@keyframes rwdcur71514 {
0%,2.7571428571429%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADV0lEQVRYhe2UT2gcVRzHP/NmZ3dmdnYym+xusmttNJq0NUHSDRGDEIOCsSB66qEHWygi9FSKihaKEBCpHvTgQTwEvIhgD9ZWEUkDpmgllmKVNumfNGww0SQsXbPNbnYnb2c8BMFDsiFLktN+Tg/e7/t9X977vZ9CjXwwNDawN5l7VQssyLm/ZoZPnnn/11p81FpEp46eHXimNzna/WQx3dXp9EQj2rGDB9ovXLz0y8JWvUQtATQvN+jov4tYXMWK27S2JoOxqP1cLV6BWkQJW6Qvj0/S3B7HyxX4bTxDPBLu2bUA8ufvdXt/O7JUJtrYRPhejge5WXPXAowbq0NJozR6841PMKMObnMcKxQcqsVraz2gmoAR++7q3SkzpF0PJGOEko20JJxLH38+ltXN5r0BrcHeiqXy38IwUygKqXdPn2xJ9+zriEYjnZOTt9picbvFtk1duq55+PCJx/PFouX7HgE0uiwbsynM9YV/KEsNITQCiuD53oHFwYFXMroRkrqh5ctyZV439LuaJia++vaLzLkL52elXMoCBCINbaYe5HRAyOMl10/9MPINvelj2amJCbk4t1DSSWQL8/50Prc8VSitrJTLbhHIuMjByp6HXn+gqOTz98968DXQBSRmbo8ER7J/REN6uMOM2I+gad2BoPmyGW7Ur14bNw097KkEMxWvMqzEmvaM4pWfcj3dWnULi0I17MLy3KPA/EbX1gZjEvrN1mSmMdGUvTP155VsbukzIAMUN9IZZstrCsqn+LhCCF14yyVRqeTtsgz+uOrmfxKKdgK/kgXuV3m2gAf9RwBm/nauXJvuE7mljofhpgMFILWh0vfvCKHmPW/lI2BWKqHLolAsv+X7sqMi3VP4clpV3BuAWyWAdOG988A9OIRXlB68eBzoXNuvMpDKt1RF3hCKMu55q2+rQt2PqVtO1LbfNEJBYZm6HgkbzjrKxjT4B+DL9WwdeMcBPwU+UPUXmHrIsUwrpQfNYLQhdqZa7f95uh/8g2sHbIQOWMBR1ppxe1GgH2ipVhMDfx/44bWgL217iE14Igz+h+AfAt+Ci9t9wKZjeydvQPSBn4Zzm9TtXA90w/Bj8MK2G28XfbvZdGFoe7b6l9x5VFhvYNWpU6dOnS3zL3rUINtYqx9qAAAAAElFTkSuQmCC) 15 15, auto;}
2.8571428571429%,5.6142857142857% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5.7142857142857%,8.4714285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.5714285714286%,11.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
11.428571428571%,14.185714285714% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14.285714285714%,17.042857142857% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.142857142857%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,22.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.857142857143%,25.614285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25.714285714286%,28.471428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.571428571429%,31.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.428571428571%,34.185714285714% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADe0lEQVRYhe2VW2gcVRjH/3Pmft1LZje7ydKY6ia9hBA3TQpVYVEkYIt9KvTFFqQI+tCgPhVFyINSBSki1Qcp+CJCBW2rEiQNGEElhmIVTHpJdaONJGHpttPdzezsmTk+bItBSNOMbPqS39M5c873//7znY9zOITk7ZGJ/JZ06TlRWKTzf8+dGn79rZ/C6PBhgl4+dDz/2EB6vK+3muvZGe2PmeLhR7dnz315/sfF9WqRMAbEoDQUVX4hdoKHkbDQ0ZGW7Jj1ZBgtIUxQ0iK57yZn0JpNIChV8PNkAQlT798wA/T7UcXalgV1a4jFW6BfK+F26bq2YQYm1fpIWnXHf3v1fWixKLzWBAxZGgmjtb4e4DUAqv311NVZTRYvCmkbcjqOVDJ6/sTHE0VFa90iiBFrPZLc3YGqtYHj0PbGseFUrr+7KxYzd87MXNpqJ6yUZWkK9TztwIEXH3GqVYOxAAJE9BgWtBYdFxdvokZFECJC4AieGsgvDeX3FxRVpooqOjW6vKCoylVRJNOnv/qk8Nm5M9cpvVUEAMGMbNUUCccEQp93Pdb2zdhZDOQOF2enp+nS/KKrIFmsLLDfnVJ5tuIuL9dqXhVAwQMd8jPtL9zmeDjOjeMB8AWAHgDJuctj0ljx15is6F2aaT0EUewTJO1ZTY8rUxcmNVXRAx5SwQ/8U5zdkhlHUBv0AsWoe5UlwqtWpTzfCWBh1ZMALJsTPk13Z1KaaQRXZv/6oVi6NbxWuVUtdYQD9yEYPEKIQoKyK/i+Y1Hf/JZSJ0o45QSY/x6AG/cSehg4GmH0malLcxEQtUqYO7gDmCgDJ/8ETq8ayNgVwgsOrZc/IEQ/RDl5GpIk5w2j9bIkqrt0taXPMuKja/3JHVIrxnv2AmwQYPesgBpNRszUhKbE9mlq8qBppP/gZVG9KQk+gqD+OSG0BNCzXp26/w3OAj01wKkD9M6n8orl+WWgeg14xQeWVjNAqVvhSf0MISj6fu2CLPH3f3c8DZzcDuy674AHAQf0dgOsA/jogRjoBEaPAizb6IVQt+z/ggN6tzWrAruBvjW2hHraw2IAeHzF5EgcYJ2N0ivNTt6lAiwFsAxQB4B2gL0GsN0NA/uamp0D3nwCYO8ALNJIuCMBvNsOMLsxjzbVAIA9OsBy/xq4e/YZbGDn9wJ4CYC9UQk32WSTTZrGPxoMK2xQVZ4OAAAAAElFTkSuQmCC) 15 15, auto;}
34.285714285714%,37.042857142857% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.142857142857%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,42.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.857142857143%,45.614285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45.714285714286%,48.471428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
48.571428571429%,51.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
51.428571428571%,54.185714285714% {cursor:url(data:image/png;base64,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) 15 15, auto;}
54.285714285714%,57.042857142857% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADV0lEQVRYhe2UTWgcZRjHfzM7M/vOuzOT/c5uDO2amlRp1JgYPVRKsGhARE8tRTAFKQVBCH4gFIKQi9SLQQTFQ8FLL3pQq1IkDZhClVisVTAx6apbbCRZtt12k012N7MzXhQV2nwsaUTI7/Qenuf//Hh4eBUa5I3h8b4d6eKzujbvzv5++cTg0OvfNJITaKTpxYHjfXt702Nd9y11d+4J90Rs/fAD97Sf+vTM1/MbzVIbEdC9Yn9YfK/GEwGshMPOnWkjHnEebSRLa6Qp6ajdZyemaG5P4BXLfDeRI2GHerZMwD13Wjh3t+NWqkSiMUI/F1koXpFbJjBhrgynzcrYjy+/jYyEqTUnsILGcCNZG7uBgATM+OfnL2VlUL+opeME01FSyfCZkffHC0I279D0JmcjkcpfD1O2oCi0vHZsMNXds7sjErH3TE391BZPOCnHkcKt1eSBA8/fVVpasnzfQ0On03KQsRAX569TdXVUVUdTVPb39uX7+57OCTPoClMvVd3lOWGKS7quTn7w2cnch6c+vuK6NwoAmt3UJoXBMU11n6vU/JYvRj+ht/twITs56eZn5yuCZKE85/9SKi5my5Xl5Wq1tgTkarj99dY7ji4oAUqla8c9+AjoBJKXp0eN0cIPkaAIdUjbyaDrXZohn5KhqDj/7YQ0RcgLYOTqXv2EEo+1juFVH6p5wlqplfNqwHTKi7N3AnOrrc4W9siuTGyftC1vJvvbV4XijcG11m3K1BEF5V18aqqqCtVbrGj1eslx6/aXrlsKq4oYwa+/BVxbK6y9suBdmKk/DHmE5nVpkHIhD3i3bPL9GTWgldyVxXdUNTTgKsFJDCPYZ1nN04ZuPhgyY12OFT291vCbsR/8DnhmtRrTDCeb7NS4FJEnpZk8ZFvpXxUprHDQUI9UqpU3AwHVUBRFLJSXrzcisR6kCIZVVZeu6xVMU7667sbHGvy2t5wUHFIg+V/NT+4DvwfObWqqDgej4GfgKhBdrfa2bCAB/ivg7wVfgZc2M3tdhyUgexbIAj5cuEmJbIOTcXhiM+X+iQUcBR4BaIX3MuALePxPwYGD4N8L/u0S+JdMBvwh8Hf/PTB+P1zNwNBWCLALplvBT8ALWzLwFvw/PqZtttlmm7X4A2egETPPofs1AAAAAElFTkSuQmCC) 15 15, auto;}
57.142857142857%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,62.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.857142857143%,65.614285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65.714285714286%,68.471428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.571428571429%,71.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.428571428571%,74.185714285714% {cursor:url(data:image/png;base64,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) 15 15, auto;}
74.285714285714%,77.042857142857% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.142857142857%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADUklEQVRYhe2WT2gcVRzHPzu7MzvzZnZ2ZzM7+yexldLEP1ljmjRQichSxR6U9lAKHtSK9NJT8c+lEIRcpCIo4sFTQRAR9KC2SpA0YIJFYhCraNLYaFNIpVuXrm6yfzO74yFGitC6u8Z42c/p8d77fn9ffu/Bez7a5JXx6cyOZP4pOZB1r/5y5fSJsZe/asfH347ouadPZUZHklODA6WhdH9k2ArJR/fc03vm7Lkvs616Se0EkBv5AxH1W8mO+TFiJjt3JhXbMve34xVoR+SY0tDM7ALx3hiNfJFvZpeJhfThbQvgnp9Qzbt7cStVrGgX+k95VvMrYtsCzGrr40mtMvXDC28irAi1eAwjqIy349XaHfALQLM/nbu0JILyhUDSJpiMknAi515/ezqniviOgBw2W7H0bQ40kcLnI/XSyROJoeG7+iwr1L+wcHGXHTMTpilUt1YTR44c310olQzPaxBAJm2YiC6dC9nfqLoykiQT8Ek8PJK5fiBzaFnVgq6qyYWqW76mauolWZbm3//k3eUPzny04rq/5wACofAuoSqcDEjus5Wal/ps8mNGho7mlubn3etXsxUVJ1e85v1cyK8tFSvlcrVaKwGVGu5htzu1f1UKUCjcONWAD4E04FxZnFQmc99ZQVXvEyHzTmR5MKCIg0KPqnNfzwpN1Rt+lOV6o34au6tnyrZiq2b4Dk/Tolnd6C4Didt0La2DNwCeA97oSHrOtsJvNNNuTSSOCZFcF1qyaOjddVMLF6V6vWBWXeXz9VrhC8knH8er54Abt/F5ZAB4EigB5+e+P7xWrL7TTAA870dJ8hcajfJrwIrrC86gKMGMYcQXFVnbq2tdg6YRnbiFfB/gAD0h8GzwUnB5c/EB6PnHDmgRJxxKTAvVelxozhMhI3kZoRoRyzRf1IKKZAhVDela5O9CB97q/7MokAIUNs67ZYQajBjCSKmKUKywPdaUaDf8egy8+zcCZNop/G9J90ExCe/9H8Vb4kE4q4K91b6KA2N+eGirjZsiCs8/Bl7vxh1QttK7qbcgDzOLG5XXgNottrX0BrTDX2F94DjwzM1zo+DdB6/+1yEA2AMLh8Dzw6ObcwnY5wdjWwLEYe+9MAG09Qnp0KFDhw438wdwlPb10UV8PwAAAABJRU5ErkJggg==) 15 15, auto;}
80%,82.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.857142857143%,85.614285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85.714285714286%,88.471428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
88.571428571429%,91.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91.428571428571%,94.185714285714% {cursor:url(data:image/png;base64,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) 15 15, auto;}
94.285714285714%,97.042857142857% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADSklEQVRYhe2VT2gcVQCHv/m7b97OTnaT3c1uWtMamqSSIDFxBdFDULCgUk/Fi1opReipFBUpFCEXaS968OBBAl560YMaLVLSgC1aibVYpU2aJoYUE0niktVp9t/s7IyHoiAkodkmPeU7vcP8vvd7b+a9UWiQM0MXB9uzhVcNfclf+OP28PFT7/3YiEdrJHTitdODT+WyY32Plvp7e+IDiZhx+LFHOke+uvDD0mZdaiMFjKBwIC5+UZMpDTvlsGdP1kwmnGcacemNhNKO2n9pfJLWzhRBocjP43OkYtGBB1bA//4b4ezvxK9USTS3EP2twJ3CvHxgBcat2lDWqozdePNDZCKO15rCjphDjbg29w1oErCS565Mz8iIcU3PJolkm8mk4xc++ORiXsjWdt1ocjajVP4dWLINRaHt3ZPHM/0D3V2JRKxncvJmRzLlZBxHCt/z5KFDx/a5pZIdhgE6Br22g2yJcm3pL6q+gaoa6IrKs7nB5QODL80JK+ILy3CrfnlRWGLaMNSJT78+O/fZyBfzvv93HkCPNXVIYXJSV/0jFS9sOz/6Jbn+w/mZiQl/eWGpIkjni4vhrFtYnSlWyuVq1SsBcx7+C/Xdu47cUTRcd+V0AJ8DvUD69tSoOZr/NRER0S4Zc/ZiGH26KQ/KaLO4cnVcWiIaaJhz9aA+rCRbdo8RVJ/wAmHXvOKyqllOcXXhYWBxvW3bB+UyCLkrvZhqS8/fmpq9nHdL54AJYH69nCUzRxWUjwjxVFUVarBaUet116n65rc1z/1OVYxjhPU8sLLBa8sEII4CtYXlzOWrs0+abulgJ5x34Hegf91kGN5SVc0NgvL7wLyvRC6pxVL17TD0u+q+d4LQn9UU7zrgbVBgsQYjHwN/wssEpWAF9r4O5AAFXlw/Wr2pKf51VVHGg6D2jqZq+5HCjicc5y0rYqq2FCIWteJrJLu6IeyBqbW0KTibgLAJQqBjg/JIEYnb0m4TpjQTTclTGz37HwJeeQ7C7rsTrEc7YN6TsAF0B95QoG+7JtgycmBvlztJg1f3VhDPQfg4TG+1+F5X5Nbhp1UY3uoC98P/yj8NZ2xY6whvPQ/B8wMbH8ltR4/f/fHssMMOO+xw3/wD68kaWi9UDTYAAAAASUVORK5CYII=) 15 15, auto;}
97.142857142857%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur71514 1.75s linear infinite forwards;
}
