@keyframes rwdcur234191 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 3 10, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 3 10, auto;}
20%,29.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEiklEQVRYhcWXX2hTVxzHPyeJsikV2SoVC7FLi9Iqo1TWNDonMuOQdCJ2UzehD3UwqbiNwZ6GlgqyBx8FEWF7GDiFTRGXPKyZ7o/V/LEULdqipLFmRii6h83ZsS7pbw/pPc3NPUk7V9gPLs35/e7v9/2c3zn33Fv4n009U5LyCICIAHk1m7+SuaYTHFYpSUTo3dmKUjMaSnmkd2fr9Ghu4gAeEZHutYtNIqKKFWyWV4fPJeRIh5/D5xICeWUxz8LuBFBKKWvG3WsXc+LWUwBM4kp5yjTHLUc6/P9KWANYYsWVi8WtdQUIBdt0YrgvRvKJi/qGWhp9XpJPdC4i7umc2ZfCY3KWEx1JZ/Tv+oZaABp9Xlu8BFJmgzAChIJt+HzVAKTTj22xYsFiG0lnHLH2rQEi0bhUeiqMACPpjAYYSWcIbWmxxUww5cCsjhRAcg4Ilymp0eclnX5M5PtBR+FGn5fQlhajYDFcqS8UbLMtbUWAUkunH9uWonRZiuFKIYp9JoiyAOFLMWNB0yz/i7kAY2vm0xp9XiLRuBnAJB6Jxml/PWDc2ZY9aycKR/iMpkskp0p3Z6tLjOKWL9wXMxaPROOMprIarhgyFGzj0SVnnnEPhHb4qb6X1eN8Lke4L6aBTK+ISDTO9W/PMBA+y2gq64hb1nM+aetCxaegtWrKQR3uixlfOCLCoqVVLFpapQFLN3EiDyI51XM+qX2e6WRbxUPfXIW3NhC5kNA+pRThvhjD/RHWbGy3zVxEGO6PVJqLriFSgNC+cq/jE7ee0ubxENrhp+d8kttXwgA2cUD7S23NxnZCwTa9b6ynoHS/eTxKkTO01BKPXEhw+8rM7G5fCbN61TI9vnP30awzt8x0FCs3CMBwchcfffgLAHez41Q/uD99w3P65i9+OAdgBOja3KF9idxfevajqex0653iAK48qDqvzxlROL4YuzZ3MDU15bi1WLww00JHR1NZBsJn8S9YaNLWMgDUe32yqrYGKHQAoPrBfS7lf+PXO618d+weAPs+67cV+HPZar56r9CRNz55iRdXJ6lyLQXQwvHJibLfBLaAG2Rvc40en74xzisLFvPT4Ent89Q0GQvlxof1700t+0EJ8ckJ9fDzoACs2Bed/XsgD+r0jXEBqPP6qPP68Ac3FwoWWec7b9vGX5752jZO5CYQEQVwc8XHDA4OAlEjuOMgyoPKgxrLpBnLpAHwd+7hVOwy1/9+SsObe2laOcnU88M0rZzk2h8LedLUyKnYZU7FLuPv3MMHXV0opebnBedSiJvCNTSQkNoXauXHQ+/a/g4NJKTe69NXZ/Ny6WxeLkopOXr06PyAuEGO7d6gIaK9+7X40EBCju3e4IC4k9wl89KJYnGrG6WXBeEG2RYIyLZAYE4Ac/oXyg1y7XiQn/snGEsNcTGzxBbf7v2duoaXee3VRaw/GGVrIKBjfbEY+Qo6xq/icjaWusmm97u5+OlpAB4+yrJiWS0XM0vYzhBjKeHa8SDrD87s+EriczY3yIF1VXJgXZVQOLoFkKsnN9nG1j3W8T4X+weHHFTh1DMf9AAAAABJRU5ErkJggg==) 3 10, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 3 10, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 3 10, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 3 10, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 3 10, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 3 10, auto;}
80%,89.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEsUlEQVRYha2Wa2gUVxTHfzezWo3VQhsfTWBJd0NFKyJKs1kTKlKTIhtFfMU2EGhTWh9IQeinoEX90A/5VhEkYKgF64fWIDaLuKtSH3EfTRcNNKklmaYLG0hNC62PQrub0w/rTGZ2ZzbZ0j8Mc++5987/f8+5c8+B/wClPAKaFNry9vJQASAOcF+iyfGd9SilbOTHd9aXyw2AR0Tk4JpFRQMiIsrKUoDjO+s5djEhkFOG3pK6S8HY9YHXKmfxgCbGc2LXRlv7v7gfwAOglFJWUuvOrR8ONTeYC49djOGvq2GVz0vy0czc/Gdyrp5zFFAIN9IRPW22DXIDPn+12Q9H4wIgkp1ViKOAUHMDPl8VALo+ZSO3klphtRuiZ4S4e8VRwIieNgWM6GlCW9bj81Wh61M2L7iJKRRiiHHySIXbbnR9ivC1VBHJKp+X0Jb1s5JbN2OIcTqojgIKoetTZiiMfimyQsGlRJQUMNddOpHNFa4C+q/HgOJdlUtgCAtH4+UJ+L/hdltWAEVxCUfjtL4ZZERPlx0GNxh324ldARtfhdPJrK8QR3LD1h+JOYai0M3WOaHmBh4+C6sVFSJZVfh/hnYEqPo5Y/Zz2Sz9kZgpyClHhaNxfrjdz9hopqxzYqZjq/Ho1wMA1C+eLlLdHynehRXDd8LoYxOA818RvpQgn7rz9URROjba8WyWk7sbTbtSiv5IjOE7YVY3hYpENcxbwHubd5UUN/VKDWOjGZJ9SZRSiIDHoxRZh+x7cncj4UsJQjsCfNKXRERomLeA6elpMwThaNy0W+GWzfOeySnbsAaigTxI7pWtwaBsDQbF7/VJQMvn+YCmSU9npTyWx9LTWSlG6aWUR3K/fi/6uTbbuH6uTUCT1pYmaW1pEn+dV1pbmlzrBU8OlN/rKx58ZrnQu5trt74xzdnJRCkvAzOHdERPMzaaQR+bcE3NptHv9cmrNcsB+CkzCUBV5heuZ//gtwf1XO0eB6Dz09u2D/y1dCVfvr8MgLc+ruWllUmeVy/Q2hLMn435zxH/+6lrXWAb0EDa1y03++fvTfL6vEXcTJ0xbZ7lqx0/lJ0cNtsL1r4L5AuSibPNAlDdGZ29HsiBOn9vUgBqvT5qvT4CzZvZtH6/bVHH23ts/S8ufGXrW919v/oIqVQKiDoKL8oFOVDTysN4Wmc8rQMQ6NhHT+wG3/3zhLpt7UwvHGbHsQGmFw5z9/F8Hq1eRU/sBoGOfSSzT1BKzblAdayIRLIq96x9qvesKIHOAx+Y42uW1dHXPcqaZXXEH86ss875rLdXRESlUim6urrmXKS6QgMZGkxIzYs18u3Rd2zvocGE+L0+8+lYt0I61q2QuXiirHR8tfsIVyJ9tJ++yecfbaP99E2uRPoA2B982Zw38HslAD8m9pQVDldoIN1tjTI0mBDj4ip8hgYT0t3WKBqYF9qD5N5ZvTCn2Gggd081c+vOU8ZHh7icXmIb3+79k9q6tbzRVMnGw1FagkFzLBKLkSvB43gI3TA+ep9NHx7kctd5ACYeZqheWsPl9BK2M8T4qHD3VDMbD8/8cqXI5wwN5NCGxXJow2Ihf0kLIANnNtn6xhzNvMhnx79iFm3/9oadPwAAAABJRU5ErkJggg==) 3 10, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 3 10, auto;}
}
div.testarea{
animation:rwdcur234191 1.1666666666667s linear infinite forwards;
}
