@keyframes rwdcur57583 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 24 24, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
30%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFb0lEQVRoge3Yf2yVVxkH8E/LTduVBpulUOTXCigUwygDhW5zpNMM5opsIoE1jhd/bYwqy4wxkpgsYU5iYpYFiIRZtphLGSASMw3QobALQywVwfBDJja1gxkqtpWwrXRtV/zj3Haw1rWMNtkf95u8yX3Pe85zzvPre57nkkIKKaSQQgoppJDCICNKHyzJaYMlmCgbhRiJZpwg3jLQu8QGVlyUjlsxHV/GI8jGRryOj6sCUQzjMAtlWDB6dMy0aXn27GmAfxqEw8NNxmaURTQd38XL2Dp79rAFlZWL1dT81IwZt8ElHCTedrOH7Q0f0QPRrZiGUnwbuUuW3ObRRx9QXFxk6NBb1Naes359DUGBTxG9jXPoCO+mCV45gQbiHYOsQBQTErIYX8XDeXnpystnW7jwXlOnftqQIcGhFy5c9OKLL7t8+SoU4Oc4hS1CLqwQ8gOOYjvRQZwlfulGFOgHC0VZmIA5+AZmFRUNtXLlfebOvcvYsfndM69caVVZ+VurVu3W3HwV6tCIUcmnFW9iUi8bdeAl/A7HcK4/XvkQBaJcfAZfwmMYMX/+J5WXl7r77hmGDRt63ey2tnarV2+wZs0x2ITfoD75eRzuwzeRe+26zEy2bPmaCxeaPPvsfvX1bQQvbcFBnCLe3E8FonQhTD6Lr+DrOTmsWDHT4sVfNH16oVhsSK+Cdu6ssmjRVvgBfkm88QOy8/Aw1neNjByZbuvWx5WUzAZvvdWipuakHTv227z5dS2Bt34teKU6GOR6MkgqEGUIsfp5LMOc4cPTPPXUPKWlcxQUjJKW9v+d1dJyRXHxk06ebN2NbxFv6H1mNBKr8Vh+fppt2x5XUlLcY1Zn51X19f/y6qt/VlGx35EjlwkEUIl9QuI3E+9MI5qBuVieVEJmJlVV5d2W6QunTv3d7bevgRXENyYPO0JgmhhqhVxIF/Jp3/btZcMWL76/T9ktLa2OHz/j6ac327u3qWu4CjtxOIalAo/H6OnW/uDMmbqun9dafhzWCjfxcwILtQiJXJ+Tkz2tP7Kzs7O0t7c5cKDp2uH7k8+6dBwQsh7k52c6f/6iEyfOeued1j43SCSqPfHEr7peM675dBmJ5MGnCPRbiDHIzsnJ7s/5JRLVyso2evfdHp/a0JSWLLrGCYxzB0qEXDB16i0eeqjIPfcUmTJlojFjRlyXC4nEEWVlGzU0dHYNPYMfh0SLMpCXfEZhBDoFkvhJXd0zGePHj+3j8D3kE+i2ErtwtDcWyhPidCo+J7hqHMybN8LChcVmzizU1PRfCxZUfNAyDXgQR4l3XiMzN6lEDr6/fPnkRRs2rJKe3nsl09HxnkSiWmnpL7S9zznHBGo9hL8Rf5s+L7IoK7lxoZCQ9woeyviQRbvxM9S8Xz5HuUKF+mBBQezJqqofmTx5Qo+FjY2XHD58XDy+z86d5wk5U4k9wSg9S44b6Ae6LTlBCLeZAnsVJie8iSyhnK4TmOK8wDyT8cj48bFYZeV33HnnHd2h2NHxntOna+3e/UfPP3/YG2+0C8rbKlxkZ7us3RtuoqGJMoS4LhQYrFEIteVC2ZHVNXPixJhly2ZZunS+goLR4OLFZocOHVNRsVdV1b8JSR8XrP1XwdrXBf8AK9Abogyh0rxL6Au+sGRJgXXrvmf48E9ob+9w8uQ/7Np1yNq1f9Lc3Emw8g4hts/eaNc2SC1llIFyPJdIrDRpUoHXXvuLF174vb17/0NoMeN4RbD2xf5YuzcMcEvZjTyheLNt236bNp3WEVLvD4K1q1E7ED3yYHmgENsF5moQmOQVoYZp/KjW7g2D5YFm/FCg21rUEe/7Wv94YfD+C0ohhRRSSCGFFFIYIPwPG7Cyp6QiRgAAAAAASUVORK5CYII=) 24 24, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
}
div.testarea{
animation:rwdcur57583 1s linear infinite forwards;
}
