@keyframes rwdcur164916 {
0%,12.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHzklEQVRYha2X324ctxXGv3PI4c7OrlYraSWrjhsbau24gYEYaW9yVQMB+gJ9At/1rZS8SOHc1TexAyeB4yqu7bqyvJb3n2bnD4c8pxe7sqRISNygBLgYArPD3/n4nUOS8Cua7H7Np8f05TcCAHTv7v/8LXqfl1QV+sUD1qurVtsWGFeMWX32JcvCj4YBAOir5/K+MD8LoKqQx2+sTkqOIWYSo4uFT40xqYZoNQpIAFtL1VQ+sKKyo7qgxAQ+LP37gFwIoKqQB/tW68BBpdv4pp/0sw/J8BU2vCWESwRKCWBpgudaxlo2hzKr9ulV/iLk1ciN/YTSxHMdfxbkHMBx1HF4lPoE60m3fQ2WPkbLfkLW7BhrBgLtQmFVhUkhFLWSspkh9y9pUn0v4/I7vM6f6KQ8sIFyfpVX9M9RuAiCLpo8zMosMraTlfSWJuYzcuY2texOWLE7bAyYGUR08h8RaBSYYTHEtD7QcfmY35b3m5fjh3JYPE1KGZlJXVwEYU8P5MG+jUdVGjO7bTutT9WZzzXhT3Uzu22sYaO6MKQIJOoiArMAYWuAD3pbcSts0Z6uCzDgqlklLzbMj56QYzFApXd2z0C8A1BVxH+8YJ9gvbWS3lJnPufU/kk3O7eJCBIF5CPQCCAK1gWAEgFMQGIgjmESC725eYV+eGsRxXEjwLT2MjnyPMgCHRYCQM4ByOM3Nqh0k277mibms0XkndsAoD6Ccg+qIlB6UCNAFCgAMgwkDGo7IDXQrgMShn60sa0hMhWh4nE55Vkzi8zeHhYTvbP7zpT2dPSNb/rOph+TM7d1M7tNRNAqQMcleFoDRx5cR4EqCCS6dBERGGkN7SQsVQPeyEAtC7mxsYUy3sDhfKju6Jm+8RNdSwsaV+9UWAB88YDj7/tZ0s8+RMt+Qi27Y6zhGCJ4XIJe56BxJSiDIKoAgJ6SEQTAEFPbsqnbrEQcNzMYZ6H91hYG2U3daN8yR/4lJtMJAH+swgLg6qqVGB0bvkLW7IQVu2NUYSYeGJXAwVyQ+0BRAxSi0FNZcAJBZWA0wkjY2cSybKSIV3upeTPfpo67DtGHsecObBFyAAxAFgBtizjOU7u1ssXWDGDMwu15BX49FzosPPkYNGogJiE9SeDjPFZVwBBr1TCcRewkDustZmvAmeshTS6r6gA+pkvlAwBY2f2aZVyxMSYVwiVAu8wMqRrwvBGMyoDcBwniSRFAJBeVT1WFMjEFZRmV4M3Mio/MaQKxZNE262x5XYDstPkXD7MaumIsgVIoLBFB5x4oAjCrhcrgKUgFVQEtzfeTRsc/MVrKDbQKTufeUttBmRiGnYpmEHFL+aF3dk/VgSgggFVlsdWKQkMUqkNAFbw2cakAFvl3UWMCxFitAxBFSFUWkxGgyqRILAwDDc54AABIAGmCZ01EVUFZAlgGDIvUIZCXCtCgCjk24JklgIKYoYCFZaeWgcyxqgJRAB9FRc5tPpa+/Ebwtz/C1lJRLWOKWokIkFqgbRmdhEk0wIegQSoAokRyjgAKJJbVcUpdB21boGUgIuBGhPKmUi9ljCEsoz6pA7AszbwMSdkcatnMNMqitnccaNBh7B9ZnftAQT2J+GUSnIFQwyxWHK22oIOOpSyxYEZsAmhaBczqnKLkyuSPJ6d7d8F07y740TCwopJZtY/cvzTDYkhEkA+6LFttJ5dXMvRSpwyIatAQKw1SybIr4GEp6FrKcqWX6aCdyXbHERHsv6YBw3mBcTmkiJEpYoFlCp4oAMCO6kIafUHOfo80uRG3wpZxCfRq32oZMlLtqyWPt4WnKngFCRGJqkIy42ir62hnrRevrfb5Si8zLkH0AeZV7mn/6ADD+TOd+yERzgPQV8+F/nozhLwa2XH5HbfsTdrTdb25eQVrbdAfNlNNkz5tZKyv81TflhPMfaVEQivOYpB18ZuVnl7q9s1vV/vac1ZVQQ8PPP49nWE4f4oy/CikQ+ulWC7BiQfo3l3In//uncpETP6EE3tfgAH98NbqRxvbtNZGzJKMey2LD1YyzJt1+FgpALQT1o5NqdNK5XK3a5wFVEFfv/L0fJrTi9kTDItvUYY9ruMIgAdwdjd8p8JfdrxOyoMG+pCrZhVRnIbIcmNjy7Qs9HdrTkQcVaGrRz4QEbDirLYMKzMMEaIP4G9eV3g2KbA3eqwvpw+R14+gss9eZscA5zxwrIJVyv1h8ZS8WG4EVIQKZbyBtXQQP1zJ2Bpwp8XUTR2wKMEkgtgE2Gczb14debxYRK4vpw9pWt+XJu6ZoIcAqtPRnwE4VoGvr1dJvzUK86MnmNaex+UUh/MhBtlNM8y3KXM9TdgqL0tKFLAX4VkVdDiv6D9HBxjOn2JYfIu8fiRN3DO17FMd86X5zqTv+VPxnV3o9XUrjlOpmp7pptvq+JputG9Rx12nNLksbduHoRSqDB+F86bSWZ1jXA4xnD9DGX6kMuypyj4HPaQq5kvpzx1KL74X3NkFAKuDzMa1Vlfnvmd66QCi26o6IMvrKpqRIlERwEtJUXKKGOncD4V0aKo4osWaV8vIf/lYfgEEA2BdSx3qkMae68LHVIEMIm6xsQAxhgAmb4pYgFDQItU8Tgz3/heTnwNZdrvs/JNX5ThSnOT5r7ua/QLI6XY8/unm9P+5nL4H0MmHfsXVHAD+C0t/Cej23TArAAAAAElFTkSuQmCC) 8 6, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 8 6, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 8 6, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 8 6, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 8 6, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 8 6, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 8 6, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 8 6, auto;}
}
div.testarea{
animation:rwdcur164916 0.26666666666667s linear infinite forwards;
}
