@keyframes rwdcur53831 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD+0lEQVRYhe2XT0xcRRzHvzPz3tvH2z8sBXQtCoQSNCTGdgl/CoqmaeqtJ2PthcSDUbRJbYshoBcNiI2klx6I2kPDSYxpUkw0IU0MmKCxdhtNBCJIVkBYWuiy7GP3/ZmZ56Wt0fTwlmztwX6vb+aTT15+me8M8H8P2e3GpuuvNTrr5jHnzyyE6YwtnJyY+c8EWhdPtMicOylyrm4lMzB/Wbc8Vz6/fHb6x0JZrNAN7alT1OPeZSWqP6FWGmC6ArFlK/ZSpqn86JMXtr5NeoXwlEIFpC26mKHGtUeC0KCC6gzCdODcyMWdtWwXgIuF8Ar6AwdX3w4RgstqhRFqZnX4Q2yAagxqpQGZd2EvbbdFD9V+kvlu2fHLpIUIeFy+Sw01RlUF0zd/Bd/IOZCe83SgBpGWKpTsi8Z42uorhOlb4ODKyVrCyGmlNACetZCf34SbtoY94Z2bRQo9lccR3B8DiwR6Hj/TVlt0Ac/DxyykaYQy5OdvwUpmUjLnDhFGBoXgqfP4GuF4DEbDHk3m3LNFFehI98RZSH1JjZTAuWnCWkxD7Dh915oumJNs0PSE7JNw0WscR7h5L7THwi9Xv/dsvGgCLKi1q1EDKhRYyS3wbTuhRPTRuxCVjUpHJIZxCXpdFEbDHiiRQFvRBIhKJyTnfGczA551ckok0D3zyiV55/skHZCEkG5hOTlpumDRANdroxO+2H4WAUCn21/P09ZhZ82c+umZT+957HY6/Y08bXXaq9kr1w58tuCX/TAPNL5noOW3N+vtle3D9sr21FzX+D1noHnmjUZ7NdvprGavzHWN+5oBf+fAxpkGwsgsGB2xV7JXq/s7Wv69pnXxRIsn5FUQMuKsmrN1Hx2qL5oADalHAtWlSrgphpK6MoOnrZHaD164u7c9dYqCkJFALGwY+8qgVpQoHveOFE9AZdOEUWjBEMKtVdBrSu9UL4DbFR1U42qFAekKgBAo5foPRROYZIMJ6YovPXCM1r6P4P5HoZTpQ0+NHg21LLwVIowMKVEdwuHIL25BOuKL+e5vEn7Yvi8khJJ3hBBHu9l5LdK0FzxtxajG+jxXUlquxirVMJZmknDXTIfpSq9fru82nFI/THpCnpPg6Kp4EeF4DFos2EM1epoFNaxv30L+9zSkxYfnXv0qWXQBACCMDkpXpD7H9+hoOAC9JqrRElWTFkdudgPujZ0UNZShQpgFCUwpg6bneX0SLn7GGgaqXgeLaLCXM7CSGXjc65vrGjfvmwBwu3ptnpDgGMAYPFvCTu1AmHZCif5d0fdNYJIOSEJpt8g7lmvm4W7m4FncYhH9HxXtN7t+GT2309soss4xdzMHnrHHrrdf3NXL6GEeeP4CKTrArfML8IwAAAAASUVORK5CYII=) 15 15, auto;}
}
div.testarea{
animation:rwdcur53831 0.66666666666667s linear infinite forwards;
}
