@keyframes rwdcur232487 {
0%,12.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADvklEQVRYhe2VXWhbZRjH/+/Jh0mbc3KStU3bpSlJvxSkN5WOdcMqyEQKu3Ayb6R6IV446FbmFBxDZZtMc2EVnaBjKxuWUgZKxeqmrqzS6abZpnVplqyrbUP6nZNzcvLRpOd9vSiDXdikB3e3/q+f5///vc/78rzApjb1sIvoKb7ef7Ci1Ok4YrU72zzbXm/5dKBnxlntqU6lF7OrSiKaS0iD+bR8/I2uzxMPHCA4dMy/tXlbl1BVawalSESDqsP7PP/F0GdymdsrUJIH41aRXprLvty+z7pRX2OxgmtnDxjLfE2j3u3PtAIMoBQAhVjdaJPuDsgO3177qe8/luwet0g4DSWVTgsA9A2+c0GNT3e89sqZ1UL+XDEAp8f7XW3rU635jIp8WsHqSgpMy4MxDWJ1k5CYOCe9+tx+R2o2qjBOA7T8Wt/jTbuEKs/oxubwgHT28kfJr+98xQBgKNLLfo72sXPf7PcX6ll3AsO93eJ05EJGUsNMkv9iSirIZsLnk4XMOtu7+dRcTAUAA8cAQuGs83Wd7u+s0A1QIjoO81VeCwGFwWiEEhtXaxpf4AsBAMBLOw+t1XAMHMdgKxfNFt5+RDeAULl1NwEFRyjk6N+Ku2FP0fD7ZTIbwBEKEIpH+NI23QC2MpebIxTS9FiipmmvXU84AHBk7QrU+Vl1z5MnWnQDlNgdlkT0llL72IuO28E+SS8AMTAk52JKR/Pb/KWb783o7cfEzTMzABAe75fnpOtMb/+3N45JADAy/oH8R+ykti5oIZNIaCDJu+ptBKtwOVp1rW0AuBw8IYnVlWJqeSHdVvdm6X/VrLsJb4z2BHhXvQ1gYIzqzcYv4x/KQlWFQAhFVl2Orle37htYSS1dARgIoSAsoy/8tj95LxyEIqUsDuoHUONHc8o/OY5oAFu7wmD4dMFFBAAjIX9ScJXbqJZbC48vZrMZ+biuE9zT75fe8i/Kv7L55R8ZAEzFh1lo4suiEHpU9GHdCrx/1VW/vbXM/jSZXvqBcUYT0vGQ0ujbZw+EeiS+0iMSRkGIBkZzADQQUBhMBsQmr17c0Xzy2UL+RX9DZSGyYz4yfBEAOKMJhGgo3VInhO/2SC2PHnCoi1MKZ2DgDIDJbITJbIbJYsb8VOCaKsc6/vcE7tedqVMZq+i2cISCEIpkPKI01Hbb/5z0J+3lbhvAoMqzueXZsU/an+g9tBFPXQAjP3WKJYJw2CqU77bYtrgtVt6SlidjDb53a34bOxhYySaurKzIR3ftPL+gx3dTm3q49S/wmYybV8kNKwAAAABJRU5ErkJggg==) 16 16, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur232487 0.53333333333333s linear infinite forwards;
}
