@keyframes rwdcur125317 {
0%,79.9%,100% {cursor:url(data:image/png;base64,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) 5 2, auto;}
80%,81.9% {cursor:url(data:image/png;base64,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) 5 2, auto;}
82%,83.9% {cursor:url(data:image/png;base64,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) 5 2, auto;}
84%,85.9% {cursor:url(data:image/png;base64,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) 5 2, auto;}
86%,87.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD20lEQVRYha2WX2hbZRjGf0mVlTrChjrQC8nFShu7zpQxWdqVkrrWUNd1Jo5QRVyDrQPdql7ohRBLYBcbzhlRhKklZayl1rajm6VGjehsMpjFlHYkZWCDqPPPRaHgMAxzvEi/0/M3aUgeOJzzvec753nO837v+x0LRbDAgKSN7eOCRTl27Tmsm6NEYvmqxezePcWInZODJH1hnJODm/d8SACv7PmdY0eCZFbiANxY+RqA/XWH5Ln2umYAyUyEYXCBAUkQCnKtiINvv8npM++QnF8HkEVoiGVMzIQMnTAU8BMnpL2TJ+Wxlvy10a84GvDI5AKZlbiOWMDZYuPy8BzvT76q4rQazlYQAyjdgLzVyfl1nC02nC02FbkYG0GkSAndGlhgQNo7edLQeqULgujy8BwAZ/x/k7jPproH6FwqKkAm0JCL66qRBlwcxvXPRaod7biHGgHI1jbgvnUTgH9TMQA+SvbohG5ZgBChJE/6wnjtXRx8Nkh7KAQs8u2Pn8jzm3vPy9ex4GNkVuI4WzwFHdCtgX1HLlA10qA6ROzRzx7k9nYrEzMh4ktXdC/Txo4GPPKXG+UfjByYMa4Mr71LCiR2A4v5Ol+OqeodIJv9k/11hwgPNcppAHA/8huQ7w+J5auFHTDDtqeP0eb1q2LhjfybxcTXCzHaEgSTPmCGL0MfSgBfLN7l14Uol842Ue1oJ1vboBZ76ya+7nMA3N6++Y1GjWjLDgA8GXzZElmrkcljY8bzfN3nGE0PM5oext7hQ5IkXboEClaBEcbO91kAnnsD6dLZJmaDMSBmODdyw0b10jSP13eYvq+kFGjhtXdJADtq7+XTd08Bm/kOJHZzfOcdIms13J9Zw/tiF+1P1ev4SnZAianMrMXl6Ze2OZqJTqc3og8DkJ2eYPXi52SffwaajO0vW4BAm9fPqmL83dQ4AC/tSBDdiCXn1znle0/SVkLZAhJzH1sA6YW3wipyQNULfk79wAfTr5dXhmZwefolu0O9DWdScR5K5xvQVGa29D+iUuD47y/8O++oYmN3/yBSgFigpD5QDAca6+Xr3jYPx5/oLvivWBEBgY4eyd/aKZMrRWwFFXVAC39rZ1EXKibg+lJadd4qKrIIx69F8bd2qsYAuVyu6LNllaHIP+hzf30pTS6XY/xalMg3V0x5KpICo4V3oLEeq9VKb5uHQEeP6TqoiIBS814xAamqXUTWalh193Hi+18Ye8ClOq+6+xiKJ0lV7TJ9R9mt2OXpL9psNvYLQ5RVBS5Pv2oTyqTiiD1B/D+OnB40fb5sAYIY8puPONsdzapdsRD+B8LriPEuMaFeAAAAAElFTkSuQmCC) 5 2, auto;}
88%,89.9% {cursor:url(data:image/png;base64,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) 5 2, auto;}
90%,91.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEM0lEQVRYha2Xf0yUdRzHX89pkvxBMhvN+gPcZEB0dLTczgMikBBip56hN7QfcMlqiZlp2XJDYqvNphZl9Yceoi5IIbCYZOBg/biDguBI6Lhc42rplrHZaDFvrXv643genofnfiH3/uf78/m+38/nx/fzPAIRMES1OH/uYU4IyrExs0wEEEXNVgRBYGD8oqBZmMXSSMSGtj24yhswtO2ZWytHBKjJvM7WjbV4PU4Avp/oAWBtWpG8d3V6DoAYSkTQySGqRYlQIp8vIvfQAd48fASXYxoAr8epskBKmilAIAQoWj+vD2qJoAKGeU7Matstj+eT723uYbOtRCaXMDnhkIllglkBhpwELjRe4v32vSpOXTABSmIApTUABj2XcTmmMeQkYMhJAAIWSEkzyeNgGPRc1sxpYmCIajGrbXdQ0yutIBFdaLwEwGHrnzjjE1RrAKPOv8O9Y+ggnE8u9ZeefgAjZaz75yx3ZhRSUKcHwJeaScHPYwDccvcC8JFrE9m5d6mERi1AEqEkd5U3YEkuJXd7LYX19cAofUMn5f2minfkfm/tg3g9TrJzS8NaQBuEZrTJPIuZJ1+nsH4UAOeVTkx6s0rAsmVJmPRmWQDAa+eT2Gwr4eCB/QCaTNBaoDN4ZliSS0Vb/xpgNJDnY72qfAfw+f5gbVoRDXV62Q0AH9Ts417gvoceY2D8ouqZsFmgRJxlK/lbrKq5hln/SxAEgffeyEIQBHQ6HTqdjmvDPXzauY/miUamkldozo1awCfv2oTVfaeo2xbw6RPmo9xy9xJ3dVy1z5eaGRC8fIq45VNAICibBhPwdbTevgCAkkM1QtPNeH7/oZuP386mtyX03i77SrrsKwGw9a/BesNB8dk2zb6QRSISLMmlYjgR9pGRAIEgULmjiJaZRHwdrbR7u1Scty1AEgGwIvUO7MdeBObugF0nxvjr6r+0eE4BsD3dpiFftAAA44adYkqGicrEGdV8ndNF37P3BMhfGWbX8aMUme/X8IW9iKJF/hYrk4rxV+3nSMkwAb+w49URVhnW43JMU2M5Jh7veDl2LpBg3LBTfOZgg0wO4HU7WTVxjY5fvxBe2HREBPjws/2xd4EkIPDGc/C6nQx8eTLi+TFxQcZ/N7Amzqg+SJp91xmI4tkF3QORYNSny/2K/BKeevTxkHUlZgKqijaK1rximVwpIhrE1ALzYc0r5umCsrBWiJmAgSsTqjZaxCQIz33TjTWvWDUWRRG/3y9/lIbCotJQ8j8EfK/Mgv4f3fj9fs5/28OZvtA/JjFxQbDAM+rT0el0VOSXULneHDIOYiJgoX6PmQD3kiSabsYzWVDF81//Rsvd61TtZEEVdU4X7iVJIc+ISTWU+soYkPqCIPBdt33hP6fRkiuL0ORPDqSa8IhlGwBn3nop7BmLTkNl9ZPalAyTPB8J/wM1SaCwJqIz3QAAAABJRU5ErkJggg==) 5 2, auto;}
92%,93.9% {cursor:url(data:image/png;base64,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) 5 2, auto;}
94%,95.9% {cursor:url(data:image/png;base64,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) 5 2, auto;}
96%,97.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEOklEQVRYha2XXUwcVRTHfzMslGIkrVQemtBsjXRZm6XYCKHLlyDlq0WgTXelaihgE2Npm/piExOkJI2pqTVoH0zqUgxpG7ZRiUZCYEP9YilsDV+VdaORTTWoIZGkKW0xZscHnGFmd3ZZZP8vc++ZM/f853/OuXdGYBWM0SwF23JwCJq5uVICCAQCGj9BEBBFkdGZPo2/GobVAmc5TzJh6yDLeXLlng0JoMU8x6HnW/H73ACMegcAyDaVKgSeMOcDSOFI6BrHaJbkgHLwYBL5b73B2XPnmRi+C4Df59YoYDRZFQUArn/erquELoFbHJUynceVeXDwU1cHqW2qUILL+MX7HUaTdWVxFYGsvGR6O/u5+NnrmpiiHgF1YAC1GgAen4uJ4btk5SWTlZesKGA0WZW5Hjw+V4gtpAbGaJYyncd1pVerIAfq7ewH4Jx9nuGNyZp7giAwNXIv0juGL8Lg4PI44eNMcqhkz2I3ieYSitssACyl76TYNw3AQ+8QAB9O1rK7YJOGaNQE1G+sVqMmrZz8w62UtLcDk9y49ZHib61/TxkPte7C73Ozu6AqogKhRbiPkL6Xce+l05S0TwLgnv4Cq6VaQyA+/nGslmqFgCAInHamsj0jD7/PjcfnCumEUAW+1O+MmrRyqWnkSWByuc9vDyn9LmNp6U+yTaV0tFmUNJw//BeJ5kVy7S6yTaWMzvRpnonYBWpsqDtE0QG7xtbxX/6VxUSRD9p3IYoiBoMBg2H5/WQywS24JgLO918Rtt+4TJutEoCD1e/y0DvEhp9+0Pgtpe8EICFxnoTEeVxXAhSfmUAQ9HfjqAkAVJ05IXQtJPHb9wNceedphq6F9+1zpNDnSOHsz1NIksQzO57T9Qt7SKyGmrRyKRIJx/g4giDwx6NxSnC9FPxvAjIJgE3p8TgunABW8n3s0m28cals9c0p/hsP2rlo3UqLe44Hn/TQe6c/TGLWgJy9TZLRbOXI5vsae9dCEoV1No5t8QDLteG4+Qhpg5f4de9RmnMXeWHHkcgbUbQoOmBnVjX/+tMe/F43fq8bV5AChnEX/9zfzGsp24B1pkBGdmmj1PBmhxIcwO9143FdFgBa6i5IoK2B2m0VUkxSIBMwmq0am5pAJMQkBU8F5rE/9gBJWtnFr/79O54onl3TPrAaci0Zyri+qIIXCyvCnisxI9BQsl+yF5QpwdUkokFMFQiGvaCMl5+tiqhCzAjcnP5Rc40WMSnCnm8HsBeUaeaSJBEIBJSP0nBYVxvK+Yfl3Ku7YGTKSyAQ4Pqwi+6vwv+YxCQFeoWXa8lAFEXqiypoKNkftg5iQmCteY8ZAW9cKl0LScwWN/LqN3e4tmWP5jpb3EibewJvXGrYNWJyGspjdQ3IY1EUGRvsXPvPabTB1YfQ7Mww8plQWGcDoPvtUxHXWHcbqk8/+Wo0WxX7avgXZDupxEB9cPwAAAAASUVORK5CYII=) 5 2, auto;}
98%,99.9% {cursor:url(data:image/png;base64,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) 5 2, auto;}
}
div.testarea{
animation:rwdcur125317 4.1666666666667s linear infinite forwards;
}
