@keyframes rwdcur111546 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 11 11, auto;}
25%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEA0lEQVRYhe2WX0hbdxTHP/eXa5aoZEu4CSPM7FJaNS04GFTEPrS0Sv+8DNqXrQxa9tQHnzZWGLi52BVWzEMY1OXBuFpxRQobAwtl7GUPtVC2dhRCoaNDnLihxhtz06rX5GYP915N48Tb2Yc9+IXD/cPhd77n+zu/c34SLlG5oDqvYgsXE0BKT7ldEgDJRWAB+KrMC8g1biXAAFYck9JT5o4J2Fn7gACgABEgBNTbRIQdfAXIA3O25YGiGzVqM/k3ePE1BNjX0YYQB1jWY6wZEcxSgEpFRpJKeOQ8db5ZnmoPmHn0CxtqlHZKQACC+lcb6Th9fHlv59mhkVFvbim3yVFRFHqORe8x8tEcsAgUXgYBEzBZnDW40XvHe/jcflXd055IJMjlnicRj8fpuXpRAV7H2qKtinVThtvBIlHUDM+t1MzJ/CTJy/0Eg8HNnmurAax68bklsK5AzTEzq94FVsHVA41i+iFHT5wiFouhaVoN1bIXeMVt8HUC9lHzslHZpm0CeA1L1iYiqqqf6edScpBsNossy/j9fnRdt1aTxLZ7XguHqRcI4GuIEIqqwBu2qUArkvQ26ltdS+8lmz/7+jpDmWGCwSATP3zPVwNfoiiKtYrHYwCrbCi4vQK29PWAwr6ONjpOH+dG7x2KmmH/b+LNtq7Zzg/a+5KDDGWGaWlpITVwhW7zCeWQjvTF52TGxqHOV8CqfvcEqhRQEOLA8t7Os97D5/Z7bqVmgEYiqrr0zqfNfclBro1cJxwOkxq4QlfxV0NMjj8WQhTfP3I+dDCdbqb4+wKwADxzS0LG2gYfEGJZjw2NjHpVdU/7yc5328X0Q/Qz/Tiyh8Nhxr7J0C1N5bl78zYl4xFQ9PyYNluVpkPlhqDhgRmgiIseUK2ADDSyZkRySzkSiQTJy/0cPXGKS7WyS1N586fMd2Jt5Wdgys5WiInU/VK0VQb+tgm4VsCBF7MUAMjlcnz4SS+xWIxsNvuc7Ny9edsO/psdzMq0MC/LhXmTjdnwQgoACCqV9W9N09A0DVmWGb02TLf5BDE5/tiW/Q87eL4qkHOiTMB0O5arCZSQpE2s/X4/f/05TTmkI4QoYsnrZFiqGruuK78aDmtLNo+cr3XQdZ2Pe/v4djFI+cj5EBsN6qVAthc0gDx1vllFUYjH45scM2PjHEynm1uVpkNiInWfwrxzgv5T5tUEwJJ0jqfag55j0Xs9Vy8qrK0GMMteJFHC4zGo8xUoPl4oNwSNUrTVKbgdQwKoXFDrsW46USCG1fsDWIMFrPZawGoyM1gFuAAU3F69tkK1AnmsrVjEasHVI9UZTs+witApxB2rsH4ntGeCzEZ3dMwh4DxLzvNFb8C72MUudvG/xD/QxYBHfN76HgAAAABJRU5ErkJggg==) 11 11, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 11 11, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 11 11, auto;}
}
div.testarea{
animation:rwdcur111546 0.66666666666667s linear infinite forwards;
}
