@keyframes rwdcur79262 {
0%,16.566666666667%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADSklEQVRYhe2Wz0sUcRTAPzs7Deu2bCKbqEV0koqoSwuiWYf6K0QwwstEp4LAsCgpvURCBlO0akYEHapTtyAMMkkvBlGnCLM0W6JsSdkdZzrMm2lcd/aXRZcePGa+8+b7fZ957833++AfS6iSl3VdB1BELcAyDGNDAOEKnasyJ4wDH0omk9b09HTVAEqF7yqHjOuvBUTldzSqlrJToOu661STK0BW1MwDLTs9ZaXAF/5NoprMdUHcSISoMD0lw6fruiIOXY0A0fab114AcaAWiAHRatJTTv40INZ+Y2hGnMWBuB2yFCDh0/gz/WS7CyOgqkSvOgD5+ihQZyurKrATaALqbcVS2lJXHwDbRZuABqDOBxoFNFmncgD5irqDtwaf2mFTA/YCe4Dm592nBgSqGdjTOnzlEbAPaD54a/CpALkQauHlixh0XddkgSYrbGq2Ymotd/ovY2NNdp19CGRsZVVrGes/B2CpWVrGBoYmu3pSVjgXETBw/ggT528pD0BCFgHq24av3O/Mbq7320fvful42Xn+lRXORY5lEhG/7fbd9AlLzZnAbiADLMm1ogioQLwtdfVxZ66mIT2fWmNMNG7VRu4tHDiWSbDeloiMxhdNnFR9AOYokuogAA2n0j37k/EYAEcPZ0jPp0g0NnjO/TYAmdeEU4xrIlQugArE8AG4iz8Zj3n3hcY+qQU2U6LQgwAUQLNDtjc5/yv9YAE2jTI2o8C/IN9WRQTKkopPskIR2IgUi4AnicbuNWN/5efb/grA1ERvQaBEY/c6W7L10h8D8M745JG+PCDH0dRE7zobeABun2BSRIIALCAbskMWAMu+UqmxHKc1fSSPyLPlgqW0CPwQEKtSABPITBw/c3ps7NuQFc5F5eDh+Pf1zka2LKwZT3VcfA+8E4gMRaIQBJDF2cPnJrt6LgL7gV3AjpF7nxvAznfoQqeBWeAtMIOzDS8RcBAVAzBl4qyM08AbYNtUx4V6nAakFmezyQLf5J1F4CPwSZzPyjqBEQhsSuU4jiAdEE6j4bZgdTidjwuQAb4KyJLcL4muGIYRGIGiXbEcy24n7PWD4jwiNhNYEYifcu91y4ZhBBZgSYASQG7j6W84Sjr8L/8lX34BNUgmz6RUnuQAAAAASUVORK5CYII=) 14 15, auto;}
16.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
33.333333333333%,49.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
50%,66.566666666667% {cursor:url(data:image/png;base64,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) 14 15, auto;}
66.666666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
83.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
}
div.testarea{
animation:rwdcur79262 0.6s linear infinite forwards;
}
