@keyframes rwdcur159258 {
0%,12.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFf0lEQVRYhe2WW2xUVRSG/73nzDlnrp1OZ3qfmaZguSq0lItVgQhCCFLR2IBQBRSCEhKCxgdiiEEQJAQLKQkRhPrAPQLSANGqBCgXgwhlaKBymVJo6QUo7XTmzJnL2duHQkAoYVoffOmXnJe1s/691l5r77OAXnrp5X+G/HeJ9wWYkmRkjKCgekCLquhojaBpYVzeFLyd/+sD0KXtmZCB4GwtBEMzDCntMDr3ItFVDKwXe5bQczfsiplWXd9NpUKBl+O1Wo6R3gb02/tuPJ60+5s9SREF7Kp2Z/tS8d5v+yjXANmRDkvmRmRu6Ps876d7gLdzkIQ4eqM4GYbEUbA6ZkFOegcmJyhTQUUrYgm5ANEBzSe+wd+HtgBiE7A10JWKEEeKT2EymZI5r10fEaWxMYsnFc6RgJgAxhlY1A+EWwEegywKn84rzJxQWn57GYDyrrR6VIJgMBgAzq8R2eVZltbdiv72fiCmdGYtJgKyE5AdSOo7RMwdraeA7tSztHraA4qiKOcUdeCNjmjOUl37aZ9UvwuItALgeCmVYsPMdrySGsaHOyYORcagi7B8XNiVUI9K0Mmc0bBlrILeMkolbqozZgDRIKBPwLQCGbOKB2DocD/2VBGA+b93rV5pI3LJXNkBSAlAfyu7m5lk/LmHAcwejBTPbsjO1IeHqOnMgCkTAIHVTCHqCU7WHwF4P6TMnjiDGgzp4FyMtgFaEGhhRAmw0JWe3AJqsVhmEEKGcS6lMzYgW9O58qPGbBQPT0HRpLOwuxeCpoUx9YftaDqQdxg3505+6OwuCy1INGDMi6kk//Usnh33Cbi2Kh8AACXh8ro5idsA7DDYJ68OO97Oo/4a6IOXYQtfhI0QuBMPIoZheLkxu21/8M7Gx3UWjYUvgfIpdgHGEOtGD1BgMwjKNZNtzwMTI5Jxp8zaFiqu6aCsHT+dn4cw08F5/BqSpX24dIK04t6FgwCwuJrbXabQziwJeQLgoARojnXnFhCoYPxkyP8oaKXRFFF955aAMGjUiK+mDUYfB/1seY5XVzLlZIo62HN00YHTm9fVhU6Osav3cmQyQQAcKiO4pQLeQDcCSE8ijMo8IGpgj6zcLYpBs9h+sUUjEn69mY/7Qd18TxZEnagvcK3cdV3uN3SulaCAc6C2DbjVBtwNAxIFssRuPMVbbihhXxRVlS1o9dVgVf1HxuOd/4EOweRgC2AdtdrgGCemR65jzJ73JroELO0jQb6vIb/aD/gbAU8G8IIECBJwtoNfa4jwJXEHUN4QmlsXBa5EcLM0x1Dx0G6xWPoWFc06RIgl59TVBr8yvlgV7O5kwW5Crh6xemvSUZuVjM93MKSRqOJjUk3lfVbhsujKdBobEXcTdjBslgiQLWHbhL8UW1OUnPGOMtwA8Gp/SctJy7LhNhVpfd0lagxFYXAOQEaWJNhZaHwBv4LmpgRs/3HH8fR5X6zPS6LuUJiVtmukLe4AWmJkUqYEWDSucoAxHlM8W5Tp42qOLK4TKKrNHsSKnGarLJl1jWFMsjdjSpIJuq/XII1XoHLC561nhoysTJGw7EaAm2WC+Xe4XB13CaZWKVd9Clnrr4WPRzRv3Rxzk8lkSp6Tn39heFZWKgAEXS6/32xWV6xYsYRz7nNR+sm6nKGFfEyhXPXWm3/s1Htq1Eb+5xWvcROWkRjQjXdA5eQwAW8lOsKUGGcAEAwG25qTk5cdF4Q3AKDlwoXKY8eOXQoEAhUAkAKcLZUNX17UmFv9tmR5y4FN1U/qkqdGMJLQpa3gF+VO0EqrOGc+b4Fx/mOrwqCDtSU2WRyYm2pU6yJSpE4lv3sLDBserMsPEu1yIOn2VOwpC63mQCZj/LvOq9iJuyy4FqCpT9p7eR7/AInhSrCIh33ZAAAAAElFTkSuQmCC) 4 19, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 4 19, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 4 19, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGGElEQVRYhe2WaWxU1xXH//e9x5s3nnkzY8+MN8x4xsvYOC4Yahuq4kCAsglBkKsW6EKAtAhIKtGUkEhNrWwfktQhKE0QJCRtQwuIihpnI8EBEoJBCLDBLHYTL4wX7PHYns0zz2/eu7cf3A9Z0TjhW/lL98uVzjm/c+65517gru7qrv7fRcBC7Ms71m/e+1btEpEzyQuzs4XXR5EycrA1Ejg2NVkA4WvOWYjdPuAXlFsjwVzwe0jOHUhJBz90+gJTmpcmG3wc4PvIUPIHWPIfgShboPhV+M8diEb7AxNx8fVMk61A7k4brCVnkfqDYugKRN8hUE6HxkQg2N2BaGwr9PAp4LByOzfcRGi/DJryU8j5buhjuAcfQCUp0Cb/HHD/CkiflcfZne+LZrpPkn4453ZuJngE6yRYcx+HNcsCniwCL4rQVWxcpWJYi+OZf0cAwQwu5oMhceM9jus5S4SB2yY5QQCd+9Pi0PIBsmLmnnYdIDygBrG97id4dIkT09w6rjSfAA32vhoftTwHXPR9wZgrKirKBOBesmRJbNeuXc3Ad+iB3y5YM1uS5H1njOtKWoY9UMeieGyVjie2uHHonWFsrO0GG2gCYv3NiNzahPje87Ise6urq+9fu3ZttaqqlYyx4abu4PZXR2bVT/gW7P3Iex7oeu2Nv5GdNe/riGWbUVisgFINl7s7wYx5gNAK6GqZRUjseWRh3qcFqx8tNzuzSmfPnm0Oh8NobGxMu3pz8AXRJa9MDqCGISsbDl6Il4BQiSfc0g97Pw5YUs46ElfvhXuFE4TpKE9vxpzQGfhGTmPx0iBWL3ZNKy5eVdLrT0XYYBLq6uro0aNHr2zZ+pD30vWPjlSvta5I6hbk5ioucVL8AE9wnOe4aprQtx185tiO1TOMwRX37MH0nGHoF99CceBjZPAHsbpqGMtm2LqGFPLPo3/+1/qFa36zvqGh4e8ejwc5ZRWfvHW5o+53Tz0+r8pJLElVoKrr7TSB2BeedP+IgoGjvCgg1rb/5mlY7NqnOw//pRvhwV4kVA3rFqRi25GKvvbAyYePX+lqDIfDwwDQ3t5+4t3+USn3vuUP5nvyooSQdI4k2YSxjo6y6PPPNzUdPrJp25Md9dcfMvcDgCzLuwkhkq7rO/64LPNBT7rp2ZL8Ykx7aRZEpfuvrkLD6Wlr5tNFK+dpo5r+SpFELJQBOmV0UCWB+jb6eVIVaLx2DYVz58Lz7rH1lZ/U9l0H3gGASCSyGTm1EtJ/XCZlb3/Wnz0Vb7auwn0/M8JVce8D5VnmZVaPmzNz1JEQCG6NMBrS0dwWJZmfq+xlv4m/mhTAZz09yHS5kENo5fRTr2zesGFDtLOzs3TggRfqZbf3ueygUum21mDU6cVKPhXOSQBn4CFwJL0nAbQPICAb6dNajKuYbIdbEZhlaAzoDqvnkjqC9Zu2llXOnN5UOOfX2N+roZUD8u08bCmARwQyBABkfK5rOuAbAy72A0NDQJEVyM0BSk2AzpjWG4dv7wWuwTvV8IRVUEqTqsAN+6JYjmwLVGXA8ctbfgyGEjhjdIHjAT8FYiLAE8DOA0wHUjlgYTaQMgVIMwAjo0wZVMj5Vj+51DlGT86fQSUd8d0UMCcFoCxeQC8aKI0HGOC0Q8hgkEUgTQDyDAAh40sAQMRxmyENaOlksSwredE3yl+mnHbulMrPlI3kYTUGR4HMnqQMF5ICGOngaJiL/ydq6kqbaeKEwnS53251tgbjKA9rxCwaAQYgoQM3IkBLH3BrCPunFHCHzilAiKexhMK01rlSPWrYe1nZfWILrBYfTIGk3wLH/Y958yc733bbjN6+vCpfRlHBhTQD5k+VYLNZxgEUDWDx8T6IUGBMhL9dY5euxrjjhKCVEaapg8Qc9+sA4S7dDHf3Jf0ndP2D2TDcMz8th2Wm8o5aXiKSZB9vQPP/5ilTABoE5pVwv2hTAV+E+tvioFNSsNkgoCCawPVrIb421BLr8G2xBYFvGkTfQ5n7wg4DP6mUNzGXMZU8PSOVaQ4LaY7rwGcR7D5RYWz4qs0dBZjy+mg2gHIIPACA6np/70bT+TsZ447rv7dIkEIhHbmiAAAAAElFTkSuQmCC) 4 19, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 4 19, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 4 19, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 4 19, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 4 19, auto;}
}
div.testarea{
animation:rwdcur159258 0.26666666666667s linear infinite forwards;
}
