@keyframes rwdcur48529 {
0%,19.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEtUlEQVRYhb2X3Y8TVRiHnzPT0umyH+0ColkWiVZ0jSFsIrBiCAQuJOiVMRolUQm3e+GfMH/E3pJoiBoTQkxQ4pVKECkfsRq5MFAV2e7CstttabftfB8vTrfbTqdLMcibTObM+Zjfc97znnfmCEJm5c2dwAlgMNz2H20FOGVkzHxUowiJ7wWOA9pjEl+1APjcyJhXewJYefNV4KPHLBy2z4yMeb29QmuK70DN/P+2402tNQArbxrAyWxu9pMnABADTlh5c0MLADgGpACyudnpJwAxCrzVDnCg9bD9vScFccDKm6OgXBJrVQsd7Zk3yea+nZ6aHJ/p92166kjf0PVahYR7bQY4BJyNdbT6NuhJxOaDZHMXHgni0g+f9tVvfMcextIA7LPy5tchAAviwwjdgNH9ZHM/9wVh1VdaZe3ZD0BKkAEQqHvgEMyfA2Bx4RZj6SGAAWBnJ0DggfQhlgTfRqSnyOayD4Wo1R6sveKfL0gYIzh2FSmDbthGGRhafdzZmfGkD4HL4FBKeUGLNyHWD8xU/I+ZiV1vKA9sPYq3+TAjEx+iPX0MMbofkXy+1Tc0me0dAFIGEHjYjgsxA6ElQMT6ghDNpCr9BtKpUlmaQzoVcMrgVXoN29Kd86WH6zRIp1Ogx9XVB4Tve6rg1ZBuDelWkcs/gVtB9gYYDAE0gyfwaNQtEBoCHTRdldP7ekJ4rq3eUL4O0kWWsojBCfDrIO1eALFQDEgVB76NtVJEeg2kdFUdAAKR2hsJsWXj7ZkXXjrUghCbD4KWQHrLrT4Rwex1LYGUgXKhXQS7qNbQKYNTArcCvoUY3h0JsSn558ze199X71m6AHH1SzE8MhYlDrDSHQO+A04RrAWwl5SwvYRsFJC1W8jaTWgUEMkdXRB66sj01UtfKphdHyNiCqDyYI5CcUvU0i2GliBQQWPdRTpL4DeU+2UAfhWkC4GFdJeQjdvA2gdMTx2ZXs2G2vi7bNgA6HHEJvWpKdz5hbnS1jDEnVAicsC6C165WbER9KS63Pu93Nhh2tjbCCHwC1dAy6jgHd6NrPyKVa9CuqP7zU4POGWkuwiogJHeMugDYDyF2PjiuttQStksuPh3vqIYm1DpN3AgULvA9532IfUuAGnfa4m31YKegPjIujMXQiWiYP4c2taj+IWziPRryOXLIFWOEJrePuSKkTEDDfBaVV65Q3xqcnxGVn8Hz0Ik0oiRyUgvtK8/QLDwnUIvXVb32i0Aiot5/r43NN3U/BHUD8nFdsHI6fl1FYy6EdnsOmuJRiSfQ8TSIFQaRyRAb318qK0sA1w0MubyKsB5oNxLfGpyfEZWfkO6NUR8ONILlfJiqywbfyG9ksp+0lN3v9pqv78wC/DN6rNmZEwLOEX7UvTwggxcEPGuplLpLvF4ct3hADKQnDl/AyNjtqKx73NBNjc7LYZeUenaLSHt+b62ZciizwUAzYbTqFNMtFn3VDa05x9RlwA4HRaH0NEMwMqbGeAkEWfD9rV/hNn3fzZsgxgA3gH29CnSy64BZ4yMWe/VIRKgDWQbcBiYpP33fX3zgBzwvZExCw/rvC5AG8gA8DKQAbYBm4DVpGABRaAA5IEbzZ3Vl/0LMlk3zQxUvaMAAAAASUVORK5CYII=) 2 4, auto;}
20%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFD0lEQVRYhb2XS2xUVRjHf+fO67ZcWgYY0ECRwIiWEIKJVsWU0sEEgq6MUTTxsWFBjGvD7m5dGmKIYaMx0ZgQYoISXTClHRFQYnxgTGBieAyF9vYxTGc6d+7ruDjT6bxaRgOe5Oaee17/3/m+73wzR9BU7Ky5bcSwPgpBtLnvvxQfnOFi4n09aWbb9WtN4gNjhnX8QYkDhCA6Zlif2FlzoF2/qBN/esywPnxQwu3KnmLiAz1pXm4BsLPm5lHDOiGaLPKgi4RgqJg4rCfN6wttmp019bQx+XEsY7/4MMUBBGhpY/KYnTVrLtaAg2GEDhDN2KmHDRFGdAMv1wBGDetI7WPT6/8LxKhhHbGz5mqAcIPfRQjt0ZeIZr5NOYN6utMFh8OHOoaeLxW4FDuTBvYCp8INvX4FQl2ItUNEM6P/CuL8yKcdjevb/Az0wTnDOmxnza+bAGyI9CBCOqzeTTTzY0cQ9nyxVtceexOkBBkAgXoHDsH4aQCsiWvQB5rKNdsaAQIPpA/hLvAriPhzRDMX7wtRKt1bXOLGF8T0XpzKHFIGrbDlPKAvfG5rPPfSh8DFWLlKWUGLVCGWD8zf45l0/879ygLrD+CtTdHb/zbaIwcRq3cjurbWxjZtZlMDgJQBBB4Vx4WwjtBiIMIdQYhqUpV+GenMUZi6jXQK4OTBK7Sdc9aY3N+a+aSH65SJx1dBKKKeDiB831MVr4R0S0h3DjnzA7gF5BIAYYTeBFANnsCjPG+D0BCEQAupevzZJSE8t6JWyF8G6SJnLyKMfvDnQVbaAgjQmmJAqjjwK9jFaaRXRkpXtVWniFUDbSH+Wv9z+vEn99YgxNoh0GJIb6Y2pjmYJQQtLpAyUCasTENlWvnQyYMzC24BfBvRs6stxJ+Ji+mBF95Q60yNQsQAoKd3Q4s4gIe0W2PAd8CZBnsCKlNKuDKFLOeQpWvI0lUo5xBdm1sghsOHUj+d/xKANTvfRYQVQOHebbbc2N4CvK+47vsmFwQqaOw7SGcK/LIyvwzAnwPpQmAj3Slk+Tqw+AM2HD6UWsiGWt9rRKNAKIJYMwhA7uYvbL21oxniZlMicsC+A16+2rACQl3qcSfbmrG5aBteQQiBn7sEWlIFb88uZOFX7Pm55uFXGy3g5JGupaqDelp6MxDqBn0dYsUTyx5DKWW14uLf/IrpcL9Kv4EDgToFvu8s7hWcFgBZuVsTr2uFUAwivcvuXAiViILx02jrD+DnTiHizyNnLoBUOUJoodr4vcXECT1pBpqExYTt5RvEnUE9Lef+AM9GxOKI3qfaWqHe/wDBxHcKffaCepeuATBtZenLbklVNc8BaEPFxPF6wbbb8+dVMIb0tt2us5hoRNcWRDgOQqVxRAxCK2v9peIMQ8XEcT1pzoD6M3LGQ9pLiTuDeloWfkO6JUSkp60VCnmrVpflv5HerMp+0lNvfzH4JiduAXyz8K3pSdNOFde91+CKJawgAxdEpKVrdvYOkUjXstMBZCA5eeYKetKsRWPH94Joxk6JlTtUunZnkZXxjo5lfWl3L6idAj1pXt5TTBxddgX7rsqGlfF/o7sgfrRZHOosUNPImskRwzrW7npW7/tOd3+/u2ELQBWiG3h1zLDe6URkqbKnmPgMOKknzfmlxrQFqAPZCKRGDeutTq9t1evX50BaT5q5+41fFqAOpBvYDiSBjSOGtU+DMEAA3nAxcRbIAVngip407U7WBfgH1yNwMaXsyVgAAAAASUVORK5CYII=) 2 4, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 2 4, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 2 4, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 2 4, auto;}
}
div.testarea{
animation:rwdcur48529 0.83333333333333s linear infinite forwards;
}
