@keyframes rwdcur62969 {
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5%,9.9% {cursor:url(data:image/png;base64,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) 23 26, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 23 26, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 23 26, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 23 26, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 23 26, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 23 26, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 23 26, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 23 26, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 23 26, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 23 26, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 23 26, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 23 26, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 23 26, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 23 26, auto;}
75%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHJklEQVRoge2YyW8cWxWHf31r6qrqrp4nd8dtO07bsZ3EGZSgPBDJA0TekxgWsOEfQGLBEtjwB7ADsUAs2CEhWLBALBBiEAmY5OVlcObEseN22z13dXV1VddcxSLKikew/ewYpP7Wt+49n+45VecUMGbMmDFjxoz5/4Yc5eHUPp8jAPjJLHciKlDhlMQ6iuY6BxnYbqH3uF7IilS4rXvpq6eLX01KQjHKhy//9vrjbwN4BMA9hBjfSmiX6whHMHVqJjNl2tYXlk9MXA4BUzGBnZINT1N15ze//+eL7wPoHmawn8SuboALoXLqePZyKRP5aUbK0ywXohECWTyfxq07DZ+4briY4shOzzrseP+N3RRgfmkmOZOVuJ8kolEhlY+wuUmRfPNbFRRzAj58vxzudfRbhArYQ4/2E/hvRZy/WMmcziX4X3AMFS1Ni9T8YgLnzhZh9C3IWxo6NxVquhxb3OiNftfsGSqAd1rMbxNIvreQP5uNhX/F0iQ+U0mwFy8VIIkMRi0XjXsqjC0DpctJ8DmOmj6emK/XlL92FGsEwDtqATI7IWVnJxK/pCmqkJ0QmXMXcrA0D1rNQP+BChIjmL1agJTjwLCEba8qFEvokmaO/i5rrg3AP0qB0ERKSpiOH43F2OnMhEB7ms9YHQtm1URkUcT0chq8xGJnrY/enQEYhopLBd7VgJFjm0+UoesBCI5KIGgrIyMl8S+vr9b+fKIUO+nITtrtOkx6OY58OQKKAtZvt2FVfYh5DqmTUZQq8WI0oEh1R9dkRX/h+Id/C2+rAbfV15VQgM7ay97DqVjki/nT8WQ8EwYTCuHVSgdO30N6LoHMyQhYgUZ/TcWwOqpM5qLWytPmlu2hfpQCABAEgJ1JMwYiLFWekk7Bg1i/LSNwA2QXJBSXohjpHpQ1DYO1ESJlHsWl2OJ7F0rkbyvVuu2hcZQCAIDhyHePFaNdWTZzVMM9EVAhJj0nYXIxjk5dh7o+gtMJgZ+lcWwxCSZESP2hcmaxkAitvGxXgwDtIxUA4NUamnlMEnqG7V46Nh+PF2ajVHNTg1kz4fVdRBY5lCoZOKaL6j86CLkBycxLC1+5dpz6y/XNFhNGwzmEL8ReulHrVVvTTswmN6Lp8DVTtnmjbsLTPaTPxpAqRmFrLrZvqnBcB5PnE5icizPV+/1zS9k492in17Zcv+m/LusDezvttZ3W12rKsJQSt2zZ+TLlBFR2OQ4xwcLTXWyvyHB8F9OXcsiUI3h5pw235RAxGz7z9W+c5FqbGovAeTUYeT4O6Duxn3lArdb6ekoIbxQX4x/wMQ625qJ5S4bLBCifT74O/m4Loy0HfJzB4tVCqFvTziQpVjJsP85F6bWObHo4gPZ7XwON40MWYhQbFrka5eHz6uMhHAYonU4gX45i/WEX5rYLMR7B1OUkBrIBu2PDb9vHz1+bTHB+aFnXjHudge0AsPG6qdxXWu13IgtaPbPh2Y7ndl2V4alLxYU4UkUBG49lWDUTTJhC/pwE1w9B2zGhPdNRupqGINBF4iEdVcmXghh1myceGxGFqKpboshSluMFe+qj9isAAF6nbzVFgSJihm9lJ8TPtDd1GNsmaI6gsBwHFSbQGya0Zx7EJRZSVgAJAqgrA6n82XTy4oX81zY2higmk99bmsldabZ6L2ICLWuWv+vU+jQCAOA2FLPG8bTtaN7A7TsXOZYgtxQHOAKjbaL38QBB3kdxLgOWoVH9UwdUlkK6LDK8QEvJNj7XNY2JMMdMzZTSx9a3un/UnUB/VwIA4DTa+o7vOkOakPXCfOwKzVOhUcdG/4EKL0kwtZwEL9JYu9GAaQCZSgylSgxbK130ZTNk+QGJRFmmr1k/vrPRfQxgtNvD9zrU/yfMJ1vDFVCwY01RVQfWj7i2x0IkZH4uCZqj8PRWE3bHRmYuienTGTy/uwNT8+HYPhiJR3do/GF1ffsJAHkvBx/EDbzB6yj2TrUmy4JJ7gcCuVI6maDEGEu9etiDuW0iWuRRPCWh3VKh11wYnQBr9giOFyhDw/7o5tP2rwFoRyUAAIHlBL31zrBXnpI+Mjy/YvSsmF4zWT7NobAUh2Y40LcMDF9ouC/3wEVEBAFGN+4+/7nlBA+8APZRCrxBfb6p9LPR8Gpta0hSaX4iOROJmJ6HUd2E+kzDE3kAk/IRENrcrHdqpm3+rD30mtjjOHpYAgCgr++oXYkjj+uGtZ7LivNqc8SNNg12o6fBZgNYgSc3u8qOarjfeVQbvsAe0wc4XAEAsFuqpVDE3bh9r3FDMKmFtm6WKIEQG77cHZg3ZW303dVXyjPssXjfcNgCAOCrumdYbqDUFa1Tmc68H6IpV1aNVUU3f/BgU10DoOx383chAAAIAvgLMznfdHxC0XRf1Z0ffvyyuwFg8Gn23e2/0YMiPF2Q4q7nurX2yMQ+cn7MmDFj/rf4Fyy9YIpDdt6WAAAAAElFTkSuQmCC) 23 26, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 23 26, auto;}
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}
div.testarea{
animation:rwdcur62969 2s linear infinite forwards;
}
