55Hd5eZkXfh/e94Hh8IQbi6weYYViQIfVu/OR1dEVAkD67ElJ1R9biZswAHO/3qI+dj3QrHU2snokslpZToBBDHN3b/Psyk896t154ExkdctyAALA+zTBL6a42RlckpSC3spREfNnZPU0MAjU41CanQAYgAX7iO5NIZXtH1DqX0uwxgTqsxHgGLAZGI6sdqK/DQBwzXkkCKiP3aDx8z2SiQcl9dk3wEeAi0PpLOBVo04y/hfT167y/OplUJj/4/eSZq0vgW0daac9AwYRTCHApwuYcpkHJ74imXyIX0xZf+jjnqFPj56LrO6LQ/kif4AYA0LyeJzq/kOYUhdrdgyjWcbAwYjxb0+y+M/zUtfgxs8jq7fiUC7kCZDDk1lr9mYtACj0Vujfs5tiFRZsi2J/EfdCPT5zIAYjqYh5Pw7l7/wAVrVQhsWpOuWNVUoDUARaQDdQf8xF4NTS+WYcyv28ygEM3qUztRoueYlL1CdW/ctZcE2YmcxQ794BmkADeJRneRuAEKyr0jW4wSH8IiLTbj7zhW4obyqAKewHPgOGgPfyBwhUtu70EgT3BfkRuI2In783TU8AZN4Au4E3N5EzAEkw8lSQGnAB+BrVmrqWf/jDNRq/3UFVP+x9l++AvbkDRMwOQc4AT+JQpuJQ7oopjBarA69aL+bo3jDkETG+ff5p3gABiKxuBnwcysTSfpf6bBSRAyANEbkEjMSh1PMGBABxKP9Od2S1DPSJKRwHbgCfACmQezn851/wJnEoKTAFVIHvgXOAA/o6AQje8q1Oe/IvAn1xKI3lBKRLqwManSp/ayKrayOr/3ui1axmNavJO68Bji4mw/0nSg0AAAAASUVORK5CYII=) 1 3, auto;}
3.125%,6.15% {cursor:url(data:image/png;base64,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) 1 3, auto;}
6.25%,9.275% {cursor:url(data:image/png;base64,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) 1 3, auto;}
9.375%,12.4% {cursor:url(data:image/png;base64,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) 1 3, auto;}
12.5%,15.525% {cursor:url(data:image/png;base64,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) 1 3, auto;}
15.625%,18.65% {cursor:url(data:image/png;base64,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) 1 3, auto;}
18.75%,21.775% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACs0lEQVRYhe2TT2hUVxSHv3PfzZuXyT/jn5iJ8kqktl2ImxQUpV0U9Il007gRSaEgSJZFuqpgEboRoSASXEQobuJGCKjYjHQRstAiVYgGQii04alpEoexJhpf0jf3dDGDIt2+STbz7e69i993zj2Hw7PpvSjWE2wQBnSvuvTnKNbvo1jNBgiIWZ5+7Ku6c8BoFOs6C4ixLb27SZ49saruKDC4vgI4l8zPsTT1gH//eWFVdSiK9eL6Caim8zeuEY8MUxofY+WvP4y6yuB6DaZFjM11FSiPj1GemeLDgUGCwk6/56sTw7WhvFMMZbFeAgbAra1WT80teLmAqdPfMDc6kleXDgOXo1i76yegLvW3Ffj47E/w5wwzP35H4djXVFZes3DnZqAuPQp8Wa8VNYjxK8svef7rrbeXS48eUr43zuSp/ppEZQi4UA8Jg2pqN3Wy5bND7z1s3vc5AJ2fHkSd+qr6LTCQtYAcnk3fJH8/DTRNWRwbxcu3UFlN2H6kn1x3TyrGMxgxOJcisiJidmc5lBbU4RwYw47jJ/FaWpm/fZ3l6UmCwk7EmCvAY4znA7PAq6zCobYFbXt66ezrxbZ1ONvaRL7nA5rDXSQLz4y69BNgAigB3cBAFGuQnYCIsW2wuggYU3Jr0L63z/lbuvByzQZkP+CAMrAdCGoiGQkg9s0TRWFJYALHLWnySV+Wqay8xiWJAc4DCTAJ/E61G5lgEXEgZYEbwFXgKaqbvCB/wGttM+LnrKr7QsT8AowUQylnFQ5gBfmBakX3i6E8AohiPeN3dRdXF+YCdc41tXe8wjPzVL8hUyxwl+owlmrheWCrNPkm2BGuoXpfjHcJmCiGknU+FvgNCIqhLNXu2oFEYAoxowi3i6E8zDy5xv9KimK1wEe860qpGEpaL4EGDRo0aLDh/Afg5RJ8Ro3tpAAAAABJRU5ErkJggg==) 1 3, auto;}
21.875%,24.9% {cursor:url(data:image/png;base64,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) 1 3, auto;}
25%,28.025% {cursor:url(data:image/png;base64,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) 1 3, auto;}
28.125%,31.15% {cursor:url(data:image/png;base64,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) 1 3, auto;}
31.25%,34.275% {cursor:url(data:image/png;base64,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) 1 3, auto;}
34.375%,37.4% {cursor:url(data:image/png;base64,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) 1 3, auto;}
37.5%,40.525% {cursor:url(data:image/png;base64,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) 1 3, auto;}
40.625%,43.65% {cursor:url(data:image/png;base64,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) 1 3, auto;}
43.75%,46.775% {cursor:url(data:image/png;base64,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) 1 3, auto;}
46.875%,49.9% {cursor:url(data:image/png;base64,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) 1 3, auto;}
50%,53.025% {cursor:url(data:image/png;base64,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) 1 3, auto;}
53.125%,56.15% {cursor:url(data:image/png;base64,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) 1 3, auto;}
56.25%,59.275% {cursor:url(data:image/png;base64,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) 1 3, auto;}
59.375%,62.4% {cursor:url(data:image/png;base64,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) 1 3, auto;}
62.5%,65.525% {cursor:url(data:image/png;base64,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) 1 3, auto;}
65.625%,68.65% {cursor:url(data:image/png;base64,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) 1 3, auto;}
68.75%,71.775% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACzElEQVRYhe2Vz4sbVRzAP983k5nJNqZJ2u2SYAcrCFJpDntYiqDoZQNqD6099dqDZ8FzLy0FL4p4EYrosWi9FFGGqi3ai0WWtNofdKHtTrdjSfZH2E3jJDPznoeN9B+YDR7ygS/v+PnwHu89WXyU/i7KugFcBa4HvnSYIDYi816dhfhvXgeOTVIOoDB6tH79Hkanh4HFyQcATy9fpPPLj54x+kIrNGcnHCDKPVCntvAGVV/ZRqcftUJzamIBYlnegdZxnFqFDFj77SfPZMmFSUXYxhjd/fl7Ja7L7NvvkA0GFGqFmWQz/bIVmhpwKfDl6W4FKLQexVFIHK3y5Juvcar70EMwGs8Y/SnwbSs0arcCZPFR+s/g4bL37OEy7lyDYsNnuN7BpAlGG8qHmyNR1mngGhAFvuh8A1ay4V5fOSMNvaWIcrNBdOkK3SuXQVnsnT9K/d2TsVj2D8DHgS838gxQgBpsQ0FB8WCD/t0uW38uUajN4s41ePDZObrXAs/o9D2gmaccxkcwXOt4M36d3lIbPRyiHIekt0nt6JsaZWEVRWUxYMxARA7l+VzbYPT27Tb9+7exi3uYefkVXShXVBytgmWr8kF41gWnCsmmtIFeXvKdABH7hVePsH/hRbZXtEZEx9FjtfzJGV47/wUwg465r2M+B0JglGeALK7oZLTetZ19syC0BemkW5tvZcORI5ZFoVpLRdRZ4CKwFviykWeAwui0UKmmiPQEeQn4ziqVUa5LoVIDgw2mDjSAZis0pXwDRFKx7VWBDatEBSghck85LiZJ2LpzE52mJxh/XHlji6hjwDxwJOvzF1ASUbE7VwTA3divwQyAW8Ao8KWfZ4AAtELTBD5gZ5u/AjoGrioLTyfZr6KsDwNflvIU/4c9XvvA3fG0gVDgfZOhRFmd3ZLD83ONgD/G0wl8AbjDzp2Pdks+ZcqUKVP+F/wLwd4dh/BgThsAAAAASUVORK5CYII=) 1 3, auto;}
71.875%,74.9% {cursor:url(data:image/png;base64,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) 1 3, auto;}
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84.375%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC+UlEQVRYhe2UzW9UVRiHn/fc25k7H53BCorFTiqOjHHDhARdaIxuvHFjiIkbExUTF2wF/QNMN7piwYLEhkUXwoIEYjTBkUaEGPCjMUrwI7GxzS20aZm2w9A6d+7cOS+LGTZsuU43fTbnJCfn/J78zsnhtfn4mh/o22wRBqiq2ik/0I+2RkDEjZt3XLXxxFY0YQDay0ssnvvC025nctASBtX4zq9XuXH0MEsXzmdVu1N+oJ8NTgC14dJNANZ/vIxtha6qPeoHemRAAuB4GV79bQW3UGTh9Of8Nzfrqo2PD+I6DMbNFg++xNj+Xew7NkHumeco7t9HtLrqqY1P/d8SLmqj9M7HUwI4eYf0rt10Gl3C5Vt0mute7qnyKT9QgG+AZq0kcZICBlWbr5QJgfWfZqhfusDKxS/J763geBnqly962u1MApPAoSTDAVxQW7/0Hev5AvUr35IvP4vJ5NhRyRFFOWwUoVazOHpIkGtJCxiA5u+/0F5eZPTNd9icm+XuX9exQLcN2fEyZigFXWtV9RM/0HeTFHABumGLxbNTlIaLPPnWYbs284Np/NHAHS7iZAQbMi2OY4Cfge/9QEeBtVpJwgQExOx85XXEy1KsHgxNOmNGnn85pXEH2w4xqQz0mjpeK8nXfqAHgAKwAcw8rIDBOKk9b7zA+AcfxiadPi0iV9z8cLw59w+5pzO4BQBGgJX+HvvA+JACthu1N0GGhtZEnEngK3HdGGvxDBSz4O2hCgT9PTeAP4HryQgIG9GqTgu8D1SBBmIaqUcejWfPTHM7UFoLcRPY8AOtAmVgJan/wIg4EyJyElgEmkBWRE5k91ZM5okxwoU5q9auAY8BO4Dd/TERTP8wQ+9h3aRX7adOzpiRFyt4Y+OBcVMfA3Ugovf4mkkJuPS+WA/4G2gAMTBqW7zXblEQMXng31pJmn6gV2slSSobAAHwAzW1ktj+vAAc6K/P10oyn2jiAxiA++F9QnotWHp1Dx4/UOMH6m1J+DbbbLPNoLkHvp4zvX2Tph0AAAAASUVORK5CYII=) 1 3, auto;}
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}
div.testarea{
animation:rwdcur68747 2.6666666666667s linear infinite forwards;
}
