@keyframes rwdcur245624 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 4 0, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 4 0, auto;}
40%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEYklEQVRYha2XT0hcRxzHP7PYoFVZUs2yFjyYg8uSR6sBt8RAthF7KShN2IKNBMKDtpCCVEoiHhYjHkoPYil4MWAP7docbBrwVJFSCzUkPaSC6WY96KGBGHHbGmObVtzXw+y8N+/fami/sMy8md/8vt/5zW/+LHhglaYtb9t/hFXh5yd/MI/1P4qwKgGwqnTywoJJa/tNCgvnsUrTloiYwusxY/iVz67gswuCEALJ66DKZ/Ts3oGOBruc+sR3h6EOh0+ADrUUeiTKs7UAWhrkL2NgHTYKXghFVFgwAUgks7C/RmE1Zxsluqd5+xXTNbCxFrZ2KzufXcEXche5EAhFnkhmKeTHSLT2Y+3lEC/0A9hCEt3TLH1o8vgJ3F6XDnaeyXJr11mWzR2H4NznbgHeHBBCaEuwv2aTA3aZaO23RXxxB+qr3bNQ37eWHVFeG4WgaERcBns5n4HepjvWifT2+monMlfS5TALJz3Ud7lNRETEFInuaQqrTth1rK7L8F89a/r6wuAVoZMj80795BKIiCn0RNShk3ceh6W1Q+twQQhBxpCJqcPOASXCO/DqWZO3Xj2YQLe5texelitpKb4M15Z1nQMiYoqMgTUwlaR4PW/PVs9sFQVFoBwH2QSJ88J3EA1MJTl9Ks+PJGE4b7fnfpJ735vhS2vOegdlf+dxtzgvIuFdDr79RZ54+sGjSCH4QFL9S2vuaHh3oh2BH5aSFkDxupz93HCeno+TAMwM5jkIYXtfQUXqWJ1zoc2uIKoU+elTkkQnV21MJPnsPUeEPnuF9aL7u7G2skgVtSqAM515oSIwM5jnwoQUQTkCo5ck+dEjklwPuXL6+z9O29Ejjo03Mmq82gn2dlBhsZPwtpy17lg5BxjKjvPJ2Ef2peS1U7YtDW5iL1xJGBS2AfMyTVFYKFg0RSWxwlB23Haq+gfMyywULOYX3XlTXy39qytccfl2wdywnP3ccHDiJVtetkWcPPMmQ9lxqmsCTX0ISlTfObDzTIoISjSAmuY2Tja3uQRVgrq09MtLzwM7ArMrCBVOnbx3aBIj0cHFlPDtYYDajj4ALqYERqKD3qFJShsP2P/joUuEKkOTUMH76Pzq06xdj5y4EDrT0v0Zu241tgPwTv95RMBDLfQu0DszBlZjLWztjRGPpXn0eJGHv/YA0P5kzjXGsix+jvYC0FxMEd9Ps7G5yLE6x0aftY6Kj9KRaxAtOxECjL9TbD+Few13iaect8PG3RzNxRTROtgut0Xr5PjRa3Ltw96PoS/Z5dyIBRB7adRui9ZBzYtydl7EY2n++nOR7adO2+ZvIwB8OTXKejE4AhUvI6Orj1hb3ibQhcRjaVepCwGIteUxuvoquQdCIpAxsN5/9wNHSOvkgY68WFl1xs/flOODohCaA1/PTLK1K0+snjtvEEfOZoMbh6pfek2SKh9hCBWgkkaVG9yw+w5T15NO1UslP89z/Z0614R14nVZv/89fPMIEdT2PD7/Bc8qCyelSTkjAAAAAElFTkSuQmCC) 4 0, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 4 0, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 4 0, auto;}
}
div.testarea{
animation:rwdcur245624 0.58333333333333s linear infinite forwards;
}
