@keyframes rwdcur23032 {
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12.5%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAJsElEQVRYhcWXeZAU1R3HP9M7LAss97IspywssBzKEU4xSBQWokBWRNRSlAUkeCGgYJAgIUA8k4hCxFiQEDSgFTEiIQWS9UKQ+0aO3dndue+zp7tnpue9/LFZEgS0rDLJr6qrurpe1/fT3/ft33uPsrIyJk2aZOX/VDn9+vXr/+OJd71XPmXazT169CgpaNsmv7i4OFldXa3+LwCsVqs1PuqH4/Ju6FPUH+7pHzO499iRr8Sk8iPeo0f2Hz1x7MABXdcPnj17NvhfAchkMtFoJAwUAdAyD8aM6qPcOKpPRz11f8famtjEzz/dLY4fO1C1Z9cHn/u8zk8Mwzj7fQHkFBcXp3r3GVDRt7Q4p+FhBtAMiMdB0phOXUosAwePajvh9rsGH9z/cbdsNv2hruvfD0B1dTW3jrtt6qDB/ZsJwJCQSEIkAoFgHL/fj9/nIRT08+rLS21nTh9+NBqNpgAWLV66eMbMRxc2stK0WbOmdrfb/Z2pcgBG3nhz2cChwwq1FCQSEA5n8Xp9uN0uvB4XoZCf9WtXuffv3f1TwzDCAPPnP3n/4meenzn6xv6tyyZNG96kWeE9hqF19XqczkwmE/5OAKWl/UYNG1lWnFAhFjPweDy4XQ68bhfBgI831q12njl5YI6U0gcwd+7DE+cvWvV0l6LGCkDWAt2KS3PGjL27V/uiznf6vO6SUNB3WEppfBuAAlB18SuPpgnicRWf14vLacflcuB221nz65/baqpOzQK8ADNnzip7bMEvlvXo2lwBMIB4AgLBFD6vm0E/uElpV9ihG6AB4JTfDlBddd4diYTRNI1QKEAoFMBpt7Hm5aVHoyHXLCAIMKNi5m3znly5sl+vQmuDeDAETmcMW3UVLpedTRteMT7es31JVjXTuGT+iF/On9Fz3jOj8cq8qwFYAZJJ1Wmvs9GiVSGapnLm1CGx6c3n3wdeBEyA2bPnTFuwePWivj0LFAAdCIXAbg/hsNcRDPg4feqQ2PrWutVIaeOYLCg9uvWWpx55fIkvEjSXbVyyPKwd2kHTocYVAKqq2m3V5+nTL58P399sbN/2hxeA7Q2D5j2x8JGFT/+q4roO9XOuSQgEwOkMUmOrxut1Ya+t4o21q94mIndyljaFgZODH76+77Ih/du3SFkKsJkDVr/y503hLFRexYGkc+9nu9N/2bqh6vDBT5cBtQDl5eV5NwwcumLh4mfGtmxS/4KaBZ8PHA4PNbZq3G4HHreDda88W8nPlr6KSn5jNVwyy2osnzz4+kKTlDUjhZgyfEL+58e/WHLQse0sXaZ4GwAsl8KgKGMbN25cqeu6AJg6dWq3sePLX5gz+76ShkHxNPj8UFfnoK62BoejDq/HyRuvrjhMj66Ps+1cPjLbfZZj37Ll40cOy1hSVmFJW+NSiJBqMU+eO208teXF51izcSOWDulLDgAIIfY0dLcHZ1RMfqBi3qJbRg9syr9CEE2C3y+oqbHhcNThdjlwuxxs+N3K4/Tut4Ctx9qQyXSf4tj3+LO3jxqSJaMIhCKBdBa0rE7rNgVKF6XlTxz+2LtA+DIAgDvuuKPN9QOGLJ099+nRXdrn1IdNQjQGHo9GbW0N9roa/D4vHreDP/5+5WHKy59k2XttMM1eEzxHKp6bcNNoIU1r1iIUkEoGSdKEuKkpUTOhdG7TscTx148LrgAYP3584bgJd26ZNee+VrnUrweqUd+SPZ4Q9rpa7PZaQsEA9rqLvLP5N3vo2XMZq7cVYNC3zHvywd+OHTomVxFWgVRk/YWWBdVMKbFMgkgqobQtaG/liwMlwIXLADKZTDS/ecu8TBa0DCQ1iEazeDxuHA47XreLQNDPiaP7ROWuLRuIyPU4KCRFyWTPkYqXxw4aY7UIJSuFIi1CkQhFIImbklAqTjiVIJ5WyUogGW1xKXsNN5WVlemTJ46cVtX65uL369TW2KiuuoDLUUcg4GPH+5vjlbu2LEKX6/FRYDVSvR5wHXhi7bhBoxtZpCKQ1vovFwpI4llJKKURMKIiZiREWI8TjAYFhha/AgDgo10fHPD5ksTjGm63C6fTTjDgo6bmAuvWLD9+8dzBey3n5Wecl0Wt3L7BC6JnVqwuGzYiK+W/bBdIhCKR6BZJwMji0cOEjTghPUZMjQlb3UVB61a2qwK4Xc59lXt2Eo1G8Ps8hEMBdu7Yamx8fcWatB55iFNSlbrs3r3m1IRVzdUX5t08qLRBvD7xUsEiyVoEAUPg0sME9CghPUY4ERdqTBUhX3WQ1968BHDZXxAIBM5V7tnh7tqttOORQ3vF25te2xsNe15CSjenKcKk8+iL++9eOrz/1NKi5nmmlIqQUhH1wgoIMgg8hsSeDOPUAriTQRFUIyIWT4hEICbIafIJrVqYVwUAqPxo+0cBv3fkl1/sXgN8iU1aOUHn1j77wGmm79GFE0fekKtgNaVUpKxPOg2JR+LVJE4tTJ3mw6UFCGhRosk4yXhSHNtfqTF85GYsFtGgZ/k6AJBH/UIHF2VTEnQcfHzXPXMH9J4+vt91LUywConCJWGBtAgiZha/nsGpBXBoPtyaTwRTISJ6RMSjcRGxBdOuE+ffYv27y8kvTF/TgUvix2R+pz07R09q22RBxaRxfds3t1hNiSKgfq4BQf3aEElJ/LqGSwsKjx7Ab/gJ6CGiRkQkDJWMlhIuh62Wxx5+3dKoXfo/dwhXPZB0797d2uNPzy6bPm16+fCBJfmKhdyURJGgmEBagG6CmpZEU4YI6gk8Wgi/ESJsBEXICBIzImhaQhhaStTWnA9z0y0r6TzNKxtfbvpVAWzV1WbPxasKSq4rzk2kUEwLiilRMgKMLKRMQSKVEjFDJ2KoIqhHCOghYukwMSMoYkYYQ48LLZYULse5ICN+tJLShw5aWpP++v7oahkAQyrWv50pGXlm72uL75/eNycvN1fNCqtumuhmFjWVRjUMEddVonpMRPQwiXREqJkwCSOEbsSEx2sXetJ3gckTXqJkxmGadwzT4t/h+2YAgJOyFTW27kX/eGfJ7NsmjujQociaNLNKIp0hoeskDV1EkwlUIyZUI4KeDotkOkxC9+N0H1Xp2nInFRPfwbz1AkV9o1iuLnVtgLhUcJNPigI2vjSxi2K5d2Cv0s4d2xWip9MkdI2koWEYcZFIBsXZ2uOkzJoonXL3cXfvv1Pc34Y6rpZOvbRranwjQEOdkLnkkE9GtmLL2iE4qodiprsiRSvICnKyUZpSS48Wp5jV5zRtkiqW1mFiLeO0u/MKy787QENJqXCBXCR5pGgKNEVKK43QaG6JApqlC6a8htXXqn8CD8yz905veXIAAAAASUVORK5CYII=) 1 1, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAJe0lEQVRYhcWXeZAU5RnGf9M7LOPKsSKs3LKAhEtAPKIgR0U5FNBFUCFyLnIYI3EhQBCIMaDxiqWiFpB4RQVjJaKAVHHUKhFBBBZYFhTZnd25eqbn7J6e6em5+ssfyxIRCLHKJO8fU11T3/Tze99+5vm+ZvTo0UyYMMHO/6kK+vXr1/+O8ff+veye+0b06NGjZ9sr27QoLS1N1tXVJf4XAHa73R4fOmyUY0Cf9v1hSn/NZOqRw19bE8oOB6oO7686duTAgVQq9dXJkyfD/xWAbDarqrEo0B6A1g4YObSPNGRon46p9LSODfXa+M/37LSOHjlQu3vHx58rAe9npmme/LEACkpLS9M/6TNwdt/epQVNX2YBw4R4HATN6dSlp23Q4KFXjh137+Cv9n/aLZ/PbE2lUj8OQF1dHbeNunPydYP7X24BpgA9CbEYhMJxgsEgQcVPJBzk5edXOE/UHHpYVdU0wJKlK5bOKn94UTM7RZdfXuSWZfkHUxUA3DJkxOhBN95UYqRB1yEazRMIKMiyj4DfRyQSZN0ra+T9e3fON00zCvDoo4unLX3s6fLhQ/pfMXrCfT+97PKSKaZpdA34vd5sNhv9QQC9e/cbetMto0v1BGiaid/vR/Z5CMg+wiGF9a8+6T1RfWCeEEIBWLDgofGPLlmzrEv75hJA3gbdSnsXjLz9/l5Xte88SQnIPSNh5ZAQwrwUgARQe/prv2FYxOMJlEAAn9eNz+dBlt289MeVzvra43OAAEB5+ZzRv6z43aoeXVtKACYQ1yEUTqMEZK67/lapXUmHboDxn0zADlBXe0qOxaJkshaRSIhIJITX7WTDa09V5TL6YiAOMGt2+Z0LF69+vF+vEnuTeDgCsqwh+7wkEhqffLzR/HT3luVABp+wD1s0Y3LUovbE2r9U0d5mXRAgmUx43S4nrYpLMIwEJ44ftN7+09ObgWeBHMCDD867r2Lpk0v6XtNWAkgBkQi43RE8bhfhkELN8YPW+++++iTgpMoqumHDUzcvrVi+XAkHcyuWTVmiGAf/QdGNufMAEomE21l3ij79WrB18zvmlg/ffAbY0rRo4a8W/WLRsqdmX92h8ZkbAkIh8HrD1DvrCAR8uBtqWf/KmveA7ZwQjh5Vn3Sff+uI1bfe2L3ItJVazljDM88u//2cHFR/F8AGYLPZpHF3P/BFQPbUHvpqzyqgAaCsrMwxYNCNTyxa+tjtrS9r/EEiD4oCHo+femcdsuzBL3t49cXfVmKll+AR9ta1ro7LIifXLph4W1+LvJTCIqpKuYdWzqvZVzFuJr2mJs4BAJAk6fbmzZtXplIpC2Dy5Mndbh9T9sy8Bx/o2bQongElCC6XB1dDPR6Pi4Dfy/qXnzgE6Uc4lpcQ+eJFRzavXjV90nDLlrNb5NFygmBEWIePHMg98sKjT7B71wfYOlhnHwGAZVm7m9Jt5qzZd82YvXDJz4YPKuKMCdQkBIMW9fVOPB4Xss+D7PPw+murj9KuXQU7fYVks8XlVX+rWFl+/3BBXhIIANJZMDIGbdq2l64u6jDRFdQ+OuNhztmGJ06c2ObagTeseHDBsuFdripoNJsAVQO/36ChoR63q56gEsAve3hrw+pDDBxYwRtVdnK5NlOPbp67Zub948GSLIQkEGQRJE2Ip3RUQ6NzSZe+rmfWtwHkcwDGjBlTMmrspE1z5j1QXEjjfpAwGyPZ74/gdjXgdjcQCYdwu07z13de2A2sYuORQkzaTqneMvu5aZMnOyQhWQiJM90ns6CbKWLJuBTTNattuw4Sn1X2PA8gm82qLVq2dmTzYGQhaYCq5vH7ZTweNwHZRygc5FjVPqtyx6bXgXVUiyLStJl5bPPcp6dNvKf5d8QFAguBZkA4HiWqx9AMTcoLGxiJFme913RRWVmZqT52uCaRaAyXYDBFQ72Tutpv8XlchEIK2za/E6/csWkJsI5vRJEjrpU8Uv3hshdnlH1PvLG0DITiOkE1QkxXiWgxKxQJgpU7G9HneGDXjo8PTC//9Q25vA2/X8brdRMOKdTXf8u7b718NJOKrbCdEgGREi06fl3T+aGs9/FHpk0cbInviwtSCElR85YvGiCkRQlrUUuNq9TVfW1xmcN5QQDZ591XuXv7wwOuG0JQ8RONhNi+7X1z356t64F3OS7sIiWKrz+wbfDCXp1W3T1sTEdLIIkzk2yUF+QQkqIJPBE/ihomrEWIqFF0LU5YOR3ki1Nurmh9PkAoFPqmcvc2uWu33h0PH9xrvff22r1q1P8cIHNcFJGj+K69G+9ZOnbM3H7drnQ0ije6van3rE1IPlVQH1Qsd0jGFwqgREJWLKZaWjhiITXbRXGrs3vCeafhyl1bdoWCgVu+/GLnS8CXOIVEnFZdju3rNsUKL66Y+/ObHQVIVmPHZzpv/DSEQI4IyxUO4FRceMM+lFiIaDxGQo1zeO92g4H9N2I7m3//SsLvlIMzIcFpYUen1YhPXi2bN3zY/DuHXFtscf7IBYKoKQjE0rhCMu6wF09YJqQFicTDaFHVinqVnOdU9Zvs2fc8LUouPoGz4kdE4TVvvjjorq7tF8+et2BQxzaSlG8SPmPzPKBnIaqDoqq4wzJyJEAg5ieohojqESuejJMxDMvjrqllVcWG74pfbAJ0797d3nvEmFUzps8vGzZkgKNZQWPXQjTGctaCpAm6IYjpjX8zX0RB0YKEtRAhLWhpepSkoZNKpizn6YNhRo54iPJ1NXQ+90xwwTcip9OZ63Nb87a9rulr11Ng2ZDyArI5JDOLZaYzaMkkqq4T1VWCsbClaEG0ZIxYPIyaiJIy4pahJ/C4qgKMHLGMiU9++33xi04AU+D48/b2Q07sXbti4W8GNHM4pGQmIxmZDIaZJmEYxJNJNF2zorpKTIsQN2LoRsyKJ6MYho7sa7AMw1PN9HGruWN5LS07mrQ6X+7CAADVwsH+T9t22vrGqvlTy4d37nK1lExnJN0w0BIJEskEqqZZuqGhJ1WSpkYypRHXQ5an4csEnVpt4pV5H8CoMB36XfRwenGAuACZQtIUsWTK2G6OotnXXTu4a+cOXTFMk3hSJ2kkSaUSxPUoNd8cstKmS6Vd4Q7mDvqI0SNkEqNUOvXKXVTj3wI01TEhUUAhWeFg5azBKJ6byKZLsfLF2ISFzYriKKjn6iuO8oc7auicM7FdYaK1Nmk36ZK3vzRAUwkB32JHIJGmEChECIlmZGhpM4EcXc832aXqnwDab3rAWVOiAAAAAElFTkSuQmCC) 1 1, auto;}
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}
div.testarea{
animation:rwdcur23032 0.4s linear infinite forwards;
}
