@keyframes rwdcur215189 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 14 14, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAErElEQVRYhe2XPWwcRRTHf3PenM/nu7N3c44cQowwSYQIDUggCtKQFEmkNAiliJAigZBlJJeUriIKRGgAkbigIxRRhEQDDamAhiZCAoo4ARw5NrHPd8f5bK/Xt/so5s3t3sUhBUIUZKSnm52Z995/3te8g//7MJm5B+SUABKlzj/U8bdyPV3MAXmgAJQy6x0gBDZ17uhhCh0VVeZCZn+vynRAukyBjI+InDwpQJZeAp4BJoHHgKqCLCjoLPCqnplUHgFETp0S2T/i5B0CAndJkwFQBZalWoDnjsGRI+B5sL2NuXw5e8OjQFsp0rW8AlgAkOlpGByEnR24eRN+/BazEjr+F4BFoAZ0+gFMrvt8PziQY0+5hPmtdQ14TV5+EbY3YPNP2N7E3KoDHFBTrslTAQwWoTgChWHMdz8AIE9WiNptwjhhpA7AFPAT8Gs/gBwwquZ5djXg07E6bI3lyHseA8vRZ8AfwLL+3tHflvJXgHFgArgS78+zs9OhUEu+WvE5va8BwMfADQVwC2gCSTYyIxVY19C4OrSaEIYR7YDXsQFVzPjdAXcy8sCVDR/CMKJQS74AThvpum4VqKuOSHV2mVFzNoGlsSaEezkLfD7cgFIdwqp5O6PIBV2WrodVw3CD2eEGHwLhVgBjTQAuqtWWVEc3ILIAOtjAqgHHOwIbPueUmUJNkOrABTl6eE7d9biafEKOHr4hYwMUajKlMu5t+JzrpLefVwA13e+mchZA1gq1Up0zkY2QBWzwnDe1mHhpHjl08Ioqf1oOHbweL81jVuNpNW0NWIwMlBvMAG/pzWv9t4feSuhGEZsRVWy+5kl9lge+lgAInrCnGwuYNS5ifbyI9XNEWtwiXaspbT4MgEfq16J+u3wv6c2/FN+ymoZ8g82In4FfsKZu6/k81tybpLWjp5J63D9c+XXzXIYpccI7iHPgCeBqZq+VAeDpeqh0Xxnvj4H+sbzL2vWOD20DbYEdH4Czu5y79xDZDwTgYdOsIX4R4C620FSA2zJq7enXLW0BMgrAe1gXVYCK8o7qt3s7drP4faMITMgQIiXjHpATgMQB0vK7j9T7wCWwa3HQXT8JvCLDRmSou/Y8NnaK/cr6g9BTxGtSBrMOwAzwUeYbYHoX6yVS5pKeOQ8UpMycfp/BBuciNka6sdAPoASsyx4wO0wBc6KYTZo8rti0SFOqqMBLMsQcgNmyG+KB6TCFrf+/AyukQdpzC5d+rk2YkzKQ71E+q79Nvc2dzM2aqniWQZByz8XmsC5wvUQ3FrJBUQBGpQjsUeRrdqMdwADgCRdyBgbqHCfNa5K9zMcJxDmIEzANPgHGJeBVYpAEzDoTCrKV5e1/jte2AtgQiA2Ipro+p9lxjAc/x+OrAR8kgBFLRQPDVsab9D3HPT3hug91gQOpwmuqxPUCNawPm6R9IjpvYitfMlZnBtivoN6460PLh0qj2yvmVWfSk5flVPE72MDqkNbxesZ0bWxlizLsLdJquKKgq8DtAw3e1TPNPp6enrCCfXz26dy9AS0lV04j0rLqutocaQFz/UKBtIC5N6Gl4Fxj0tOSOaZ/oy3PynPWC4HkP/9j8mg8Gn8B7rbdHXt2PDAAAAAASUVORK5CYII=) 14 14, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 14 14, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 14 14, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 14 14, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 14 14, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 14 14, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 14 14, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 14 14, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 14 14, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 14 14, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 14 14, auto;}
75%,81.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEmElEQVRYhe3XT4jc5RkH8M9vM04mk91JZrIbNpio1SQErBChBAS96EloSy/toeghHiwKOQahpYX22psgpofSg38ueulFBPEkCGIhFTyZ1NY0f3T/zMTZ2d3J7My8Pbzvu/Pb2a0KSi/1gYffO+/vff6+3+f5PcP/OxWldQUziWGcePgtbXyl3kranMFWSeiB9Byij420zvx1BjPX8UXp3b3oJZ1jjMsOCIuHOPuI4u23TycFA3QT9xMP0nOYlGT5Cmqo4kbZo/Dkk/z9fcWtL49jCe2kZ5yvoIJ5HA/ztQ89/BinT1OpcOeO4tKlnyeh3hQPknwVq9sGn3uO/fvZ2uKTT/joPcVS/yKu4VNcxwqGOQOZqr1R3/7L77rr6geKf3bfRDc8eu4Nd9bZ+JI7G4qr7YdMrmI1PNBif536IWoHFS+/HB35QcOg19MfjeFEymS1bDBnYAaHcRI/XG7580KbzYUZ1UrFvluDV/E5bqXntfTsJvkGrmSlo2NVW1tDtZWxpSZHO95KkV/Gx7iK2xiXkZnvu51v9sDyWL8/0Gt5SgRUPUWQoyij+wmcX2/S7w/UVqKSIpCuazldYzfZGisJE4F1GzcXbjvfPxI3D3aYbdOfL57P1ySCbXaKa/354i8HO357sONFvL7ZYuG211PGruFmstH3X2gW9yP0WsJ6U8AfERDC/L4QHjwV8Ev8GI/j8fDgqRAW9oV8Dr9ebwprUf73eDadvT/Z2KZyBspZMNtmEBHyGX4FxcrI6OYV4eSJ13APzoSTJ94d3byiWB7BeTyN64OCuY4L+HeKfGWv6MudMFNdLMl5tFLKB3gnHwgttO6NPzqfKWIBviCWV67xmZJsOzmwIja1bZouQyZgHIvgyQ3plJi+y0WbEK7FCDrg1WSwJ1ZHL+mqiuW6YWff+EoHcvvN6xmTmh9PDoV8gX9LhrLD3ZIDlbSfu+iuNj6Ngb3oxvTGsEmvoBfYavoRfrGH3Bd77H0jqohNKYRmPaP6ZOIQDgvdiO5X8E63GffSuZ/i7JRswPGkc1fG98pAFY1wAFubee8+XBm1WCtodLwg3vXVRseltYJRC/wVi2CwKRzY1nlU7JY72jC7q6CSDq6GOYo1cAGDMOdPxZqnTb56086/VJIBpd8/ERvRdREj21iYdmAWR8Nd/lHE6eAPoe53UGz4jYjmjOiuSUnVk+Ov5aiLlLxQoYjmnsC/xM9xBumu6BdxLuyLHTDM7bjfaT5rgo2z5XfhsBDm0rqyQ+ZcsrFX9ZnFmVAXwiEhHJkI9lrCZkvYagqjljIwF7E4PhLf9Y9st++XEEIr6ZrblvkZzii14/JEVEWjX2M9MAp83owvZtt7+Yv8RVt1SulzvNzy/BjLgaKgPom3ZQLGGVMj2epak3bg7s6exi6IrXQpcZ4TpfVDItqPLrTN41jK0DM3mnSbNDrbs+IuB+DYXMettL4oAmto0senR7I8H2Yqt+8lsUzn8UwK6KL4MdrRjsszYSOlKNfstxlKa4kbJikfJj15KO1iWB7JstCsCTa+i7G8NqUvZ6+vNBVnwf/5H5Pv6Xv6Dx+N8YrcIUKMAAAAAElFTkSuQmCC) 14 14, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 14 14, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 14 14, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 14 14, auto;}
}
div.testarea{
animation:rwdcur215189 2.6666666666667s linear infinite forwards;
}
