@keyframes rwdcur4479 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 12 12, auto;}
10%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD6ElEQVRYhe3WO4hcVRzH8d953HvPfexkZvYdFyM+ECIRwbBKNJtV0igpRGxsbCxSWIiNhc1mK0klNlprpxgCYmHERwaJBhSCiYUEjXlsdmPc3blz9z7Ovedlo5VLwsYZbPItT/HnU5wX8D9HAIAca58Qgs0FnEwV0pxljH8TJ8nppmlWtrKixHI6WkB4fOL7fU+09jNJoGq7qYzItfXF6vWNT9J+/r5zuIjl1I4CwAHAKJ25rJFksiu8RiVMlhGB9DtdvCJL6lfSvg3g6igAFACsRaZqddVZS7nXymgwfokEYTY5xfnElP+iCOnzWGpHIwMAuFSVVjprpLK1zPtFVBespFEip3cLv93xXg0EfQxLbXrLaXcKoASnSondzDLte6LxwyDK1nJebbqG+z6dmOB7PY7XCUF3JIDAw8+qcbmtFbVN1U3aCR/bHYtstaJyizVx4tPJSf9ZzyOHhw1gAEAWhdEWM3WtHwp4UxLbdFnkBA99k11RFReBTRITZQM1XX9RfTh0gDkotNbuclWZIhuo8XxQdz1nVRg5P2h5/uB3M1CV+3Njo5ozqfkV+/zfcEkP5VgyAEBPAodEai1+ahp3Smv7ZZHbrWJQ3+N7qh3PsrH0iumnZ0ofP8iXkZDzONpK0ZPFfwWQbVeX2pQz4vue61JKjgRj/mv5uSqqPy1mELEIzuTkSPxe5+Hko8318hcsp3K4gG1AAF7Ax8UHyK1gmmXewWB15rmWbIx7Z/Va+R2AFSynejSAf3qjNc9Oym9nD4/frBOzObvfmzOCNmvXq8/6fX3SOfwI4OZO3g62I8DZ+nrnzamj9z4Vdq3gm+sXmhu7pqmIdrF53ZhHtHLOOlxDT26NBgBAL/J2HLknd80GYXHTW8/X7GDqwTiJY9ex2t7vjNuwC+KiOy3VSAB2QVzW2r40Mck77fs6ok4pM4rqZM7vBD7GnbFdZ935+oBYRe/2e3PHAPRkahbEbBSSx8MWFdH0mK76KgYlJpzwODFqpip1Xtc4707LcvgAAPQZcc0Bj44lbg9vMYhWaDjzqZd4DSNNUBV6j7XuTHNArKAn3dABdkH0CdwfBFiMAowz39kgEY5S7hECyoluN7U9VxT2AnrylkfzjgDoSUcXxZpqUBtD5iMBZxsZU8dJ4LVLajTJ0qpvjO2pr2Q1fAAA87VU6mmxIqWN80I94AmScqJiU+eRNUpVhRSMuBPF5zK71Rx+pwAAsNbdkNK8q7Q9V5blId9jh6OQiDjBKiVuJvQhbjdjZzfhdi21AUAASDhnbcbcXufcIUqcJcDx6q10fbSAf4P43yAQgtwdG92X/m53u9tQ+gsFkfa79S9lvAAAAABJRU5ErkJggg==) 12 12, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
90%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD+UlEQVRYhe3UT2gcVQDH8d9782dnJ7O7k8lu/mz+R5s2tYaQpGksNYSYQJFgwHMvnkShokdP2yB6EAQFUSEoiAWFQlVQxCKYJSgeatrShDQxprqt+de4mexu5t++eeNBL7WQZOuup3yPc/jNhze8IUjplwghRrRK6N4psJ8AzBJCLgUXtufwPyRIY9rLfU8Zp+tiktpSr7YqiigdOd71mjtIJ6yTwR2kneVKAqjPWAH3LFBD51yXUV3Lh7h7SzzSJfdIkvAhUvrZigJ4gFzRKS77viuGQ3FaZTw6LVUncsyznN7usA5gCildrxgAQMHeZXc583gRtriWyciBH96UjYQZREJiT69OAbxTScD3uw7qRS5xAdKPemOkc3n691pug8tKNCtTN9nYqj6NlD5eKcBlywk6iE8AQjo0qc5sH63JzV3OKMwjEKNGrjEBQxTJFFK6UW6AgLTjyaPKWI0RijPXVAU5LEhiuMZ4XObzn/xhJU7oFJSFjCj1NjaKDtLOD+UFAHBPK/n1DXtEU7FI3Z2Gop9XApFITX1Jd/7T1ULNsURRJIV4Pue3uVfsd8sOwLCyyDmub2359Wsb7Gjg8s0Yhcz8gtbQH9eWv8yu+gitbG7uNgZ5vogNvlguAHngSUoXAYzIEn0upvFnWpoVCLURZeWr3bmtGTOOq5aGIeUkvnOWKgO4H2PIIl6sMpTzuZm86X9jt8AQZVDOcE57E8AkJk1WDsjepXSKlP4suqQ8moUiqqiNEeVG4r2m20jpvf9leu8T+HevRAeEz50ZNV6V4R0onDindjskxG5czX4G4FVMmquVBQAw3mi409kdrc3ctK6zP32vfZgOclDn59mcx318AOB1TJrWQfdoqYC8b3/kewXW+mSkZXPB4vNfFC8KIUns71GVqEbOAJgqZU8oFcCHlN8Y4y/ENG50nu2yf72ynqxra18Q6nhbjeY3+S5rsp9QFoLpg92SkgFIO6Y1EBpP1oqRQA5qHxlu865dXIon++NuEBHCMVUgTsEbtwZD7yPtePvNlfwJACAAUpm1ItjONnWRY6deOqr+8vWGIgbhTVRLSrKOQqB46yBbpZ8AAKSdld0+WU0kxFNE8OOBHGSSx+t0gcoOIYJHiF3tWrzLGgh9jLST32vqoU7gnyYXb9mzpMA8tp095rpZk4MZFKImhqsLbe2KCmBgv5GHB0ya3HYxce2mlQXCS8zM1nv31qngEieqtheoLzkRlYztN1Pyf+CBUvoAgG8TzaHZ1latk3pOEwJwQNi6ezu3tXrefKyygL8RTQDGAUyEw6EzsViQUSNYxW5xcOX57UjlAfdjVACjACYIwc3ggvl22d9x2GGHlbO/AHbcnAhUGVZ5AAAAAElFTkSuQmCC) 12 12, auto;}
}
div.testarea{
animation:rwdcur4479 1.3333333333333s linear infinite forwards;
}
