@keyframes rwdcur49855 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 6 9, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 6 9, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 6 9, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 6 9, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 6 9, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 6 9, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADwAAAA8CAYAAAA6/NlyAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHTElEQVRoge2ae2yV5R3HP+f0PaenpxeQCCGMbIhKGBJcuq0hnWMNI4Yp2R+OjW0xUBkkOBenrQvTsTGDTm5FYHjpsLSLqUYLQUWWkCpdV6DMDrALK2NILKUXWmx6oeXSy/vdH897yumV03LaU7Cf5E1Pzvuc36XP5Xd5XxhhZK47R1pvxBCkCQoEKZHQ746AzhbABq5GQHdkEPgipdu60QDHuMlAowsah6pIZjUtBvzA7qHKuVlCWdIzgWnAHIE38KXAEswTTAhR12TgPuAuYMZgDQ0XoTgcPOargkXO54XA80B6iLouAKXO58vQNeujC4FPMEvwgCBLIMF4wTRBpuDBkGW1xkvNSHVIx5Ejq0QwaTh9CJk5MPugcTZR8HPHyYVDlaemeKkhTqqMlYodhyciQWoYzR6icRonfTEuMAs6D4WHYU7QkKWDllkRK33ml0pipA+8urgOlT6MBFPCaPqAuPo1TneISzYkNJkvPgSSgEY/VNtQ0Ul5pc1dz3X2K6OXzE9iRKug3qalxubgKZvsYpv3TvRvR7gZOCzFAaWxUAvcDTQIznRSXdZJfpnNR/+1AZYK3gKWY0JYjgua+5R30YZWQaOobRZfNNm8dyKc7twE0h0y13ipLUHKR3rDo5d/4nLS4a4LwWwnXewzZXQOvXnB313cggqWoOQgOSPBAGHBNldjB5S0UVoAD69o5+l3xVQgC/7G9S1xGfgEOAnUBUtxQs8G4HmZeA7AnV6oHwdHwulNCPS/pBs7oVFwuoPcvHYezbp+awJ8+hi8tBwsF3RgYmyec7s8WIwLbMFeTMJRKdgETCEeWjvcLMCmCSgJq1tDQCf90j6v9qxyaw7oGdBq0FzQRNAaeGmw61CQINinJ5C9HS1LRveBpo7gku7fuH1eHf99lAClgtaDMuDi4933b9qgZEJVPdRqN/o43d3tHIg4dRmW7p1kDFoIyoL9rbBgGRQC+ko8+ijNLeCXoco8CiXKRufWW6PLWYC3VnSbgexmk2L6MVfhX5e7deaFKLXusASsGEhWObiXQa4O+dS4Ea0B/RreGXYnhkhfGVVcMhRX/BE1b7eknR4FxgniZFKULn4Eb2ovuvosOjYN5cIB21RaNyxPI4JgqhNrg8NYQjIcq/8TatuBtAu9Dk8K3ILxQeOyVeTT5Y2oaCaqgnM2rOr5Txk1ODP2B5k4mhh8rwpStsEZbUDKQ/o7Ah4JGpKtwz5dfdVSWgr6EAptk5lNHpWlIYDAK/it4/CMHveSLsAPX4bPlY9UGiN9HitMzZytIz7ZmR6tXeQSkB0RB4aCUxP3aq06sz9jv+mKnNYpv3TWL5X5pSKf9IZH2392izjr1MDbBLND/MkU4KxOxEj50erM9Cgn1T3qnB1oH83D1L9zQ5RVDfyLGpumsk5yjnSSmmMDZN3gd6MDJw1cKFMkBpb1lOBGXgAbHjoKJdqPqjdZ+t1DvSqqpB6yZwjuGQk/hoRgsWCnIEXwLYFfMF2QAFAOZ7US1a9Fi7+JgD2YKlpAYB8nBsk7JfhPJHzpF9XGSRfiTEvmF10NtxRBsiBJkGLDvPshW++jlt+gpxIJ3rOzAKUtQMVPo5rNlnBaRIL5gvm9dJrW71yZ3w4L/e/hzha41gLXgGUAfB1T65ZhSj52wepPC0m9dM7iicOw9Tg5wGOOhDLg/sSvuUmIB68F7a97SoGZLjjogoN9aJ0N/ABYIqff7eyJ6RruzqaOIR1GKvZJ+dHdkvxW8K+BPD2LmlejR+d2m9meJJ5eF6W6LVYg766hn/3rZHRrBM8EzgrBAsE7TvKTEE4fuyv/J1IB0l6v9LZXetcrfeANOF6o3ahjFiqdOKCzAZIqN1qq32rp2muWgCqCuh/d9JrD0XI+xwlyne20J3CA3gz9dy33eEWDOF/ZToMdhScKYjzgj3ZxpQ2Kzti8ssvmHOTUXF/GA/HA+Q1WUVw0xEa78D7eXgF8F6jo1wbTFEzDtBB3uuDoYB3syYDt0Y/T3ao7abO/Caoboe4SnKzqNuQfwPcGoS+lepNVEBcNfq+LH69qL98L38HE8D5xZjXOZdpII0bPuCrgzBBlPXhhs6VL25C9Ht0Dpxktj1qGkUV1GeYQszM9wsTk2/41iEfqMiy1/LmrgXCC7nX0bclPazMsXX7Fkv7iEaZbO3yhZ5SwNBCjHaeLMeFossxD+LC2gUbsIdYNWFG3xdoZ7wOfx8W3V7YfKoZ8C6KAfBccgq4W5wSgxQVtkTM3PPwqcJDpVdQKVzpMPf6NwACnykqRaQD2qtpCYTT1lXZMSu9Iv9IObefBD74DMN9lcvIAfuevmwi+CRRunqvdjK6+iJSJgPe5nmomOPt6emRNDD/rajMsNWw1YQvIqzHO9iopbyc2ffZilP73QpT+vTZKQC6jawsOC9sOPOXW2yvd2rrEJW6V/thN8tqT3+/WIxv0yzS3ItkYZ7P4EixrME5+KWZ2jDHGGGOMMcYYY4xbhv8Da6t/VPfK4B0AAAAASUVORK5CYII=) 6 9, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 6 9, auto;}
50%,56.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADwAAAA8CAYAAAA6/NlyAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAG8ElEQVRoge2af2yU9R3HX8/dc9dyFKiEMIKEbcyxhJhudIM0jVO2OZMtxDk3py4KbtMFFkaaEpdInIzVkahUgcpKUawwsXGkm06NdoAgCAQBHaZ0YcAQKKWcHcWWluuve++P79MfV+6ud8/64+zulTzpXZ/v8/l+3t8fn+/3+3kO0iSPwDPSPiSKlUxhQSYQsnq/+4FcwAZqLLiUgI2ZQKsFtck6Oxgk1DOCaYKtQAXwK/XemoRpBBuYkoCdSUAZUCbwC3IFOS78do09UAGnF28D7sE0UDUQAFqBBmC6Y6c+gfouO89fAr4A/BrTmEUW7HHhf9LEHdKCLGApcB1GbCFwGJhjRZbzWBBOpmLBZMyoAVgLvG1BZzI23DBQD2cBGZjerMLMv/r+rZSsWOeZoOARYCIQHA6xTr3xEcwC5gGzgWXAFTcCAdQyTniBVkGj4HwX3BwaY0HIjT03xA1aOXDjbDNPs4EHgBvdiBVMFuRzoRlam43gT8PQEKbuSfuqO9fdEXNISxMiltfdVuPGebBPcL8FLwELgC0J1jMN8BME2oArLVALl9+HmjPunXdDzCEtXddHsCDUBq+1wOeAd4Bx8HGnly8u70pkWkwHZvAGu8gETkD7P8G/Dv49FWbU4XU7TZIlsR1SU5fpmdkB4+xhCG2AKU90UQwFAz1uwVlgPxZwEbgMl2y4MAfeqXMX9AYdNU2QwhMkZUuNY6XDSM/7tO4uVAR6HnQa1GaibHK24YbG36MjP0C3gMy/hofYy5K/E84B4y2o6eLDt73kFnUAcDvQDlsehIXJVObMkW8D4eypcP4MnHLvuytiC75qQVhwsIOt2zq4b1PvqDsA//gkjliZZmqKcmsm8E0AwtAoD7UpMJoBUHVAet2vykWe7iHXc90B+iE8FlHebEERLBXsEtx0jU3ICkOBNqJwKVqYH2F3ZNHrfn3wW29/sef6fS/EfJgueEtQJFgi2CnI77EFMwVruyB/MVToDbRzmSd1xAIEi219eXKEuHLMyWg7oOvHoR2FHm0wInMckSXQswfvQfBTwa6DcESvorOrUqhnu3n5QU9/sd0EgHc3/9yjE4971boafRcWCSYqRkxogcDLUKWdqHGNrevHXWMzNag2UXVBlFtZwIHTq7xqWmdLz/kUo1w35XovU1dKbN0xO0XFCr4muFlmWxiN8cCh4NO22kt9UoVfmDNzf8q1N1Mtz9q6Ly91xWYJ5jlXXpyi2cBRbUB6BWlfpoA7+9wv175Mhf5oa8m3rNQUCz0TN9fp4ekDFJ8EHNMOpKNjpNNjBcwHyrU/U+Eyn1bMv1ask+LJkWm01CBWEOrP+5C7HE7rI6RTAakmIO3NNFvRe6P3rOD7gpWCguEM1XEPD32zEIIZ0XpbMH4OjF8Ey36XQy1N5mAfruli83tdLK3Qi8DPophvdf6Gkkqd/o8k1IMyCbeFzudSKzJhFwLC0+CSB6o5c3Xap2dsKj8I84vNYYBNMczuBk6SWPJveBFMdYbfSkU5HbVA4JdQoTdRw6Noxfd6NxbrQcVw6/B7nQROlJ7fV5xgUjSxHTClDN5UFapfbevHX0dAJebkq3tBL9yFMAn71ETwgB5F+ivSyYB0ZEzMuLIPDqoYNT+C7p4Tsc7OAlRwq6U9D3t1YbUtTFT2D4eGWMQKWvv5EiZB2wa0x9Rbnr+Jue2nYGsVvHKIF+kNUDXAV7/xeYuJY8FvQ8d6jh6DnwymgEFDryKB9Bek7RnRFJdrR4Y+eQYVzI27g8o9XuRV8GlbLc/aAi4ANwyZ427RbqRipG1IFX7pz37pb/5u4e+q0q9jK73Km5HQdnFu7ZO2/rPGVlupLeD8w+bI+BuZBMqwETtrWekXjeLjYJimEPi8MMYHgQyLq+2w90SY+18IAxHDOB43nXvC3puVAWMzLB5b3FFXBGdtqLPgR4OkZ0Dirvk7l3m0/6Q4flHUXYZgM1SfjyiyB7glifrm1T1l78rKgICvkz8tpj4fFn4F/u7C9yHlmjQPcMKlrdvqV9tqLrEVLvMJOI55sTaqmR8sNkHMEX0McwgZ1dwZLLZ1paQngfAhqXRyGiLuuVhsq3W9LW30CTiESSwgyB7pTcpQsaB7jXZEHzhndmQrnWVrUEWnwq9vtkwu7HyopR1CnULP+fJegvJOc5LLdC4ABHmKzKh8plnSHchUglbBwQbzpqIHwXZB40g5OBQUNjwTMbzfos+Qdo6ps0bOvaFheb9A9hoJJio+yxRdLLbVuMYsW8A2UiPeDClPnfyDV/963KuPVniF+YnTqBe9tqrAo4qHPFpztyVi58dGFaVLv2P13cPHe6UzaijHiN3E/8Gwhtgv9dKkSZMmTZo0adKkGSn+C0m+JIOHxfxDAAAAAElFTkSuQmCC) 6 9, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 6 9, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 6 9, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 6 9, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 6 9, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 6 9, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 6 9, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 6 9, auto;}
}
div.testarea{
animation:rwdcur49855 2.6666666666667s linear infinite forwards;
}
