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10%,19.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
60%,69.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIB0lEQVRogd2aW2xcRx3Gf+eyuyfrtb3Zrh17s7bj2HFS51Ln5qZAragJDUIIoUrkIW0qQVV4Q0SIB4QihPLEA0LiBVCJ8kAURIqqIopoSxtVFW1qcnF9CSRxNk5iO/iWzXpvZy/nzPAw6yZOa2zHJ5Xgk4608tmdmW/mf5v/Z40VQoIOWBMQHYYtDmyxoM0PEcCSUChB0oaEDwY2wD8bYQYoaCBWOr+2kkVfg3W34RsROFAFXQGocQAbyANlwABWAVblcwHSOfg4BW/F4fUOuLESMssiIMHMQ7gPvlIL3wrDl0zw3wT+BQyjtjYN5CoETCAEVANRoA3oAOLqfSkN7+fgxC54uwqSyyWyJAISzJxpRvsd51A9fDei6x3jlsU50+RjYKRcZtS2mQZmK4t/EFVADVAHNAHrgC3AdqBe/e7yXfjVLjhVvQwiixIovvpq6NKZMwfDFy/+KDI52T5smpyNxUi1tiKiUUpAMpkkkUgwnEgwdfcupVIJx3EWHNMEaoEY6jS2Aj2o00nBtVvwk91wugEWHqQCY7EvHD50qKPWNH/Z6PNtyFdVMdbWhv/JJ+nat489PT3s3LGDzo0bWVNXR8Cy8Pn9+EwTQzeQQiCkQEo5b0wBlCqffSgfqQEagdUQ+TdsfB3+8j6kFlvfoicgz571u4lEbHxoaK+bSBwOTU/3iFDIvNnSwmh9PXd9PpK2za2xMUZGR5m6c4fUbJrZ9CyZTIZCsThvvFWVhbYBjwO7UabkBycDZ8pwfLvyh9RS7HvJTiyPHNF5883gUDK5JW8XXooY+nMBny9yzTD40HUZLBS4XCwyputkXZey4yDEPTMOo2y/A9gMdAOtQAmSs/DHaji+A4aA/HIiy7LD6PeBX4B/DOLX4eBqFY06JoFe4CJwBZhEGbCJctIO4AlgJyoapeFyFk5sgNPNcFu7Z1XLwkPlgTlIMAXU/B32V8HLEegpgP8SMAa4qITRCGwE/FBKwXtFeGUvvKNDeqXJbEUE5lBJbME+2GLDS9VwUIMaod7hQjYDp6rg+K6HMJPPFRKsDPzO7uoaLJ08OZpvaurPwO8lBB/FfLrXA0r1RDTDKOnBoKPruiMg7HpQ93wWPCeQV5VDWGOefYbzKtR7Ds8JlKBeU7Ub2r3HX1LByHM8ChOKP+igGiBU/eY5PCcANM8RuJ+I9r9CQFMJ91Pxee7vXsNTAhJ0TRWZ81Dxg5h8BBvm9YAmn0GggobKe0/hKYGiSlbRBbJstFSJTl7CUwJZiBmVMe93ZE1NZKbVKXgKr00ort0/5n0XGR30RxFKPSWgQTOAFqq1CEdjQjOi2tqWuB6pC2nKwT0n4KlTadBixFsjxpf3xXl2vym7tsGR74XMD85G+evbE6Urg81ezgceEnBBz9ZE2o1n98c5/Lypbe5Eq62FcBja23XTshr8J7Nby2Mjpm8Jl/WlwjMTcsEymlo6efqLprZpI1oohGaa6KEQrG+FvT26b0PHNtfjstozAkUIa7XV9dTVQSAAhoGm62CaaH4/1EXRIuF64XFV6hmBMkTI2zrZLJTL4LpIIcBx1JPNIjNZs6zKbc/gGQEBMTk2mubcBSHHxhGFAtJxEIUCYmISzl1AJBLpkrrTewbPnFiDZmYmsvLNv01pVqBB7nsG2fk4cvga9P4D97U/pdwbw0m5cKnxUPCSQBMg5KX+CdKpgpYYifDiCxbHT5TkwGBKjAwncV1H9zgXeEJAgj5buchoCKGNjiS1q6tTWj4b4fxHSXnzpqiUE+jQJPGoHYJ3BEwdGuYcSgBomtB1XQgQcwVFhUSsMq8nucATJ3YhZFScs9IHwpUSIQQOitDcrptQLz2sSld0AhJwA4Fwb1XVi49lMu2Uy3NtFZiZwXj3Xb+byXwS9yt3YzENLzhwylCduRXhoX8vwepfv77bEOJYg233TGezlG1bxf45EvO/j0TtWBiYgPc0OLobzmtQ+NwISDDvbNoUv1Vb+8O1uv5t27Ksd4DzqRQzMzOU02mkbavkJeb3sjSU1PQEsB+ogsJt+G0H/KxRNXiX3fxaensddCcWC1/ZufNgrc93dHUsFpvq7OTOmjVM5HL09vXxUV8fo+PjzKbT2Pk8pXIZx3Fwhfik1V4FrAd2AM8ATwE5GJuFnz4Fp/3LNKsl+YAEa6C9vTsQjR6L5/M9401NTHd3s2b7dpqCQdyREXxDQ5QrCxauQEiJlPJTppQDBoEJ4DrQDxyAeBv85gI8b8CPpTKrJbXbFyV7JhCoMQKBY5t8vu/YUlp/DgS4GIsR2rqVxuZmyq7LjZER+gcGSNy6hW0XcNz54sZCMIG1wDaURnYAWAWFYfg1cPSrkF3KGP8Vl4vF8I5icYcF1gxKA85MTnLh6lXuWBZlIcjl8+Rse9EFP4ggyqRM1HbbwGqwfLBrUPn6ogQW18jU4OHz8FwEfhCBzlHgA9TxJ4BRYAolbi+27yFUwmhC6WSbUTpZAzALQzn4+RfgtcASfWFZTlyCcC98rQZeDsOeApjXgD6U3D6BEroz95HRUcLenNDdALSghL1WlLg3Cx/a8MrT8IZ/marNw4RRXULwPHQV4Zu18PUgrHOAadRJTAN3gSIQQGnCj6FE7miFVB6uZ+CNIPyhGwZ0pdo8ujC6ABlTQKgXtuVgbzXsDsAmE+oNCGrqvVOGfBmmikrYOxeCM3tgyICstsKayDOpqtL39AP+SaiZhVAZTB84NZBuUA5ZAkpe/JfK/w3+Ax4s9B2Iv0MXAAAAAElFTkSuQmCC) 23 23, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
}
div.testarea{
animation:rwdcur65348 1s linear infinite forwards;
}
