@keyframes rwdcur50343 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 31 34, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 31 34, auto;}
40%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFGklEQVR4nO2aS2xUVRjH/993zr13Op2WtjRQm4aOhdCKSGkgErQxGE0g6EaCpkpcsDAkujLxsdCEhdGtS+JGookBows2kChgwssSwaYPA1j7oE9gKH3M0OnMfZzjAkZZgKlkek4C81tNcm/m+93/PY97zr1AiRIlSpRYMvhBBwYGzj3wmEmWSqLwv+p+BweGztfqKDowNGg/hKUSuO+F31N0VYWX2w2StUtUf9FYuQOSwishlb3W1LQlZaN+iaWgb7jH7R3qtq3xvylmF5AbmjYu+uSxwfNrRoe72otY/6EoSgB9wz0gULjY829cPgbKznQ46bG3r/WfsDoTFKX4M0+2AoRFB8AIUSZzyzzOJoUOZDEcHpaipb8+ueE/p757EY7nCgqTgoNaZo4Vy+FhsNL8SLpxhmpiHdUJhFU2HArYCYBEgqBqIaiS2amz4VDASv9jqARLGSfXc1VI9TYcClgJgGQsKbyaODkxGWWyq2w4FDDeBbKpi2DJmzlWHSOngqXDW7OpC65pjwLmxwARSwhBL5JTxiRdkOs9R+xaGwfMB0CiioRMgiWIBdiN12joBuMedzEegNZaATq88xsAyIUKK017FDDfAlSYVkF+EpEPRAG0P5/WEJPGPe5ivgWoKBv5UVfk51QUBCoMcExpGjDtUcB4AImVbcrX7lez07ePjA6PXcrr+GdBkMuZ9ihg5Ukwk/X7I6fqYG/fpZzjOmvjMfo0c7PXyjhgJYDG5nawdLMKvMbD1Hesc/s0iRobLsafBDMz/RxFtFmT2Lv9pbZKrUImkj6Y7exPmi6oyKsvc6YPUjDXAo+YSEKDFVgsejldTIwHQEQMHcWZibVmEDMIxERkWgWAlcWQUkxhSEICKgKIQcxMWltZD5jvAlEg2REuoEHEICKAWSpfPfqzwOjgmWQuPd5BgmuJBUg60MzQQCI9PfLh6EhXe1fnDyaVzLWAvy79hFs3Bnfn5/r3V1e9Epsc6cfyFfXI5RbwZ+8F2XvxzKtt2/aec7z4WVNOAGB05BkeOJ282v390arq5euu9HWheUM7fv3lOIYGRtHYvOnH5tYt7+zY9f6sSSejXUD5mVR9QzKlgznEy2PoPn8CU6kU/CCAGyufvTY2fNukD2B4ECRCCFE2NT+/gMxcGjO3ZrGQzSMMFWqfaAz9vPklgdEW4OcyvnLqOifGx8KZ6TTScznMZ30QUba+seX4nn1fLPrlSrEwGkBLWwc0xQ8Lr+5sdt5HNpuH0jpsaX3+yNzMzRMmXQoYf/5e17pzct3WN/cvq66Z9TyJ5Ssa/li9/tmPd+56L23aBbD2YkSP19bV+omEh4Ynn5oO/Jy1DyWsBCAEQ/CdtY9SGlLaez9qJQBmgut6UBrQKrKh8K+LjaJEBC9WBiJA6wjQVlbCACwGIIQAAGgVQt/ZH7eCnQAASCnAzNA6egwDIEBKB0RAFGkAj1kAIEBI924LUDav31IASkFrjX+2wezshgGwFIDSQODnoKFBBDiOY0MDgLUANE9PXYcUDMGA48WsfSpnvPDQ0G9r/ezUJxXLaipXt7TAk/n1Xqz83VPHv7HytZjxAPyFTEv3qW/fuD4xHhu/OoLrE6NVly+efL1mZfLR3xQFABWFpzft+OjzeEV1KgjySD697fDml9/ac3NiYMq0izV+7zzk9nR+/eWB/S/kT5889IFNF2sTUE/X0YbcQq4jVp443Lpx+7gtD6v0dP9sW6FEiRIlSjzW/A15/dUAoWSLvAAAAABJRU5ErkJggg==) 31 34, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 31 34, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 31 34, auto;}
}
div.testarea{
animation:rwdcur50343 0.83333333333333s linear infinite forwards;
}
