@keyframes rwdcur16247 {
0%,12.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABDklEQVRYhe2UPQrCQBBGnxbWFmJh7TEk5BSWlmJhaeENLDyJZ7D0BFbB2tJSxEJkLcyCLOZndoYEwQ9S7rw3u5MByICUFuOAS5sSDkgUEj1goBUgQmIE7IBnXuMMzDQCEok+cMrPht9SI1BXYlMAd8Ad4ZOEAnUkziUCDphrBcokehVwB2xjBVLgGhTLvpy5VQisYwRS3h0nNc7sKwQmUgEJ3MsWwQ8SuBeQwH0WwCOAH4GhVCCLgPuMgVUOnwLdyDrqFP1JlWnN2KdjUCPsXlRTewOf8KhmLJ4gBIvmwXoGxLegEYiefCsBsBlik/zuHmhdwHoRNfoXfCa6EctN2LiAh6ue0XoPmCynfxrNCy6BaygeVJ+MAAAAAElFTkSuQmCC) 0 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABDUlEQVRYhe2WKw4CMRCGPxCrEQSB5hhks6dAIgkCieAGCE7CGZCcALVBr0QSgiCkCLbJpmEfM21oSPiTypn/m870AZADGRFlgEtMCAOkHhAJMPQFQAExBvbAs8xRAHMfAAnEADiXse5a+QB0hdjWmBvgjrAlLkAXiKIBwAALX4AmiKTF3AA7LUAGXJ1k+YeYWwvARgOQ8a447RBzaAGYSgEk5ha2zvwoMbcAEnOrJfBwzE/ASAqQK8ytJsC6NJ8BfWUeb9WdpFZFI7bqBcjhVi/K6bsDVXNVMSFa4BqL5iH0DIh3wQdAPfmhACDMEAfR794D0QFCX0RfPQVVqQuJ3oLoANEfo1CyP6K/xHoBm4xrJtzV+20AAAAASUVORK5CYII=) 0 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABDUlEQVRYhe2ULQ7CQBBGH4hqBEGgOQZpegokkiCQCG6A4CScAckJUA0aiSQEQcgi6CZkQ7s7u9sWEr5k5cz35mcHIAcyWpQCzm1CKCANgEiAfigAHhBDYAs8ihwnYBoCIIHoAcci1nyLEABXiHWJuQJuCEdiArhAnCoAFDALBaiCSCzmCtj4AmTAxUiWf4i5WgBWPgAZr4pTh5idBWAsBZCYa9gy873EXANIzLXmwN0wPwADKUDuYa41ApaF+QToeuYJVtlPsqo1Yq1OhBxm9aKcoR14N/cqJsYITGPRPsTeAXEXQgC8Nz8WAMRZ4ij63TvQOkDsQ9ToL4iiOg5Rc8GGvEZRxwi+5jb85aQnpZZpKe9jC58AAAAASUVORK5CYII=) 0 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB30lEQVRYhe3WMWgUQRTG8V/OeASJh4KIBCux0EZUxEIkHClsFBFJYSGpBO1sVNDO0kLEysJaRIJYWKmFxE4jWIikVYzGIGIRUOIZz+JtcDkul93bu73GD6bY2Z33/WffzLyBOdQNUE18HSREE+M5ISrY1EsAOSBGcAw38RBXsA+jRQGyQNRwDQvJuAaW8RyTqBYF6AQxjDNYTMak2wpmcKgXAGtBbMONNuarbVmkoycA7SCG8bIDQBN3sTOPeaXluY6lJNiMmPWd5N0f/FgnXlXOdZAGqGMaxzGUantTAK/we41Yv5JvvuQBIGZbF797fJ1vJ/BW+9+/gHN5zVcBspgTZ8BZkaaVFoAH2NENwFxG8zTESdzHI3zErW7Nh7oZlKiGMZwX6+JygViFNCF2zC6cKNu8KnLfFKloYEuZAJP45l9FfSIKVD1rgA0FAS5iHq9FeX6Bw9iKpwVjZ9KU2A2n8DjpOyqO7L6rggv4gO34nnrXENu171oUFXIE77A/6a/LWBOKroHNIgWfcQAbMYv34qQsVVO4V7ZpWrvxCacHBTArKuIS9mQd1HohKaJ5XBV3hiOp/rEeenTUJXEvbOINnuEnbpcFMIqDIhVNsUVrZZm36ro4HXuZ4v/qj/4CNCyB0GR9OfgAAAAASUVORK5CYII=) 0 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur16247 1.3333333333333s linear infinite forwards;
}