@keyframes rwdcur49859 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 24 27, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 24 27, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 24 27, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 24 27, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 24 27, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 24 27, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 24 27, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADwAAAA8CAYAAAA6/NlyAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE0klEQVRoge2aTWhcVRSAv3vfzJvpjBNDCCUGTEMsRSXUol2UUjBbKah0IQhdunHjUgQRF8U/EMSF1L0LqVDBn4U7oRQMIlEKhlJoDCH+JSE0yWQmmZl3j4v7Jkw6yUzmvXdfBpkPQmbem/fOPe+ec96551yIgECmy/kxgTcETke5v0s6DvwwFDRavwuMAaPAMjACXAEuAwXgw5hjTJRICrci4ANnAA1MA6+Hp24AP8S9f18gkBf4SOAbAS1wUWBG4IaACHx23GNMFIHhUNlfQ4X90G9fFPhOYEjgrMAFsSb+/0CgIJBv+Xwp/DwazviMwNku95hOY6xNdMzrp4DrAlpBBbgXRvAHQA0YBj4VONfhHpWYY+gJFfXC++enBMAzhkAf8NzEkK8bxu8ssfbUOJvF/L7T2hhEgSh77RO/LEQeSy/EjtIHKgugNDu+5o9nJ5EDfiMKBMgEAQ3PizuMIxNb4W6I1uRrDZTAjq/3ZrT5v5GerkAMkz6MMEg1FMy3mv2pucXHgeVU7LYDcYPWPgSGgE+wgarQchzgSeCRJOVFIVGFgU3gNvCjaom+pWoN4G3gasLyeiZRHw7N9d3WY349wNjHOg/MJikvCs6ClsD41voWojTbhRzANaAsMA6sK9hxJbsTLqP0meK/q+htyEyMALwSyrsLPBCYVWAcyj8Qlwrf2hh/DM8YcpW9yfSxgauMjR+pK5x00NpDgSkXfSqFLBsjJbDBrAhcB/55eE2dFk4Tj3rGo6FVM5qtANvYHLvsUm4nnM1wE9GaTCBgyz2zwDMK/nIt9zCcK9xvOM+lAeqeAljAmvNKGjIPIzGFxa59J7Dv2GV70IDSoDQKlpKSFYckTfoMtpxzOqx+fDC2uolnUn/zdCRJhZu5cwObRV3MbeyiRBIUEZ8kfXgeO8ObCozA5T+nRrfSXNwfhcQUDtPENQCBC8BwoI979dtO4lFabAfiBYBc3bDj99ebz8Vo1oG/ge16pv9mOHGFFRgFnwMfB7q//BccLx5c3TsOqThYYbfWtcWaFqkoXPEzbS3W48KZwgIjJ3YbNtNS/ROpXY7k5RPVXUqVXYcieselwiueMSix7ZR+wYnCAhkF368PF9kq+GQCoZf9Hi4DXOIKCzwNvCVwNQirHaVyFWwD/WYnxcX+vQa8KbYVmzguZngSyAIT2hhK5SqlhVWwD+IK8FNrEzzcQdAkj61b57Br68RxYTq3sUnHYq5u3istrCJFUNu8D5zHvp7KYCM59kE0BH5TsCPwNVbpnx2MLfnuYSv3n5uUkc0qNT/Lyd+Xn1dwK9wtYARmsLPYrITcS6O458KHx8LdPNMKqOazBFaKgX0p5xfAO9g6V4VwaemaRExa2GcqE1hfvSlKE2gPzwi017Rewip6N801VewZDvvAX4rtC6Os7xUVfAVQy3pU/fYinoI5ZftMvsClcIObc5KY4QJwEjtwHS4Pa/t+0SG1VFATuNN2jSMiK9xMDhSsCbwK7Bx1SSjW5L9tLiiUbaSnQmT3WTp3ShRQy/S+yM8GAcpYc2/dxaONYXJu8VGXDyCyD9c9Rc1TIKZr7fnhXLquFbWw/NNa1VR2N8hQ1DEdheg+3OKXposlt5VqD/HpQHvsdS0GDBgwYMCAAQMGDOhv/gNO135XyKL1/QAAAABJRU5ErkJggg==) 24 27, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 24 27, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADwAAAA8CAYAAAA6/NlyAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEuUlEQVRoge2aTWhcVRSAv3PnJz/NP42NQZoQY0UpEmsRiSili4BYXLoqKIK6UBEXFVEpuCiKK12LrVm4cCG6ELqpPxQRwSBVpBSNwYYSa5vaGNNJJzPvHhf3TjpJJ5PMz30Z7HwwZObmvXvOeefcc++750KFKNynoP5zqKh9j8Jb/rNXoavSvuPAVHFPO3DGf58pan8eOApkgT8EFmvUrTFQMArPKPykcFThU4VRhbd9W+sW+3lQ4dXQ+tYFhQmFrxVOKmQVJor+N1gIZ4URhQPqomJ9Hx8q5Bo19G9C4Q7v7aTCawof+PbdCj2+/XU/pidK3N+qMBy33tWMYQAELghYgTxwDzDm22cFFnz7JSAC5nwiO6FwwF93HehSOKzQU7MlceO9ul/hXr3RRiGcFd70mX2y6J6d3uDYwlqqvfH3/SNa/Lsll8dYC8BKKklk1gZP99Iyfef+ZOGu27na3XZTf3dOzVStSyUk69WRFfHjw2CLVE/YCCvCtbY0idFdLHam6yWyKupmcC6ZIDKCCqjc8G5kEoi1pPLKclsK0TKdxEDQMDp//5Cm8hHtyzm6p/96HMgAlwTOhpRbjrp5uBRGof/iVZKXrwEMAD8DsyFlbqpTqI4VehJRxGJfF5mhPnDZ+hgwGkrmVghmMLAEhmw6wZXeTnBTTxo3944rHCq1AgtNsJAWyM+kDaIG66aod4CPcAuOl/1l88D3oXQoRdAxrGJQnxYFLG7FZYDzuNXVzMZ3hyGowQUS1qIwLO610QLHlcBTxAaEHMOruPUXC8Vt22EsBDLYv0Xt2ZFdQaxFjUHWGbxdhPLwTmDQAim7zUurdYQyOAOQjOyadXUjEMRggSVgX8fi9dUs3SiETFp3i4VkdGuENMCR+f5OsqlYZr4tE8xggUVBSUVRKBFVEfTxN5p3IaaFR7KBvByLwflEIg4xWyIWg2F1h3I4LnkbEZvBwCfADzHKK0mcWeUYMBijvJLEZrDAV3HJKkdQg5NRRO8/GTLtLSHFVERQg1tyEa3/Zkjk3bSkLqSHgWlxdafYCWawQuucMVwZ6CWbSqKzfxvgMPAIcE5hUuCXUPI3IqSHVyIj5IyrMwlYdacCOoDLuOLbtu181B2F5xR0YXSXzo4NqW8zCmMKD/n6cofCQYXdcekVxMPqvPhU4Yeoe0X0G3hniq57AngAV2Z9Nw5vh1p4PAqcWhruZ6mjhZXkhmLm8AXzuEK7Zg8rpAVW1jXPAo/ZhCn7xiQwpXBWIKPuBMEI8LmsbnTWn5o8rK5ONK6wr7jdZ98j8707Nu1D/P4X8AbwErC3Fp02o9aQvs3/7Vp/XMmf4aiESeAk8GuNOpWlVoMv4A+vbMVAhQGFF9UV1dYg8IW4xFXpg6qIqsawr/o9DZwCvq0g4TwJvA9MK/QBp8U9tNio1sMHcYq/UM7Ywk6HqMWP8+PAwzhjn/WfNfj5OVgZtVqDv8MlmY/9IqKkgoWdDr9ROyewJO7eb4Avgc/84mPcH3FKA78BJ6rUa1NqPrZkrK8uSJXPTi1GKdSQGZmaeQX4UeB0tbqVo+Z52Joa8564Y06iFlEQeK9WncrRMPuoCv+jN4kmTZo0adKkSZMmtwD/AWRrebDRMznKAAAAAElFTkSuQmCC) 24 27, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 24 27, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 24 27, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 24 27, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADwAAAA8CAYAAAA6/NlyAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEIElEQVRoge2av48bVRCAv7e73nN8l+MuicIpioS5RIECgRQBQkKiSEFBBwoSokRKR4VoECUF/0QaipAmREBJAV0kpEBBBIIjJBSnUxDIunPsO3u9fkPxno/L+ccZr8dr0H6SJa93/ebNzuzszLwHOSIQCFwQ+ExABL4VeDXPOU0NgaUR5yoCFwXWZjknNQQuC3wj8Ebecwkm/aPAmsCzQ86dPWTRIIusuUAgGuSm/rl8KPCFP14S+ETgR4HTs5/poxiNQQXeBSrAc8Ad4GN/6nUDn2vIzB2B93zkfShwR+B9gdfE3YjcmNjCvz2/LgCIZbGd0izHfdeUk5TVWoOd1Qq7ceQlDn6Uz92+p+Jth4kyj2ACmguDhxEDf506Tic0QxWdNZlnEVqLkcHnjECp23UHYrOKmgqqbnT/YlUMYA08+d3vJw3UNOWNg5qfCby43GxjRBDnzicELuUdtLI/w8O5srS9SzsO6QYG4C2g5GV+pSh3JJqR5Nf4jx0WOt2ehR8AXWBTUeaRaFr4riyCDfbDxFWgbKClKPNI1BQ2cPP+U1VsEPSOIWdlQcmlff78TqWdYMQS2q6GmInQsvAF4Ik46ZJEAgx5UeeAVtD6GfilUm9xvNkiKWmGin+HisIGdg18aoClPxsaIiZG9dZvnl11zjwnaSUodyHEBGACQgGB/nIqB9RLGCOWxVYCLpDljrrC5STl5E9bAB9oyxoHdYVbpYid848DXNeWNQ4qQUvgEnDmHhBZYe9YiRXYFogNJBoyx0UrSn+Ib+EGsp90RLguZ641sZZLvwm8AJCGAYHT+QFz0ACYuoUFykAVwFhLNwholmOMy75yR8Ol14BlcM9vZz56d/toKLztx63aOVMWFJ5h4xQ+A5yrtDvTHj4zWjZIgGSOqsJ9tBS+CVxrHJuL9PkRtMrDxMCGzMlqw0GyrA+fF3hpVBUU+VWHXotHYNlvcViZVG5WJorSvpn+NhDibtqtQdelYeiEpII4Wc/gbtBpgVsGZl4oT2rhFtDAReNYjhinHUcYSHEfcIrm0hWYyMIGrMAN/tnysAZsjfHXH4BTQG0ma6MDyJJ4WJyVYUxP8U34/+zKw9aQ7wAInKg19thbKNH2XUuBy8CGcZbuux6Xg9cN3M0wr5FMrLAPOKOs9Uql3iasWNorUa+ndQ34EldNHWYdVz4u+3xlU2NZRrNr+XXjsTKthRLg3s0CLzP8JtVxCleBj3DV1ZVpTypTZuDfq+uDzhmo1xfLJFF48LfbxtXFg67fAL7HLaXWGHJdVrJaOGWKbmeclevitjepvLYyWdivMIzzOsKvMD09Tn9aMyHJvm1pEGIxwOFcupR2SUPT9/tBtLcvqWT3kRXitN9InSgcqewsUInSaWB6+zoKCgoKCgoKCgoK/q/8DcKPNMR1w7g9AAAAAElFTkSuQmCC) 24 27, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 24 27, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 24 27, auto;}
}
div.testarea{
animation:rwdcur49859 2.6666666666667s linear infinite forwards;
}
