@keyframes rwdcur146501 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 10 4, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 10 4, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 10 4, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 10 4, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 10 4, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 10 4, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 10 4, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 10 4, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 10 4, auto;}
90%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACy0lEQVRYhd2XTW4TMRTHf2PPR5qmaYjaJP1QQYC4AIsegkoIsegCsaVX6AVQ4Qg9AIsuuqjUHgJRNl2yRAiqUqoqQhFqJ34s7EknI9qZZGaFpSdPMmP/f362n5898opsAKjUPwbvMLdZ0eIVFE/MAiRWAYhfQLzmLARi4Ar4455NWQCV884HGkAHWHPWAeqAj2zc1b40AA6gDSyv3T/5CDwGHgILVUHkeUA5oQWtNb2l4z3gAbDqwGplIfIaKuzc16MoIgxDekvHu058uQqIIgAKu+DQWgPQWzrerwoir0GyymOAxAsO4gBolYWYmDjxgoM4KgtR5MMk8ADjXqgCYqqFk/ZCWYipALJeKAMx9f7NekFE6PY+TQwxNUAURQRBgIggyGjDdpcng5gKIBFVoYbAg1BBpJGaQmqKzqPPR9hwvUo2bNtDbnoAEQEPxIdwfoagWUMaPmZOIS3fWcDi05MDbg6xG4iM5u3H8W3iygPtIYEgMwqZD4mja6SuIdRj3bdefdm//PBkCxvOAc6AAbIxyiUKA9h59hAtSAimrhjeU6iFWbzaNXFoHMB4jtPc/rrbf7e2CTSBS2AwnQe0hyhBAg8zqxi2feKuT9xW/NpZyWu9B6xTZgokVIgPZgYr3vEZtjSnO12A12Qipuvbx474HOhjs6mxLKoIgAKUmfUwNQ/T9IkXNcOm4sf7LsAL1/HA1eliUu8usKncxAAAxG2FaWiG8wozNxJ/5kZ2hp3fBMA4cJOymCSPTCWzeQDJfPnXKwGmoZEATt92AZ470dPM6P6VqJpRncmk8wCSDv2rtQCAn9uLAC+d6PeUeIx3OHGWXATgChgM25qLN22ArarE8wCS0Q+Acye+iXX7tyrE8wDALpoL97zufvex22pQVjwPIFm5v119SfZmVFIc7jqM7Go1TqyP9UQSSiu5lkHe5RTIHp8puP+j/AWPkAZ1pirckwAAAABJRU5ErkJggg==) 10 4, auto;}
}
div.testarea{
animation:rwdcur146501 0.5s linear infinite forwards;
}
