@keyframes rwdcur204625 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 3 3, auto;}
20%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIG0lEQVRYhe2Xe2xT1x3Hv+fc62v7+kHsJM7LhCTEAUJ4FEIKUUpCBbRiL3X0j4G0Ca1jaNqkblPFX926aZOqqdoKaje2fzbaabwGbTpWCimMwSivOAECeZCQkIedh+3YjmNf33t9fc7+CGXr2g5nq/bXvtKRro50vt+Pfvf+zrkH+L8eyNfVVVUYHGkEY9L/Mpc+fJoIbt58/i9HN7Vf+wkYq37kSs7FT5mnnzj/KXpoEtd1Sb7T522JJvYWT0ca/hoMvjpRUtIGStWPrDh2jFpaWpqMeLxBnppq9bW2Ds9s2kSlmzeRWreOToRC2xAKUavJdHbG5YrnDADBxCaiUcOjpMV6XW8pisVrr1YuevMq5wdAyBAAwO93imVlu3SHYzcEQVJstuVdu3YlAVBUVjIAjGezSxljNYqm/dk8MLBf8/nu5QaALDRNQ5xx2NMqfKGIZ3GWv7CGiOvfGR/bHyzxvoX29ho+PPxtLFrkhcmUZNHol0GICEIAzueGxaLA7Zay0ejXeDI5CGBfTgAMhEmSBIfNjpSiwCHLqC0oRJ2mNZX5O2tOugfXXW3ceCJ74cIrwtmzz0GS3MRmu0g0TQHnEgBwQkROyEqYzXnU4WglLtfpnF8BEwVDNJshW63oGRlhF+726s8QWGqrFqM8EvFsGujfWzIWaLjU/OQvw3b7S3RgoNjc0NBW4fFEY4AocM4UQEqeObMVmqaXbNzYNkKI+u/CHwLUci4Fz7/vTqfTLCNKoA67caVpw6n+7u7S5s7O9Wuqa+AkwGL/jRb9Tnft/Q2PH+zZseOAQshkz5yP/sBPBXAcAEYelfxAFADGNK38+9W+L3y+oUFUjQzCsZgklXmvhV/71e4Tiyt/e6T7dvJOdzfikWl4xyc8T165vnfnu+/8vjwQePa/3TdEAJgNh+VGT3Hx5t3fpLc7/AgfPgw1FKGg9A7n/Htdra0fjJ049vyK8NTKNYsqUGyVsWwk0OSZCtdcrKrY0MnYb0Bp/38CQAAAo6N1x/NdhxfDVlNBAE2NSa+HJtt+yukeLFs2DACIx+ulfb/4lq+j4ytbKqvkmqpq6JqKUUPHYGXVxcuN6/eHF1WdBiHK/AHGx5e+nbfg6KGEVDGSZckzBabS7kQ43jQa2I5E4jKam52gNATGLDh69BtlZ9v2NDNet8ZXA8MwEE+l0OeQI4PrGg7e3vLUAVA6lCvA3LZpMjGaNZgocfF6AViHCl0kxBBsZgizs42lL734hnzm1C4QQrFjx+vBl3/21eOlRUeO3OhURkZGkVFVeO7dL2h4/9wLW44e/l3ZDf82cJ4TwFwbqirTmAZZECmICWkG5gSHxSTRtCC4i9o7nq4KBJv6++8+EUomX4PdflNnbI//yJELgT+9/fzq8FRNqTufZgIBOCeCG11jw4ng6rWXACRyA2CMpRWVUYsdIBJSDIbAQR3UJKYEAem0qterur3U3/H1zsHhhrHWtw5owJvYufPXk3190bs//uGrzpmZUoMxhNIKogvyhwHk9C3MATidbDYQMjKCGyAE5qxOBQIqESaCUqpldGRFExprV2DZdKju6runft7V27NpIhTaT4cG8vKVVJ7V4YKua8iYqTq7bMk1EGLkDmA2s6SuoTA2wzYOT4kLSxwWw2VhJkIoDEMUCKGqYeD0wrrouoqs5XODXXLhnVvPXvvRiyujDmfcpWdl0WSCmkohtdTXM9vUfDWX8H8AcM5Eq81ono1L5wQLazXMiWd0XbQTRmEYYEYWRBCQLihkMVFUJpOa7o7M2BtHBmp6bnQhCYKY2QodDEqRpxOEBHIFmOsCRWFW0cx6BYd+V5ZZSWzCwnVNnCDUDs4lxjnLMIYngsPStunBgltLl6p/2L4zMrV0rbIwvwA8o2N0aAhjBGq0fl0HcjgDPlqB/HwjPRUwlqia7BlKxHsripQvWazOH0jSc4ectmgoozNNSeNUvsc45XJN9lQUQy1ysTBs8SJ7keK4ddGZGRuUpoPjkqmt7SlwfhyERHIHIIRFIxE2yGQj9Phq5hMMWlbgEb8jCC0r7A58lzGk0mn0eYsMZbXPACAWdgfonn5/3u3KcuU9Y0OycnzInQ3FKI9E7eCcza8CnLPR6ahRImTwMh10b3WKsqrZYZEdKLTI4FmGWCrFqqfCtLjbarnuzTdm8mw4KeWpYdnKjOAwjYXCmHU6mFL/2DkQ8shfsY9VYCapYMHslChNmcS+PBsSShyVvmWYjkWRZQyZLGP1/QPi06N3nXHfY5HrLauNkzu2Kujoo6t62t1KKgW9fGFU27r1OgiZZwUAJUBI33uxRFNxJiOXRCRMTkwjMDqJsfEJZLNZiFmDdsbSxv1Sb6R/8aKHAbbbPSDhkKRJEvSqiq5saXlfruH/XAH9RiDwSl8g8LeFIyOrCmeS9WUM5cuTRnU6mZZYNgs9FqHGqUPOmeIyhomBpLxqNdOWLzEKrl6SM6kENNkKY9VaPwgZnz8AAHi9gTRwvJ/z4/1AAWZnPRVjkTVm/+Xt8QWOL4qBIJWSSck6dg9yxwcWs8uNdIFXEZNRKUMAzVMQ1VbVXQEh88nHxy8XcwYRAJFhoAeTk5el9MwFsad3kzg2WiMO3Ks2KWlRCk9CmhqXM7IMI2NAr/bd0zc0dc4r/RMB/lXFxUM6sE/n/CBSqQrT+XP1Qnf3KrHd3yhEIl5TMOChhCPjLfGD88nPHuBDzbXWzQxwM8OYBA3lwmhvhXDyZKMQS6xgjY1/BKX6I30+c3FOwbl9vnfCD/V3qmz/QN3z9C0AAAAASUVORK5CYII=) 3 3, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
}
div.testarea{
animation:rwdcur204625 0.25s linear infinite forwards;
}
