@keyframes rwdcur139638 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 17 35, auto;}
25%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAIAAAACACAYAAADDPmHLAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFY0lEQVR4nO2dX2iVZRzH3yMTMvJPhTYHySGo8NgIWbOZAyNDs8iKgcTsItCKwroeNhSmddFNICI47UIvvMnZsNISRxjKhgcb/uFEu4iBUNPVoEkYGK2LCPp+V8/Ds/fsX9/v5+7r+7zvOYyvv9/3fZ73PG9hbGxsLMtBoVAo/FPnuR5fy0w+c6b7C5jpxQYQxwYQp4b/IbUNc8+fwPlJ4011cQUQxwYQxwYQZ1wGSO3J3PPd02cXrgDi2ADi2ADi1KTOv6fO9c/0+f3WrS3T+vknuz6Hv+ezLc9N6d/LFUAcG0AcG0CccfMAJh/c02O8/vQ60J2R86udEVwBxLEBxLEBxHEGyAn3fO7pTLE4H/Tg4E3QsfM5I+TNBK4A4tgA4tgA4iT3j9gzgLxUMNvXAmL39dyzucfHWF68F/S3gz+D5ozAdJ7pAZ2aCVwBxLEBxLEBxHEGoAxQ7fv6jU8WQXOPZzgTMLGMkJoJXAHEsQHEsQHE8VoAwT2T597f3/YijI/dp8d6NmcIHh/LBKnzDowrgDg2gDg2gDjOADkpV66Bbizdn3R+aiaIwRllx6Hu4PMDrgDi2ADi2ADiOAMQsbUA7tk/LnsAdOeZL0DH1hI4Q2QZZojYWgMf33GoG7TXAkwQG0AcG0AcZwAithawsu4hGN+2vwN0+660Z/hqm54BXa58D7pYLAWv9/HJSvB4DFcAcWwAcWwAcZwBInAm4HmCU01NMH7/qj7QHdueAH10+DfQbW2vgq7sOxj8Pjxv0P/DAGjOKLE9iFwBxLEBxLEBxHEGyMnV4x+B/pp6PlO3qhH0y5QhsqX4f3LnuwdAx3o+H/dagAliA4hjA4jj3wYm7g9w5dN34Pi5Ms7dP1i7EvQjDfVJ3+fqxSugL3yD+u6630G/2fEZaO8PYJKwAcSxAcSpyfvu4Bgp15/peSHLsmx1+0XQvXsaQJ8r94O+cBB7eCrc85sb8RnEux5dAzr1/QOuAOLYAOLYAOJU493BEz5/Jr5jkHso91im5QT+H+rahD36+rWFwfNj9/nc8zmD8NrCwKXzwc9jXAHEsQHEsQHEqca7g6HpT/a8wlTT/cZToF85Uk46f2nNCOjXfroT9IEXloHmTPHhCbwe93wmdV7AFUAcG0AcG0Cc5HcHx5gN8/kp8Hr+riGc629u/AP05V83gD52eC/o+/gD6h8G2bUJr8f3/QxngtR5AVcAcWwAcWwAcfy7AILvk2sf3wz30aUVa2H8ghL2/NVNDaQPBz+vty/c43v3BA9nWZaWGRhXAHFsAHFsAHGcASYZ7vHjMwJqZsv6dtDLm3Guf936jfh5lBnqn/c8gAlgA4hjA4jjDBAhtkfQvp2jMP7Y4iXB641W5gaPn+65DXp7Bzb1ntOngufzWkSW7f3XcX/jCiCODSCODSCOM0BOfpm7APT2t3H/gNh9Ps8TfNf1Aej3dqMemT8PdOtjuC9hKq4A4tgA4tgA4jgDVBnu2XlZvASfIhy5NfofI/8idU8iVwBxbABxbABxnAFysvB2uCfzPAH39OEb14PHmXtu3gLNv1Ucems3aO8RZILYAOLYAOI4A+SkNrL+nw3fAHn2q7PB4aVsbfA4M9SH7yr2XsEmCRtAHBtAHGcAgp/5m2pi8woxYt/fewQZwAYQxwYQ53+1n89EWLTojqSe/9IafO5+iO7zmd6B/uDx2PVjfHL+y6TxjCuAODaAODaAOJ4HSCRvz81LLHOk4gogjg0gjg0gjjPADKPaPT6GK4A4NoA4NoA48hkgtgfQVBN7xjDvPISfBzCADSCODSCO/PMArVtbcp0/3Zkh9XcAjCuAODaAODaAOH8CUWSkPQ8PbA4AAAAASUVORK5CYII=) 17 35, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 17 35, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 17 35, auto;}
}
div.testarea{
animation:rwdcur139638 0.8s linear infinite forwards;
}
