@keyframes rwdcur216254 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 31 31, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 31 31, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABAAgMAAADXB5lNAAAADFBMVEUAAACUtv/O2/+owv8oWNBQAAAAAXRSTlMAQObYZgAAAAlwSFlzAAAPYQAAD2EBqD+naQAAAXlJREFUOI2Vk02KwzAMhRW7A8UY3IF232XpKjDbwuQIWbT3MT3JMKuSU/hIPkAg8yT/pGk2HZFi+7MkS88u0Xt2kc+WpX4n5ncY7g+MbQGeaPBPGYwsTq8p1SqTX5FXO86uX5MOBYw4Q0ceyzEwx79A2xp6Sa7l+B8KPNZmz+vj0NIuT5NbpOZ265DpmKsI9EHUYzcDHZor0X4GVjI06FuA8rQALasgoKuAQ6aRep1qNwC9RSu9loJBXdOhnrDLQKpjsGcgCqdbjBsU6DU3D3Wc8QlgH803dNl6+BeAmuLCg4HkiFI5ciKEdNhAF8+gBUBhBKAqcKMFsKqGkB5nYAUEgHzdjoFoEBPAZsdjn65HRPkUxSpo6YDx8AwQ0/R83alYgMPtKhr4NgNKunClSY98oyrl+E5rHJ9BvnKXX4aZ30A2T27CN4XUimXJaIp5r9RenZem/As3+a9RH7DPwGwXEU5cvDIPQ3Ps+T7Qf8zVWagz1iiuXdn+ACUcWjrJ5tgZAAAAAElFTkSuQmCC) 31 31, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 31 31, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 31 31, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
}
div.testarea{
animation:rwdcur216254 0.66666666666667s linear infinite forwards;
}