@keyframes rwdcur229856 {
0%,7.0428571428571%,100% {cursor:url(data:image/png;base64,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) 15 31, auto;}
7.1428571428571%,14.185714285714% {cursor:url(data:image/png;base64,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) 15 31, auto;}
14.285714285714%,21.328571428571% {cursor:url(data:image/png;base64,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) 15 31, auto;}
21.428571428571%,28.471428571429% {cursor:url(data:image/png;base64,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) 15 31, auto;}
28.571428571429%,35.614285714286% {cursor:url(data:image/png;base64,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) 15 31, auto;}
35.714285714286%,42.757142857143% {cursor:url(data:image/png;base64,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) 15 31, auto;}
42.857142857143%,49.9% {cursor:url(data:image/png;base64,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) 15 31, auto;}
50%,57.042857142857% {cursor:url(data:image/png;base64,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) 15 31, auto;}
57.142857142857%,64.185714285714% {cursor:url(data:image/png;base64,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) 15 31, auto;}
64.285714285714%,71.328571428571% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACaElEQVRYhb2XMW/TQBTHf6ZObFeW4qtTyRWRUCcYWRlhAhZER1a+CnO3fgQGvkClrixIDCwMIISUCkW0UnHPllx8JkZmcH1N1NL6krj/6RLb937vvX/uORYGKn68qwD6vSEA9188xZ/YSGdAbzPW6/H42Gq75x0TgP+CbZT4ExsnrIyfXRrACSucUxuA2PvbPUC/N+TP9BcAob/GcRYQ+QnSGeBPbHqbcbcA18kJK6YnYfcAjQkJlP5u20VXo3OAWUUReGXA1/WSbdf8+aUAPBHp9b2+TW4n4AfdAcwa8Er5AWS33IJltToAL8EzS351ALmdMJQBuVn7VweglXVswut01hwJt27C86yTNAU/oIhbD0IAbrz7zavtSuKyJSTKFQTK5e37L5dOvdnPzfrDZ3Xj/jdW4DSuQCiU9HCVhEDpAE22XhlQbJTG2bcC2D04tIQEycU5+/rJFkVskY3qoHkA0dEZTlhxnAWIIm09mlt5YLYKjeYmX5ZomObat4/TVuUwMuH0t41K6jYUsaVnv1cGTE9CslGJKFKjVrQC2D04tKrvFdndEoBA1e1ogiZpSuQnuiLZqFwtwKyU9FAcsfPswdyLKIAoUqQzaF1+I4BizQJ5YUTpJjp484vIRiVIdc0uSwDs7Y+tKs6Roq7CFjnSGcw5fnoSItaLbgDgchV2nns6MEBvM+bTz9zoMDD3QKJ0FYREO795KzbVYrNAukhRL/2JrXtv4v6FAPb2xxbUVWj0+GVUZy5cI/cvBHClpKvNuIgWB5BuPR+E0h64FYC5NgiFkPDoYWT0j3gpgDmdm3HYN3d/o39T0x5x+SIhlQAAAABJRU5ErkJggg==) 15 31, auto;}
71.428571428571%,78.471428571429% {cursor:url(data:image/png;base64,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) 15 31, auto;}
78.571428571429%,85.614285714286% {cursor:url(data:image/png;base64,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) 15 31, auto;}
85.714285714286%,92.757142857143% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADzUlEQVRYha2XPW8iRxjHf2vAzIKxdo4Uh4kl7+VFiXTFyZ2lSJFSXpl8hlTX5nOkS+Xv4DJSmpNcubOiKNIpl1NAsrm1ctkMAsMOBrIphlmW9zX208DOMPP/PS878+Cwxl699GPhCZAa3ZidE56g0+qyWy7QOmzxrHkAwCDncNcbslsuAPDTzw1nncbOusl5K47jRFy3dSJSv6ozyDn8dfSe4jimIvKZ98wEUCMi0BFO1QVAt3UCkrb6VR2n6jLIGaeVmJ3fGgCgJtwFYd3WCxB2rHXY4mkvegQAqZcOF8dxkoo0lIWwaXk4wJyg8ARxGPGk6hhvfTMXh9FCNOafHwTwpGq8kWhTC66H8ARSgVN1p0ATyOI4Xhm9rQBwPWQNiv8JpCuIPPOJ6yWfNQ9kLQWsHiECNSK0kBC1oS0Y1Cc8k9xHnuCj8QgAJaHYwgDBI0fAWqDBm27s0uafXH6i5zHYMfPDfh6pvYcB2INn3pTWeAITFWtRewoWaArVvdn5bQCcqotWLkkxR22UBKlAE4DrTcVdD6EVw372U3AjQNqENIeKVCbXcSgRIoC2SCC0kBRKoyksj/gaamWOYRuBwY42Y5MwKwkEOomAQiB5hCK0ng/7eRSCvVY+8cyOgYH6N4y5rY8Y9vPEYZQpAg5Mrl0f4nexyfvkQIlDcwHFYcT+SZPOxREAFbfAbSmPxHh8W8qz1x9xW8ona4CZ9YOcM3N022t6xz7E72KcT6dnt/0hmDu++/ZLAPZPmrxXEXv90UrxOIySdWmg9J4LKRjkHNN0yFnhZSAVYYStdaMhlc/f0NWjRDy9xo61Dlv4arZJSQDsoG6A8OGuN1yWMnRbJ146L/6k0+qacP/6GbvlQtIPpEUPOg5KCJ41D/jhYrZDminChEwJPnzxN76aNhU2EvZwWnXV2vqx8/WrOg0JDd7w4y/NhUVLd3n10o/BRKLz+7S/s2aLab5Q5wvN2qVocHG2XGvpa5hOx/7zwkI6rHg6HevEvwv8ZTKrAcDUgBJi45VqIez3ZeLzec8EcHp+7ZTDLoGG/XplaRTAFFmtMf3uKwi0KcBjvV4cVtRA2r7/+uM43ftv6vOs1w25+T8BZDiKT8+vnbvekNKHTxLxS9HAV7M9nx071j6XNZFJPBOAhSiH3YU+P52Gk94Rf+yaNJXDbpZtswMAhLkRUmsCHXGsTYjBeP7Vb3Vuym7yup6eX2fyHjLUQNq+/eZpXBMugY6oCTcZTz9nDf1WAJsgzl7f3Hu/ezelZ69vHCtuXzc7ft+9tgKYh8jyB3Sd/Q+KjRcPMmIUmgAAAABJRU5ErkJggg==) 15 31, auto;}
92.857142857143%,99.9% {cursor:url(data:image/png;base64,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) 15 31, auto;}
}
div.testarea{
animation:rwdcur229856 0.93333333333333s linear infinite forwards;
}
