@keyframes rwdcur194850 {
0%,1.9%,100% {cursor:url(data:image/png;base64,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) 6 1, auto;}
2%,3.9% {cursor:url(data:image/png;base64,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) 6 1, auto;}
4%,5.9% {cursor:url(data:image/png;base64,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) 6 1, auto;}
6%,7.9% {cursor:url(data:image/png;base64,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) 6 1, auto;}
8%,9.9% {cursor:url(data:image/png;base64,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) 6 1, auto;}
10%,11.9% {cursor:url(data:image/png;base64,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) 6 1, auto;}
12%,13.9% {cursor:url(data:image/png;base64,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) 6 1, auto;}
14%,15.9% {cursor:url(data:image/png;base64,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) 6 1, auto;}
16%,17.9% {cursor:url(data:image/png;base64,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) 6 1, auto;}
18%,19.9% {cursor:url(data:image/png;base64,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) 6 1, auto;}
20%,21.9% {cursor:url(data:image/png;base64,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) 6 1, auto;}
22%,23.9% {cursor:url(data:image/png;base64,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) 6 1, auto;}
24%,25.9% {cursor:url(data:image/png;base64,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) 6 1, auto;}
26%,27.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFeElEQVRYhcWWX2wcVxWHvzszXq//1k2ySuI6f7yxnfU6SS0RROqWKEKNk5YE2qbQRqUVElIBIQRPCPFU8cADL1V5QZWAgpDgBR5AolTiqaVKiVoFnDaJkxYa0sR1U7d24rV3Z+495/Cwdgqq17Vb3P6kqxnNmTvnu+d35urCJ6y4UeDYsWOHdw0NtZ89e3byEwHYvXv34SSOf18ul/P9/f3Pj4+Py1oARI0CZqZqlmD2gyiKxo4eOTLysQJICBpCIIigIiUz++uh0dHHDxw40PqxAPhFgMUhEonqdzF7+faRkc+tOUDwPnjvCd7j/xekqKp/+fTevU8ODw93rhmAD0G99/gFAG+GVyMEwYcQieqjwJk9e/bcvSYAoS68D3hVrpaLXOvbQpokeFG894QQelT1T7t27fr1ULm87v8KICI3esCLkra1cHH/7bx9YB/Vzg4yBe/rcRH5isG5crl8/2oBGu4DPT09Q2Z2v4jgzZjr2cRc3wDzm7updRdgfg57Zwb1AVPBzNqALxcKhT2FDRuem5qaqnzUCgQRQUQIIaDeA46buwqEHSWm7j7E7J13kLa3kamR+YD3HhG5z+BMqVR6ZCUASaOAqSqAqCAGmmUQAtvjGO3o4kLSxGy+hdqmAq3PniD36kXUB1SVOI7XxXH8q1KpdNzMvn7+/PlLq66AgaoZqoqIoD7DvCdncFuScFtrOxsL3YT+MteOjFLdPUAmQpZlN0YI4TDw8s7S4De2PvS9JXM1roCZmhmmhopg3mMhI1Nls3MU4piu5jwnblrPG/Oz+FwO5z1qhiaK6o3RGcfxT5umLzwDXFxxBYAAoKaYKuY9GjxVFcygxzmKLqLFOfAeuTpVX7mvr752/EGyrVvqz2Dqzcd/ObEqCwC9cWOGhYAFz5wEpiRQNahiVILHqvOESxP4LKtvXFmGHD3K7E+eoPbVR8i61v8jfeumJZM0tKCe1zAzUIW0hlWuc3nmHf7QIexobqHZOWaDR65dg+sV1HvUgW7bRm7jZkJTzPXjD9D8qZEn7bX3FrRiAIB6HwjxuddpUaXWf5nXbunh9XUbyXfeTE0EZmaQNAMJxM7RPHqIKJfDmeCIZqp77/qb/vzDAJgBYKowVyN64TTRC2P43s3oYB9++zboWg9TUxA8qCJArjyEA5wBUXzapqN5Ln8IAFusgBlmimUZlqbw93E4808odEGpFyppHWDxo7291Ocq5uJTXKXGz9ySSZYDCCz2wOIVA9N6suDhjRQm3q73iCyc2JKEqLsbD6gKRM0v2mT9j1pKyx7JbLEUmzZhjz2G++z+BZDFgID37yUHWg6OYp2diCkiEixfeEknGgN8YA+YGdbZiR08SPvoIdr/fYn05Elmf/sb0tNj7//gvn0EZwRV1OyCVdtmuLK0/8sCWNJcsRBqZpa3JMFjuCgiKRZpLRZpu/c+svFzVJ97lutP/QKdnq5P7NtBZoZXwURP2QzzPLG0/8sCnDp54pXBb32nV1+98KjF8UNZlrZbot0SJ0gUE+VzuOFhWm+9ldzDD1MbG6P2zJ/RLVtQEzStYt5O2lWyhtmBxmgLiv5oSdP6Wt56cl1Jenl/pLVjMXpnFCedLorARZgDMav7roL5DJt5F+3o/ow+3/eSftOt3oJF6RdcSKHCD21eB7b+LirydFyobnDZ5GEkvdfM7iCOcuociGBZCtU5dK4yyfYd/9I3G/u/ogq8T18zop1E0QA5V6SVjuke5ibucdXZL1paG0YlQjwW5Gm75fMPSNktezJaPcB/69sGO0nineRcL3lmzwwwfeVL1Cr3EDc9pR1Hf6wj7qP1wIr1fSMaJHGDJK6Y5Zi8gr7SW9EHG/u/dvqRffA7C/oP2oNxwodSn7YAAAAASUVORK5CYII=) 6 1, auto;}
28%,29.9% {cursor:url(data:image/png;base64,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) 6 1, auto;}
30%,31.9% {cursor:url(data:image/png;base64,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) 6 1, auto;}
32%,33.9% {cursor:url(data:image/png;base64,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) 6 1, auto;}
34%,35.9% {cursor:url(data:image/png;base64,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) 6 1, auto;}
36%,37.9% {cursor:url(data:image/png;base64,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) 6 1, auto;}
38%,39.9% {cursor:url(data:image/png;base64,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) 6 1, auto;}
40%,41.9% {cursor:url(data:image/png;base64,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) 6 1, auto;}
42%,43.9% {cursor:url(data:image/png;base64,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) 6 1, auto;}
44%,45.9% {cursor:url(data:image/png;base64,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) 6 1, auto;}
46%,47.9% {cursor:url(data:image/png;base64,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) 6 1, auto;}
48%,49.9% {cursor:url(data:image/png;base64,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) 6 1, auto;}
50%,51.9% {cursor:url(data:image/png;base64,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) 6 1, auto;}
52%,53.9% {cursor:url(data:image/png;base64,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) 6 1, auto;}
54%,55.9% {cursor:url(data:image/png;base64,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) 6 1, auto;}
56%,57.9% {cursor:url(data:image/png;base64,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) 6 1, auto;}
58%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFeElEQVRYhcWWX2wcVxWHvzszXq//1k2ySuI6f7yxnfU6SS0RROqWKEKNk5YE2qbQRqUVElIBIQRPCPFU8cADL1V5QZWAgpDgBR5AolTiqaVKiVoFnDaJkxYa0sR1U7d24rV3Z+495/Cwdgqq17Vb3P6kqxnNmTvnu+d35urCJ6y4UeDYsWOHdw0NtZ89e3byEwHYvXv34SSOf18ul/P9/f3Pj4+Py1oARI0CZqZqlmD2gyiKxo4eOTLysQJICBpCIIigIiUz++uh0dHHDxw40PqxAPhFgMUhEonqdzF7+faRkc+tOUDwPnjvCd7j/xekqKp/+fTevU8ODw93rhmAD0G99/gFAG+GVyMEwYcQieqjwJk9e/bcvSYAoS68D3hVrpaLXOvbQpokeFG894QQelT1T7t27fr1ULm87v8KICI3esCLkra1cHH/7bx9YB/Vzg4yBe/rcRH5isG5crl8/2oBGu4DPT09Q2Z2v4jgzZjr2cRc3wDzm7updRdgfg57Zwb1AVPBzNqALxcKhT2FDRuem5qaqnzUCgQRQUQIIaDeA46buwqEHSWm7j7E7J13kLa3kamR+YD3HhG5z+BMqVR6ZCUASaOAqSqAqCAGmmUQAtvjGO3o4kLSxGy+hdqmAq3PniD36kXUB1SVOI7XxXH8q1KpdNzMvn7+/PlLq66AgaoZqoqIoD7DvCdncFuScFtrOxsL3YT+MteOjFLdPUAmQpZlN0YI4TDw8s7S4De2PvS9JXM1roCZmhmmhopg3mMhI1Nls3MU4piu5jwnblrPG/Oz+FwO5z1qhiaK6o3RGcfxT5umLzwDXFxxBYAAoKaYKuY9GjxVFcygxzmKLqLFOfAeuTpVX7mvr752/EGyrVvqz2Dqzcd/ObEqCwC9cWOGhYAFz5wEpiRQNahiVILHqvOESxP4LKtvXFmGHD3K7E+eoPbVR8i61v8jfeumJZM0tKCe1zAzUIW0hlWuc3nmHf7QIexobqHZOWaDR65dg+sV1HvUgW7bRm7jZkJTzPXjD9D8qZEn7bX3FrRiAIB6HwjxuddpUaXWf5nXbunh9XUbyXfeTE0EZmaQNAMJxM7RPHqIKJfDmeCIZqp77/qb/vzDAJgBYKowVyN64TTRC2P43s3oYB9++zboWg9TUxA8qCJArjyEA5wBUXzapqN5Ln8IAFusgBlmimUZlqbw93E4808odEGpFyppHWDxo7291Ocq5uJTXKXGz9ySSZYDCCz2wOIVA9N6suDhjRQm3q73iCyc2JKEqLsbD6gKRM0v2mT9j1pKyx7JbLEUmzZhjz2G++z+BZDFgID37yUHWg6OYp2diCkiEixfeEknGgN8YA+YGdbZiR08SPvoIdr/fYn05Elmf/sb0tNj7//gvn0EZwRV1OyCVdtmuLK0/8sCWNJcsRBqZpa3JMFjuCgiKRZpLRZpu/c+svFzVJ97lutP/QKdnq5P7NtBZoZXwURP2QzzPLG0/8sCnDp54pXBb32nV1+98KjF8UNZlrZbot0SJ0gUE+VzuOFhWm+9ldzDD1MbG6P2zJ/RLVtQEzStYt5O2lWyhtmBxmgLiv5oSdP6Wt56cl1Jenl/pLVjMXpnFCedLorARZgDMav7roL5DJt5F+3o/ow+3/eSftOt3oJF6RdcSKHCD21eB7b+LirydFyobnDZ5GEkvdfM7iCOcuociGBZCtU5dK4yyfYd/9I3G/u/ogq8T18zop1E0QA5V6SVjuke5ibucdXZL1paG0YlQjwW5Gm75fMPSNktezJaPcB/69sGO0nineRcL3lmzwwwfeVL1Cr3EDc9pR1Hf6wj7qP1wIr1fSMaJHGDJK6Y5Zi8gr7SW9EHG/u/dvqRffA7C/oP2oNxwodSn7YAAAAASUVORK5CYII=) 6 1, auto;}
60%,61.9% {cursor:url(data:image/png;base64,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) 6 1, auto;}
62%,63.9% {cursor:url(data:image/png;base64,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) 6 1, auto;}
64%,65.9% {cursor:url(data:image/png;base64,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) 6 1, auto;}
66%,67.9% {cursor:url(data:image/png;base64,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) 6 1, auto;}
68%,69.9% {cursor:url(data:image/png;base64,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) 6 1, auto;}
70%,71.9% {cursor:url(data:image/png;base64,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) 6 1, auto;}
72%,73.9% {cursor:url(data:image/png;base64,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) 6 1, auto;}
74%,75.9% {cursor:url(data:image/png;base64,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) 6 1, auto;}
76%,77.9% {cursor:url(data:image/png;base64,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) 6 1, auto;}
78%,79.9% {cursor:url(data:image/png;base64,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) 6 1, auto;}
80%,81.9% {cursor:url(data:image/png;base64,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) 6 1, auto;}
82%,83.9% {cursor:url(data:image/png;base64,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) 6 1, auto;}
84%,85.9% {cursor:url(data:image/png;base64,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) 6 1, auto;}
86%,87.9% {cursor:url(data:image/png;base64,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) 6 1, auto;}
88%,89.9% {cursor:url(data:image/png;base64,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) 6 1, auto;}
90%,91.9% {cursor:url(data:image/png;base64,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) 6 1, auto;}
92%,93.9% {cursor:url(data:image/png;base64,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) 6 1, auto;}
94%,95.9% {cursor:url(data:image/png;base64,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) 6 1, auto;}
96%,97.9% {cursor:url(data:image/png;base64,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) 6 1, auto;}
98%,99.9% {cursor:url(data:image/png;base64,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) 6 1, auto;}
}
div.testarea{
animation:rwdcur194850 1.6666666666667s linear infinite forwards;
}
