@keyframes rwdcur23549 {
0%,4.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADzklEQVRYhbWXXWgcVRTHf7Nzd7OZ7DpJjbXEUta6tbFYsaFgCyXENCiKYn3xW4RiS18UfPVNWp9EEFSkRalWQmjSImKqpiU2KVVKpCTQWtMGqwlWzKdNk81u9mbm+DCzkI9NOrvbHLgvO2f//9+995w7dwyChwIqIZaEnS/DvTvAqvYeZSZguAf6TsLwFWAMmAsiahRgvg52vwNb94MdA9P/uwEI4ABTM3DlGPzwATAUBMIMDlD/Bux6D+IRiABhfyhfxgSiYVi3HWyBq92ADjKzIOHC+dNw9zXY8WBFhQJC/gBvBYRUygEGxqDjOAG3IOgKuCApuH4RrN2WlbDD4QhKmSilUMrEMAxmZ3vH4MQ+SPcAM3cSAECDMw6Dl00z/GRZWdJSKoxpmpimQTp9YVrr9rfg1mlgMqhoIQAAWZgb1XroEphNlrXJUsoklfplZnr6m7fh5ilgokDNoqISrD3x+IvDVVVvToG9F6guRihoGy4DEX8EInfB+AW83l81gFzZuyys7lwXLf4tX27eCN0uwRes+fJDDgAJvEMgF3N5zNe3fMIBO7Ykt+hY+9lBPnYnkHM/cQbYsoywApInWmmWFNJ+lJPA+lLNI1seoHHiKinJIDKHdHXRmQdCAcm2NppFvLzsCM6rz/IKYJUCUH3kfQ7LLUQ0Ii4isgRiobn4eRmk/RjfATWlAGz89RS/yYw3qxzAPIhHgYcXmOeGRv66yDBQWwpA7cDP3JAMIs4iA0G6u+lsbaVlibm/Df/9ScqHXDZu2wVKrZxjmss/D0mgLlsxkr0d/C5pfwuksC0Y6mMUr1aKjurmj/hapoorwh+b6aTEVow2PsYz6UG0zHp1ELQN9SjOvhfYD8RKAQCoafuUFplEujvzmi+EOE6zzCBdbZzFOzlLroMIsPHbzzkIJJcxnw+RaDvMu1U2tUC0VPP5wlHyX+EWz3Cl3CVRyus4BtEElMVgsh+4WYJWMeaRhnj86T/i8ZeGoWIPUFmMUKFXspz59vLyx4/a9vP3l5dvqhChKZsdvAT6XyCzmgAWRLZB/VdVVc8lcvWoVMISMZq0/rsXsv8A2dUAiELoIWg4YttPbYYwris4jovrgmFssGZnQ7vgeg84Y0EhCvgyIgFPfAGNdUopHMcz94aD67pofZ8N8Qbo7wAZx7uW3SmA+tdg514w0VrQ2p03HLTO3c7WVELMgWtnCfBpFhTAgMEbYK+B2GYIKW9yjm/q+F5pFwbOwPeHwBkhwAoUcg4oYC1sqINtr8M9dVBR7UlkpmGsDy63QP95YISA3fA/AJjoUP+GddAAAAAASUVORK5CYII=) 16 15, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
70%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADs0lEQVRYhe2WTWhcVRiGn/s705lkMk7GtKRNp53UGganFDcuXFQjrvylRRdWRBRdKJaKuHGnQboKCFpKVKw0nYRmVNCm/hASk0rsomhDwDb+pEahpbWY1Azze+fO5+LeNG1NMjedEQT7wl3cc7573vec7/vueeEm/u9QbuCbBiAMhAC/O1YC5oFZIAdU/g0BfmAdJDshsRui2yAYcabyl+HPKTjTD6c+B84DhXoKUMG3BR7ZD+2dsEYF3RkGQAAbKAJnv4UvXoLZSaBcbWHNowAD7t0J2/dAgxIM+jFNE9M0CQQMdF3HNHUsSwea2sA/B1Pf1FOAwNmLsGZtMHhbUtd9GIaBz2egaQaGoaOqKqapUiyeHIFP3sCph6q14FWABlgwPaGqZiQQuD1pmiaapqNpGpqmoSgqhcL4iGUdeRk458RXF6BWC8BJduuH3TwDUCwO7svnh/o0TcUwDAzDQNc1SqXxkWw29QpQ6n+Hp5sa2ASYHje4IloOdPF2ZRY5PsIQsB24IxzelYrHe6W9vU+am58dXhj/aICUZJHBg3wMbKiV3Ey00zn7I1kpIFJGRke5Qtbc/OR7LS0vHF14T6dJiThxpT+wdz/EE0CgFgHRd9+kR+YRsRCpICLXiGh1n0VyceMKyOAhjrrzN4z4yWP8IDlnVwsCrhNxLfnCYyEz33ER6KhFQMfP45yTAiL2dQSCjI0xPDBA/z/I3TTM/UrWFbksqnaBrq8co2nLz6viqctWxJZTX3FG8m4KZHUp+H2CS0CiFgHR1Fv0SmbJItwGtABRILFUEX6ZYpgaW9HfeRcP5n/DkqJTB1eRbw2HH349Gn3qgLvLxNVtaF3Cfu5xnse5vmtCa3o//fIXMja8SN7YeH/35s0f2PH4YQmHH0tdEXGElOSQ0TRfA5vw9rddESYQ//R9ulySrYHAfd3r1/fYsVivxGKHZePGgxIK7VwQ0ZHu4bVbmuhg0bAsC69+QHcXazHNHS+GQrv2GkZQVRTFXUKwbYtM5lhfLvdZF44hyVHH6xjgVrh7j8/3wF7wqYoiVCqOEbFtm3K5gqK0JYtFJQK/nMCxaPW8ju95FHbssyxT1XXBsiqIVCiXbWy7jGWVyWQsYF0SGufgpxN4OAHdowDg9PfQNgGxO7NZH0tbshJwYQamjuPRmHo9gQpkMzA5BKULoK4FJQK26pBmK3B+GiYPQfpVmD0N5L0svFpbruLY8QgQhg2t4PPD9AxwGceGzePh6OsFlVWl8Sb+g/gb0f/UM9sP2QAAAAAASUVORK5CYII=) 16 15, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
85%,89.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
90%,94.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
95%,99.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
}
div.testarea{
animation:rwdcur23549 3.3333333333333s linear infinite forwards;
}
