@keyframes rwdcur190805 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHC0lEQVRYha2XXWyT9xXGf3/bOMYxjnFMFoJnTERpZbEIVQhVCJUOTazqtIxC17UU2CouqopNU7uL3nS7abVN2qpWm1DXsaqaaMugKx9du3VcTKOFNEUp6gKjKAITjOMYJwT7je04zhufXZy82GGEla5Hsvz64/2f5zznOR+vufP3IjXhut3VCuui8EAns6y9mecjft4yxvTzOW14XF4YneBp/zz+0RliZ8riV9YkD4WaeP2Rd9h5YrupmjteEfn5veAy6jw/CdYkrAjPPmxgDMI+kokIRwNenjLGVOZyLCKeYpWnDw7wi/IULq8b1iym/+QwXaC+HujkpbZmnjF3vCLyy/UQb4GxCixfqNc3s8ECnL8GnSEOd4Z4tBGEiKwCuoDzwKOHB/ihxwU+jzo8d1WDSrRCehzOXoUffI3HPA7tmSLcFwOPa25K4y0QXQB9w2xyGV49lpIn18eMNTEliZ4h/pKyiMSC5ItV2r1usKp6X8gHiYienS1BrgxBL0XAcjm0L194a+eOeVxwzxLIFtkaC7IXwK7xwgeXifo9+MpTtLf5oSMAKUtBVOz62TWBU1dg4zKOG2Peda2Las7non0uW70YskW6LxfkDa+bn26IkSzbUKxCtoTVGeL79y/jU7umQMpTYNeU+vuXkfS42AXA6ZzIhWtyW/bZqMjHQyKlqsh750UuFWS/iKz8eEguHRkQKVRkx4wu4v8ekU9ePiWy51ORF0+KfJSWSyKy8jqjtxc35Erws+OwIaaRdYagP8fDNcFzdzsP1oQVXjd/AjDGDE5Ny3rg2Kkr3N21iHOrvsK3jDHJmwKoiSr2VhZsgu7lcHZUxVudVoFlimz2GMrRII8bUz9kntsURWSLz8OezhA/bnQOYE7nRPzzoL1ZD/O666VzK3NyCxALqsh6h6A9wOF4C9uNMcUb75kp1TiQBULGmPcZKclz750XGSmJDI+LXJvQ3E7Xbp7/ian69dS0vho/n0iLXCrIH0Uk0Oi8VJXEibRcfPucjH94WS7/PSlXCxV5xBXx81ZkPsmUpSmo2MpExb555O+cr197XLNL12UgMh8GxtgxWGDvlkNyPcUVm5d7hoh7XATsGtGwj3DKYp/LGNOfiHA0V1bqa6K1++4FeD9ZB1Kx4cA5uDc6d1pqog1t+ULozbDppQ28JiIhAK+bp+7pIFOZ1lIdq2B1BNjp5MZ34Zoc+vCySKEi8smwyLf/LPLcCZHTuc9fniMlkY/SWqZ/uyCy/zORi3l5u0EDa46l5MqRAZHxSdkGYBp+9KUt9iQLbEu0wj9TMDoBa5dokwp4by1Mu6YDy2ErZWl19GVhXZQDsSBPGGPypaqsqgkrA15eN8Yw60gRCQ4W2DswRnd7s3Yvl9G2Gp4P/nlzAyhWoWcIVrVBb0b7Q8+Qgs9PwtoO3vxqi3nsxvtmdX9jjLUsZL6TaOXNlKWaCDYpiOq0AmrcHRwrT0H/iDrrH6n3k0REJ2xsAXyQZuvFvBwRkeCcAByLBtnV1caBXBna/P9dHY0gylPQn1P1W5NaFe3NSn2oSdnry0LYByeH6U5Z7BYR3y0BGGPyS1vM91aEOXhmVFm4EYRdU9pPXdFxOzahUbf560tNrqzn3RdTJhKt0DfMtmSefQ6IRhGGgRBgAX5jTEpEQmmL3w5aKsyKrU7smjoZLGiuHa1Up5WB6gw4r1vFuLpdAwg16TJybgweupPfLWgyT2qjWLrWPzDG/lyZVWEfA9YkURHZYozp23JIHv/11wmcvcomZ8Y7QDoCGqnLqEBrAhG/AnShDDhMJFq1kmzRz2dG2CgiXQZgfFLe+MO/2BpdoHSHfeB1M9bVxhJjTEVEAmmL3b0ZdgSb1EFNNEKvG3zumXwarZbizCZUtuvzJR7UVOUrGkSyABvjPO+aufHQ8oV6gMvo2hTy8VcTXmbPaKIYDbJr9WIOp8e1Ouxagyam1WFNYLRc34A8RsEFvdpTMkV9hXz6XbbEs9c1MGnL5qMXedWqEvrGUn7T1sxPjDGzJoKIeNIWr/Vk2NYRUOGBAmpkotEC3np6ilV9D8+HbFF/uz4smjzm4LUJ8RWrfLOtmWdudD7DhC0iP1oj+HszbI4HNaLGwXUzEI1Wna7rIuCF/zH157ZLBdnfm+HheFBTBnMzEfDWU+ZYelwXmtteyRyLBXnCBfbxIbY66Wh04HVrJUT8qgvHauj/yrY+bX1hBhy7mJcjfcN0RxfUG4+zJ/huCM9hIVuCu1pJrl3Cg1+YAcfiLWz3GHb3ZNjW5lehVafrs6PRnOXFZaBrEUeNMf3/NwOgozyZZ9/xNJtCTZrzij07JQGviq9sw7po/dHuSwHggChWefHMCBsHLTp97tlDq1qDeJDkykWzH26/NAANQLpGy3w3W+LZxu/nerz/D1JJFJoB5iWqAAAAAElFTkSuQmCC) 0 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAG9ElEQVRYha2XbWxbZxXHf8/Nne06ju0mjnFTE1xTsi6qoqqqpqqrqg1BVU0sLXsp2toOIV62qQjEB0CCfUGb+AQaEqqAjgl1lTbadeqLoBtlGmPQEJWCUDo1UZQXJ02cLG+1Hcd1nBsfPpzcxEmbvsD+kpXrPM895/+c8z/nPDb3HxUpC4vYVAc74/BokmWIVfNyxM9bxpgO7hIiEu+5zumiw7aonx9GqznfNcmfnDINyTB7qz3mnPncb0R+ugsso84zs5Cbhaba5ca6p6DWR19zhAsBD98zxhTv4DxwdYI/tw2zvSwQ9FJMhhjsGKfJMhCrZuLhRr5ugzpPhCCdh41rYcf6mw0mw5DKkmxP83wyTExEnnZJiIgPeB54F9gD/Bb4+R962b6pFmrXQKaIr2OcppZ6tXWuh0hfhrO2G/Z0Hh5uBNta/VSJEMRr4PII+yzDa38dlBfiNTCY48j5Xg4+uI7vdk2R2LGehxIh0mEv5cwsVtgHQa9+HIHBHJQFbIu05YZ949rbO3dhW7B9PYzmeaYxyPFkmC99MMjBxiD0ZEjsikPbME8CV3Z9miIsObQMWECupHY21fF9a2dcc54I3dl5Jbatg9E8relpvrJnA6emiuCxoD0Nu+K8Dvy+IcCBqJ8Jp6wRdsp62L4M7E5wFDhjroyJ+O/TvNwtuiaV9OZ6+GAQWuo55wjFtmH271jPmUSIQ8aYPMCsI4++l+KPYwUozWsk9iQ5uWHDhq9yPVW8ZwJjM/Dt9+DzjRBZo++l89AS5Vysmg5PFT8xxjiV78w68uj7AxwbKxD5wmc42lDDYXePXbnRzdPtEPRC60a4OqHiLc1DcwSGpmm1IBcP3vyO1zbns0X5ZmaWAw01/BhARDzGmNJiBGLVasxTBT77zkScsooLoDGoomofhlhgeQpciEggleV4vsRWn013aZ6G5gh7zfiMvHRphBcfXKdGffbtSRQdXXNJwFL1OGW4NALxGl5vDHK4ksRkQV492cU3wj5Nnc+GqJ8uK+Lnrcga+txSKToaiaKz0rXiXM/Ss20tL13LqPHuKZ5NZTn+xGmxK9Y6I2vAV6X7CnPgqaIbgOlZ+dU7vSKTBZHhnMhAVuREp8g7vSI35kRE9O+JTpGRaVkVc/MifxkQ6c+IvHlV5FpWjotIeCEF9mRBfnCiU24cuyIyoGtBNz++3uty+m/XRLJFkX+NiDx2SuSliyJXxlZ3uBLjMyL/GBLpnFDyJzpF+jPydmUEP87Lj3qvy+mF9s1ilkXEN5Tj1b4sB5vrtL4nbuhcSIQg4Lm9MJ2yDixXJ4M5iFZDKgs745xsDPKcMSYjIjZgu3NkMUfGmKKIHHaE4L8/prWpFuJzaiw3q7n237c6gaIDQ9OwJardcONaaBtW8u1p9lvgAAcW6n9RYcu6vzEmtyFs9jbX8cZgTpUa9OrJS/MqnMq7g4vCHHSMq7OO8aV+0hzR1rv1U/DhEM/0Z+TsYt5vRcBFPMjhlignxwoQ9d9cHZUkCnPQMabqty11HKuGy6MQ9urzu31Q64NLI7QO5jji5h8qNHAr9Gfk7cEcj2+JQr6kxt0+4alSMv9ZcJ6puJ5kZqHnukbAttR5xzgkQzA4DdtinEmGedoYUzQAImJN3eA7TplHLMM/y8ID0WoOAwzl+GUqp8IsOkrCnWqprM6CfGkpKhE/TN3QdU+VinFbTNcDHp0b3VPw5P38usZrXrAB8iW+dSHFK/kSNAZpLQs01RL+7JaH9j7xi4tf+9kjBK5Osq8hoAZdIg0BFaiLiF9PHAtopFJZXR8rQHOdEgCYKMBH4+wWkRa3Ch4ozGm+PVVqpOjQJKmLljGmdErkkG040p7m2aBXT+OUtUw9VdrdfLY6i/g1HUVHn4Ne3eO2bY+lfvqyJDeu5SnVwNqEr7+//9iH19gPsDlCz9YYjxljutzTucPk/QH2JULqzNWEz9Y850taqiuFCrp34W6IU4bRGS3VykZkp6c5MjrDzs31fNFrm/RKUYqIPZTjd21pDjYENNdQMcCq9LtbDaX5hfngV6fu/lqdFyRCK6pARAJAgzGme7XKEJFwKstr7WkeTwRVVLa1nMSdCMAtInCvGMjKifY0+xNBNXarSNwOQ9N6obmLe/Ct0RjkuR0NvNGXhbBvRbOahzJ68kq4XbXg6CdWzcv/cwRc9Gfk7OURWuM1Wm6wdE/w2cv3OmUlOToDm+ro27GeL9s3m7w3JEIcsg1H2tIcjPq1EkrzS7OjEu7lxTLQUs8FY0zH/x0B0FHel+HNvw+xL+zVhlN0lt+qAh4t3YIDO+MrWvEnRSJf4pWPxtmdypH0VS3vBaUyJIL0ba5f/uP2EyNQQaRlosBTozO8WPn/1X7e/xfA26Y/2RMGmAAAAABJRU5ErkJggg==) 0 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHC0lEQVRYha2XXWyT9xXGf3/bOMYxjnFMFoJnTERpZbEIVQhVCJUOTazqtIxC17UU2CouqopNU7uL3nS7abVN2qpWm1DXsaqaaMugKx9du3VcTKOFNEUp6gKjKAITjOMYJwT7je04zhufXZy82GGEla5Hsvz64/2f5zznOR+vufP3IjXhut3VCuui8EAns6y9mecjft4yxvTzOW14XF4YneBp/zz+0RliZ8riV9YkD4WaeP2Rd9h5YrupmjteEfn5veAy6jw/CdYkrAjPPmxgDMI+kokIRwNenjLGVOZyLCKeYpWnDw7wi/IULq8b1iym/+QwXaC+HujkpbZmnjF3vCLyy/UQb4GxCixfqNc3s8ECnL8GnSEOd4Z4tBGEiKwCuoDzwKOHB/ihxwU+jzo8d1WDSrRCehzOXoUffI3HPA7tmSLcFwOPa25K4y0QXQB9w2xyGV49lpIn18eMNTEliZ4h/pKyiMSC5ItV2r1usKp6X8gHiYienS1BrgxBL0XAcjm0L194a+eOeVxwzxLIFtkaC7IXwK7xwgeXifo9+MpTtLf5oSMAKUtBVOz62TWBU1dg4zKOG2Peda2Las7non0uW70YskW6LxfkDa+bn26IkSzbUKxCtoTVGeL79y/jU7umQMpTYNeU+vuXkfS42AXA6ZzIhWtyW/bZqMjHQyKlqsh750UuFWS/iKz8eEguHRkQKVRkx4wu4v8ekU9ePiWy51ORF0+KfJSWSyKy8jqjtxc35Erws+OwIaaRdYagP8fDNcFzdzsP1oQVXjd/AjDGDE5Ny3rg2Kkr3N21iHOrvsK3jDHJmwKoiSr2VhZsgu7lcHZUxVudVoFlimz2GMrRII8bUz9kntsURWSLz8OezhA/bnQOYE7nRPzzoL1ZD/O666VzK3NyCxALqsh6h6A9wOF4C9uNMcUb75kp1TiQBULGmPcZKclz750XGSmJDI+LXJvQ3E7Xbp7/ian69dS0vho/n0iLXCrIH0Uk0Oi8VJXEibRcfPucjH94WS7/PSlXCxV5xBXx81ZkPsmUpSmo2MpExb555O+cr197XLNL12UgMh8GxtgxWGDvlkNyPcUVm5d7hoh7XATsGtGwj3DKYp/LGNOfiHA0V1bqa6K1++4FeD9ZB1Kx4cA5uDc6d1pqog1t+ULozbDppQ28JiIhAK+bp+7pIFOZ1lIdq2B1BNjp5MZ34Zoc+vCySKEi8smwyLf/LPLcCZHTuc9fniMlkY/SWqZ/uyCy/zORi3l5u0EDa46l5MqRAZHxSdkGYBp+9KUt9iQLbEu0wj9TMDoBa5dokwp4by1Mu6YDy2ErZWl19GVhXZQDsSBPGGPypaqsqgkrA15eN8Yw60gRCQ4W2DswRnd7s3Yvl9G2Gp4P/nlzAyhWoWcIVrVBb0b7Q8+Qgs9PwtoO3vxqi3nsxvtmdX9jjLUsZL6TaOXNlKWaCDYpiOq0AmrcHRwrT0H/iDrrH6n3k0REJ2xsAXyQZuvFvBwRkeCcAByLBtnV1caBXBna/P9dHY0gylPQn1P1W5NaFe3NSn2oSdnry0LYByeH6U5Z7BYR3y0BGGPyS1vM91aEOXhmVFm4EYRdU9pPXdFxOzahUbf560tNrqzn3RdTJhKt0DfMtmSefQ6IRhGGgRBgAX5jTEpEQmmL3w5aKsyKrU7smjoZLGiuHa1Up5WB6gw4r1vFuLpdAwg16TJybgweupPfLWgyT2qjWLrWPzDG/lyZVWEfA9YkURHZYozp23JIHv/11wmcvcomZ8Y7QDoCGqnLqEBrAhG/AnShDDhMJFq1kmzRz2dG2CgiXQZgfFLe+MO/2BpdoHSHfeB1M9bVxhJjTEVEAmmL3b0ZdgSb1EFNNEKvG3zumXwarZbizCZUtuvzJR7UVOUrGkSyABvjPO+aufHQ8oV6gMvo2hTy8VcTXmbPaKIYDbJr9WIOp8e1Ouxagyam1WFNYLRc34A8RsEFvdpTMkV9hXz6XbbEs9c1MGnL5qMXedWqEvrGUn7T1sxPjDGzJoKIeNIWr/Vk2NYRUOGBAmpkotEC3np6ilV9D8+HbFF/uz4smjzm4LUJ8RWrfLOtmWdudD7DhC0iP1oj+HszbI4HNaLGwXUzEI1Wna7rIuCF/zH157ZLBdnfm+HheFBTBnMzEfDWU+ZYelwXmtteyRyLBXnCBfbxIbY66Wh04HVrJUT8qgvHauj/yrY+bX1hBhy7mJcjfcN0RxfUG4+zJ/huCM9hIVuCu1pJrl3Cg1+YAcfiLWz3GHb3ZNjW5lehVafrs6PRnOXFZaBrEUeNMf3/NwOgozyZZ9/xNJtCTZrzij07JQGviq9sw7po/dHuSwHggChWefHMCBsHLTp97tlDq1qDeJDkykWzH26/NAANQLpGy3w3W+LZxu/nerz/D1JJFJoB5iWqAAAAAElFTkSuQmCC) 0 0, auto;}
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81.25%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur190805 1.6s linear infinite forwards;
}
