@keyframes rwdcur40780 {
0%,3.025%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
3.125%,6.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,9.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
9.375%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,15.525% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGIElEQVRYhe1WXUwc1xX+7p3ZmfHsLssuLKzXgJ22jrfQYEJcarmtcawkRgmJSkRIIqVSWynyQ+vmp60a9cGoeWjahyqKalT7LZXy5L9ExLFSlMSkdl23TiQHLMDgH2wIaxZY2GV3dnbmzr19YDZeUhaI2pdKPtJ52NHqnO9895zzHeCu3bX/R2s5cNq3/UfvlAGQYx09ofqnXi8HILtOv0osst4/trZ203TDri0S9eyGcEKg0j4Cogk4Js8bZzjnyezctQuz/T3j8/PXLQAMAHf9vwPQ/PwRmWqx1ygVMQHSSAipEwCDgAECnQCycJxJwa0hZltXR98+8FtjZtwAUAxkRZPXA4CqW9sAXiYg7eIOm7QXE2/aZjpnpyZuy97qGknRAmqwrl2S1Z3IG8m61l+1jxz/6SksPYe5GohVGWh+/ohM1a1tnxza29e0v/c5Y3Z8ypgeNibP/XkWgAJZlsEYBYBwY0dULa8p94a/Hrly4sXeWGfPzptnfn86NzeRWY2Jkg3T2tpNqRZ7DYQ83rS/97lLR57o9fCc5vMGKlFoNsa4G9wKVNTqmseDKyde7NvW+cYTWnDTw9s6DnXrelgHoKBEg0qlAIQe+809siz9EETal7k98pdIbM/Xyjc2/FgLbKwP1rXQxEjfdbcqc3tXz/eDtU1t3oot27XQ5oSZXVgo29T4EiEiJzza5fTNf6bdsByAcH11BiTq2S1AGjm3p4zpYcMx5il3bEsrC3f6wve03vfk63sAWE3PHN7jq9zcqvorugAYhDMrn5pccBxrikhqvX/jfTsB6AA0l4llOVdkoOXAaZ8Q5HtUkrus1PThsXdfuTh77dxCsK6FUknJaYGqJ6msZKvrH6naEIh8R/UFn85nkkczs+Nnh04dvJiNX06Ftj6oqf7KNmbMXzLnb43n07dtlwHmemkG8osWBZX2CYDZZjrnIpcH3/5Ff2b25sdmeuY4lT0hCOIllFaa6Znji9NX/z5w/IW/FWJyO58SAPP4q3Zxh2tFDCzrhRUBfPbmDwwCokHAsFMTtyHLhXFlgydfet8ykoNmKvHJp2/95FguOXkpl/r86uDJly+4CQBFYSw/NwnBDUokLRMfMLF8U64OINbRUybgmCDQZW91jTtqHABreubwHtUXbtACVTuanz38rBqI7FC9ld/65mOv7nXjcVgWU3zRKgFJF5yb3uoG30rJSwKgssV53jhDAFlStEDh+/aunr3eUM2Dqi/UxZmd5IJZ3DbTeqimvSxy73cbHv/d7gJQSdX9lAjZTMfPgy178rWbcGbor6z6/qdjVFLul1T/FpbP/Sta/1A0WNvUpvpCSw2XuH5u4NgLH5RFG2UqeUw9VNNOJcXQg7UJLdKolm9u+aUQIp9PfX4+/ulbIwAcADnXLRdo6THMzg1fcLg1RGUlqpfXlEPyKCBEzy/OHc3M3Dg7ePLlfgB8+L2DH2US1z/OzcffIZKkCMmjqL5wJaFS1LGN0eS1/gHc6f7/EKeSi0hM3zACsUeauWVMgpLs2Hvd57VQXSI3d+Py0KmDF7G0xh0A1szoh6N6sDZhpOLDY31/GKh+oGsHpVLOsc3ZiQ/++BHnjLlV57CkDRbcZVQKgDDNeZK+9Y8L3kijfOXEzz/c1vnGo1Y2vZBZiKez8cEUAAFFseE4FoC8FmlUqeJXqx/o2jFy7Gen/TXN9OqpXx9j+QwDYBfRb7q/AawuRjKWZlePdfa0a8FND3s2lD/KHXvKXJjo5baZYmZyUvFFqyRV9yvecCehUtTOzvVlE2Nnx959pb+IeguA4XpBHdcEQAsgNlTU6ts6DnUTRfmGJKn1VJKjXBBGwA0BqlMiZO6wScc2RpmZuTVydP+fbCNVoNpykxZ8mSqudZAUQCi6HtYrvt15r39j004QKaz5I7sIpZrg3DTT8fPcNhaT1/oHkpffn2IsV5y0UPWKkryei+gLEFgSFb0s0lTJCdcy8YGlJcMYsnNXDKxM+aqX0Xpvwi+ew/WCuhXWa8EKQlNc+aoX0bpOMtypzMSdWbawfL1yLGegJO3Ftu6r2LVCsi8LSzGAYsn931zFa4D5sq2Z9K4V278B2qfQiR1ui/wAAAAASUVORK5CYII=) 15 15, auto;}
15.625%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,21.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21.875%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,28.025% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFKElEQVRYhe1XW0wUVxj+zpkL7AWMK+sNq7Ao0YiFti5Ea5M+1VvUhNJaMd6otVgrNGn0xb5prA9NWxtNDRaJ9VbsotY0qdqowYZKWopFKSISYqm6gAjC7g7D2ZnZPuwMO7AurmkaX/yT/2HOzDn/93/nvw3wXJ7LMxbyH/fTx6xp/ycA6t56sYBQbqGmsIa6/W98M3fL+Y2EE7NVJl2sP7D0jA5gpMYUPl7L7pLLhYRwmwmlCwBAU/yfAbBrqpIqiLYiahlT5C65VMt8XRUNFe94ACgAmK4xQXDxGM8trS6nHL+LEDJVU4Mt8qN7X9/99eBpqbtVUQcDty3j0r1USEylnJjNJyYvm5CTn+6tO15tOiIUC8QTryC3tLqcUK4oFAoxubd95/XDq08BEGcu3vHymMmz3f7utpq/fvjkNwA0q7B8jXV85nZCCM8CD09dK1vxMQBJV1lnJX4G3CWXCynH7wqFQqzvTu2GpsriXwBYAXCu1zYts41Le58QruPetao/AJCuG2dvJiRPum51ZizmRdvspCnZ3u6mc606A6quIbONx0Xx0DtCuM0AIPe277x1ZlsjgER9jwZCzZRSY73twu5av7fpcwCwOTNXAbDroBMBiCNtxgTg3noxn1C6QFODLTrthnEGwE950UyncQ4DIDVVFleoQbmNT0zKyVy+Z4kOwPpUAAjlFgPAYH/HSX0jEL5DCYBEOUEHEKKIZJOG8F1Lg333TwKANSUjT98v6t8NsxkzCOduuVCiKeyF9iv7vk9JeyUreeLMPBCqUV5UKCcoWlDuBSHOoOyTKCc4COU0ygmMcoIi9fxTc/fGT+2Tc9dsUGRff1Nl8QkAfgD9uspPAkARptwOwJ737vFtVsfUYvMHA4/u7as9uPKge/3hrXZnxkbzO7nP+9XVsrf2I0K5pjPn11XW12IDmLvl/IeaqqTerSk74XS5s+zOjHmR+A1RhUn9lBMcKgv4KZ+YTAgBCNUI5TR/1+2rHbeqW6e8ummVFpR7Go8VHUMkHY2U1IBRKiHhxGxBtBVNcq+WGw69fQxAPSLRzrvXH95sd2Zs9HW2HKr7tqhC36YhHCdK1upDKy1jp37A/N0eRIpQVDGKGYQqk34GANHuLDQZNg5hhHJhCskQiYZxBoBZHNMKAGCg9+8a0/4oezEB1B9YelZTWC3lhOlZheVrMDzVZMoJLEwVNRqOgjC18py1R/Ipn+BSWaC+2VN6CZHojxuABkBj/q4KALCOz9zuWrhjPiIBJRtpqDMx5PnMN/fmWBxpOwDA39lciej0G9YhRyvFtPNPT+uEnPx0TrDMsaZMXzQmLS/woPHH6wCUca75GiGkw9fR/PuDlmovgOCLa48U2CbO+pIQIrDAQ0/jkXVHdcOqzo4EYFB/DhM4CgAe4eqV/NJ7Z74Q7SkFAKAG5bbBvvsnvXXHT3ffPPfIMeP18ZNz166wOKblUz7BBQAs8NBzrWzFp7r3GobXAAmmphRXO+6o/+5KUmq2l09IcvIJtlmCdewCi2Oa2tlwqn7G8t0brCmuUkL5sepgoM53/8bexqPrjgIQEKmM5vxXYGpIow0kGsL3SgHwzVWlHgDnMpfvWWRNyZinyL5+AFRjAz3M3+0Z6LlT01z10SUMLz6GcSP3o4aTeEYyHuGqaMXwpgLdG0U/1OgJhlMM0cUnah6IZyQz0muoyIzw0nwob1o3ABieRxmPF4ABwpzvZk+NdXOeG0CfOBM+9VT8GB0pTzUVP/P/gufyL7BFGwOEVi64AAAAAElFTkSuQmCC) 15 15, auto;}
28.125%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,34.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
34.375%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,40.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40.625%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,46.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46.875%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,53.025% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53.125%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,59.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
59.375%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,65.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65.625%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,71.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.875%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,78.025% {cursor:url(data:image/png;base64,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) 15 15, auto;}
78.125%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,84.275% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGZklEQVRYhe2WX2xT1x3Hf+fcP76+9nWM4zhO6gQIjrFCqJo0FIGK0rC00BYktKJOpRXSNg21qCqdWk1Uk7qnrpP6MPWhD+sflVZbWSukBijNktE0pVtV0RDSJDTGAYKdpHFsJ/6D7Wufe++5e8i9YCAJ0D7shZ/0032wz/l9fn/O9xyAu3bX/s/G/JRFgd902a1CLbZVr2f92/5QGxs6kgcAbPyMAEC/3b3QnQRu3feRC/O1BwA0hw7gRQh7dUrCQPVCYX7i8NjHr44CJFQAoGX+8wFa9n9RjzFsRph5CiP8kI6QHSOENU2NIUCCKqc+mR3qessZaG/ibW5vMR7+LNT10hQAlMMsauytsz4mYIZ9DWHUCQBuTSn8S1dILjM79iXiOAfSWT498fVA7Fw3qbp3x0beKv1SdzcIlcFHDs2FenMGhOk32bIz0PZcjw/z1r0IM88D0pnC/OSfp75973D05BunEmP/np0b646IFdXgvKd5DctZZFVREsKK+nWsIP1Kqmtby9mcoWzkuxwsVHrRSixfAc6yA2F8gKrKQDE703Pun78+BooigDFwLGulnuAvOkSndytC+M3Idx+dFr2NJ22VDc0MJzxo9zRtBoAkAOTKgl9XiWUq8CfwtPi8QEk6OzXyj5lv3/6+lJpGRnANAIrBbQeDNk9jB2aFe6iqTlz+79uDibHPf1ixcrPM26s6MStYS+nLA8XUVMlYoxkgV0/JkgCt+19pLsYvRYc/ffkrSXJaPYGH2nwtT27hrCtymenv4wBQbOh4/nHBXrmLyOn+eKjveHpyMAuU6pSSuL2muY4XHRutrgATH/l00AhszsLVVizZAsxan7bV+MWGtr0fVHhX3muvbnwJYSRapEq/d/2jU0TOnMOsxQ0IeLVUiF3+5p2osZRmx7+OoU370jpiRMQwdqEq4CwmwgQAigBAytuwKEDrvuM+pOsOYCx7RN+68Vxs+AInOntZiz1gsVd2AgIeIeaQWsqlNSJ/KKenJ4y9KACoiqISORXtrnB4dmNWcKpyCgCAN5w12kiXbAHD1xCpNnBAB1Sh5GL9oaMHh+Kj3YNWZ80sMHxCI6WIpuTzA4f2fuht3n4fb3MFvM2PBR2eRnplamRa02RS3fpEE7Y470cISrODR3qpWlSN7EvlbVi0AhrJgU5pkuG5WiKnVQCOV5Q8hHr+MgQAQ81PvNFplWrWtz7z7u8AsaLN5dsFOhCLrSroqG/bkJ48exxpDI8REgjJXa5YtcFlaAKGa5K90OrFANzeBkHXSZzqOhXda7axLMuXlY1Ynb7VNnfdHoa3ugrz0fOZWPjvhcxMPydITYJUtd1aUeOfP983THLxLtC0wlyo90e4Ex0YOXEw1/rsiRwCWsAM55BWb3Cnxk/FAYD6O35fz1nsXtCBUEVOjn32aj8AnPK1PlnvDnSEST45mYoMhGfGTsaJnHzf4qp3GyU3h+86iKWOIeZt0nmh0t/CWqStrOiOz4V7fwBKiX/ri9t5ybVLKebPpqNneuYufpMAAJqdOZeIjZ4Ylq/EZ+11G2rrH9y3m7E6aeSLv54BoCos9F42vgoYWrCkDmQiZ1TX2odZVnBsEhzejY66tnwpPTnh8K4VBcnzAMmnT48d/WMPpYpmbFgEnieNO17fWeFreZqzOduoSi4lRruG4drwmU5vBaADABY9wZLgqF2DOX4ty4t2qtELuR+Ho5gVLmamh4eSl/4zD8BRjrMq7nU77as7X9kpula9jFi2Jp+48F5i5FhfIR7OGoAyLOiACguKCADLX8csAIiSr8Wzqv2F3wqulc/Iqejnox/v/5s3+JinItB+H4BKNCIX7NVN7ZizOBje9gjo2rwiZ0+HjrzwWjEVMYUnBwBZuCZEt1ZC40/kytTZ+blw31Gnv10tZmZnXas2Oavbdj/FS95dVKcFluW9VNcp0mlBIVf6i/Hx7sT5vlAxFTHVrnwAbxrCWz1IWFhQLxEA7AA8X7fl2WClf8vjCGM7stgadFJMalopravFQvTUm4czkUHzvFMj41yZX5f97QCYEILhJhCuuX9PbfLiyaxOMS/wkphLjpOyNaoRvFDmZv+vs9sBMNWLvcH5G/zqXWBkagLcdAHdKcBiILgs6I0XjAlg+pLPsTsFuBGkvCqmpJtyWz5wy76MfwpAOUj517Tbeo7fNdP+B9BI1pflpbGDAAAAAElFTkSuQmCC) 15 15, auto;}
84.375%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,90.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90.625%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,96.775% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGVElEQVRYhe1Xb2wT9xl+7v/5/Ce2SeLETiJKQkA0LRCyliFKFxUhtFJt6zZWVli3bqvWduqE2mlMmrYP+9B9mMT2YWW0lbZ2ot2QOtJtiMEGKf+iQhkUExZDgpu4Jji2YzvGvrPvfve7fegdNdQkWaVpX3ilVyed773neZ/3fu/7Grhjd+z/bMynDex96q9t6fxg1tR8aLRk+cL+HSX7J2r7/4LAz9D7zLoenucft6jpB8d2W4RkLcvMWpQUc5f27xoffCkHgNg+J5l5Eeh7+mAbBGkT0Y1kNTMWdbd2Pc9w0jcsy1I5jgtTy6IMqEp0bahanHqrlBo5PfHPX8QB6DVk6ho3F/i92/6g8Ip/G8txz4Pqhei+F47Kgm+CEaQxQ506VkqPDnC8VKXEmOYlbz8v+z4r+1o7y1MjQ3oxRQBYttdVYlYCK5853CEogZ0My33fMo2RYvLCHq/X7wpElq3Q0rHx2MCOc7nYO6lsdOCUVkieFz1NackXup8VpCWupi5dkBuy1yej5RoCnyDBzkaAZbGGYZn1APRKMXUwfW5P2hda0usJLf5RoKP3EUFw84ABQjSSHx1Mj/z5uT9dnxz+rVktD7sX3LXV3/XgwwAUADIAvh7ebRXofeqNICs0/IRhmOVqLvHixT9+6+1q/irTtnLzA5I3uApgqCsYmcqOHb+Gj2qsg1K9OpOMU9Mc4yRF1wrJeH705DhgGvYz5q0q3JZAZM2zO1iOe4wS7fDVd19+U01dtgCwghIsuRcsDEpu/wNguMzk+YGzAIyu/u3tnf0/2OgLLVFK16KJK0d+dZKh9Hrj3RvCxcR7GQBGTRksB4evB77myQGPDstngfGYRqVUiB1VbflI4tRrl1t6NibBQOQEpbHn0V+ud/nDnbzsaRZk31qXP1SyLOvX1GTjob6vbGHAVT48/lK0pgRsrQp1v4HEyDECCy0sw7Cl1L8HCTGcIB2AqmszF7XC1O9NQ8u5fC33uIOR70iuho2kWh6uFDOHytl4MtDdv0L0tnwRHKe09j0eBiDaztbi1lXA1EsAmBbTJCmOEz0AAc+70L3hhR5v270rWU5sJNVS4cxrT+zp3frKd8u55F8oqWZLkxffix/dFTUMlSz58s4ualGVFZRF2ZF/FG1w3cYksxJountdCygZY1hphcXwcsfqby5qXvpQv6gEF4ou72owEE1de33Vtle/DYZXSukr50f+9tN3bJVYQIClV1WeF1uqWvGMxbFO9g6JG2WoW4Lo61uTpkVLRMvvLY6dOOMNdYddDa3rednVo6v5Q+X81ZfVfGKEFVyN3ua7HpP9rZ017yKCIBJ3aGk/tSxKSSXHi17FBv/EUayrAABUch+8ORM/VUnFDugMY1CGYXdKnlBkOj50cnzolQQAvnfbq4thQRdkb3Nb7+aO5Nm9lwHogZ7P+8BLPsaiKiWGWsmOOlnPvw9kL57Otfc/vTa86qtfIIaRSUX3DY+f2H2u8OHZovOMr3kxFb2hRkkJLuck73RqeH8Uoqh3rv/xJtHT+KRZLZ8YP/zirurMNacPaLY7R3K2TpghotvfInkaH13Q/bnt7eueewSCADuQAFA/OLb7XaKrMcAs6eXshKd1mbzsa7u3SIHID2GZ2XL68oGZiX+pTmlQZ0LeTgELAONv70uzolLhZO9mwR24r6F9tWZZlRQpTJUpZSumqemepsV5UlVHp+NDlzzt94UbIiu/znB8q6EVj0+d33tQTY+qDmEAZQAVWwEAs49jFoC4YOkGf8eD23/Di/JasFyQaIUjlBoFLZc4IEheGRaj5K8Mvj/5/r70PVt2Pyv7w5vKmfgb8b//fF8lP+EcNxVA0XaH0KwKOCpAy16hgqcpZoGOs7zsFl2++znJu1zxR77Eyg19oif4kBxok8xy7hLn8lNK9HjmwttHionTRXzcvMoASnb2zoieU4EbKgDwAPAEFq0OR9Z87wmGEzwc7wqyvBQ0jXIcpqlmRwf3Xx36XQwwaE0ssQmU7MydBeWGzWcj4vHROFUc9zR1+yvXMwCAhoWfCU7HDk3WgOn4+EPTa9zJ/iab707I20o4RGTc3FhqwR0ndbzui+djTrBzBCu3EHDu6zVX596si+l/u5Y73YzHzeO1llwt6Jzr+af+X4D6rZXecr1jc9p/ADfg7uhaec82AAAAAElFTkSuQmCC) 15 15, auto;}
96.875%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur40780 1.0666666666667s linear infinite forwards;
}
