@keyframes rwdcur158968 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 31 31, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
30%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFVUlEQVR4nO2bWY8UVRTHf3WrUqvT0xM/jMbEDX0SjGsUEX1wIywSCMyAhm3YXF6EYVgMYKKogIAwLD6xo0Y/AV/B6ANNj9VVvVRdH6A6XWPTPeNU151x5p/UQ90+fe8/p07ds9UFtZD3L2UQKhefCVClAAnIWzdu8sutn5v3KogotYA4jpFS6RuAlvN6EuDq5SvEcYymaei6Tq1WIwgCXnjpxdx5GXkt1IowDImiCCEEQgjq9TphGKqgkpumJcCPp8/g+z6maRJFEUuWvgnAd8e+JQgChBCYpsnSt9/KjV+uFuD7Pr7vU6lUiOO4OV4qlZoK8DwvT0o917AE2DG8Hdd1sSyLSqXC0MYNAHz+6WcIIVg/NAjAti1b8TyPMAxxXZd1g+t7zjMXCyiXyzQaDSzLwvf95ngQBOi6nrqPoogwDGk0GnlQ65lmO/q2tWtWo+s6uq4TRRH1ep04jtk3eqDbvJnzVeIFkqcrpSSOY6IoSu0JeSLvOADuW8fJ4ydSbnDxkjeUcFJiAQCWZSGEQNd1hFAXkCpTwMDAQNMCarWaKhrqcoHk/ZdSKs0HlFlAo9FA0zSklLm5vHZQpoAk8ks2QVVQpoDx8fG5rYC7d++m0mFVUKqA2WYByVadSaAShmGvLGBKPJVZwN9+OZULqMJkFNATJx1FUSoX6AEmZQnKLODRRx5L7QGj+w8q4dEpEpSAHNmzl6OHj2S+sGVZWJaFbdtYlpX5/IPr1rNjeDt0Kbl3tQDXdXEcJ0Nq99DrXMB1XVzX7SrXTgESYPfOXRQKheZTyhrJ+5+Ew1kjsbBjX3+D53m8/OorbfeEB1qA7/sYhoFh/EskE7Zj588ihCCO44leIJP5O/BPoVUbEuDDVSswDIOB4sPYtt0sYP508RK2bbPg2Wey4NepIDItJPy/2DMCwJcHD1EsFunr65vIX4M2FmAYBrquE8dxqkyVlK2uX72GpmncuXOHarXKb7//iq7rPOQVsG2b/v5++vv76evrw3EcDMNoK3/79u2U/IWx8x3lpzp/gsTNPqjsZnD/yZ8/N5aaYNv2YQAOHThIsVhECIGmaWia1nxyyaXrenO89XeV8sNbt+E4DstXrgDg0oWLaJrGjWvXEULw+JNPyJQFJKWpiYFJMp5MnJCZKJ/czzT5BBPlWy1AA1j4/CIJsGrlcuI4ZsumzTiOw/vLPiCxkOTV0DSNWq1GvV5vlrRrtVozrk/GVcpv2rIZgP37RikWi035pxY83XkPSCYMgiA1HgQBUsrWDu60sHbNavzKOH/+9UemkeCK5ctSTzgIAizLwjCMtu62XZwsATYMDuE4DoVCgWKxyDvvvZsJwQS98gIJOvCfXBxgmiae5+F5HqZptv403XS4m5/PZP4O/FNopwANYMeunRJgZM/ersHEf0Gv+wJhGGKaJoMbhpKhtoqd87nAZMxtoslmYqJJQJXs7BMjtOnO34KZWQ+YTX2BRIOZpmw59AVmdk1wNvYFMm1b97AvMCWe830BVQv3sC8wJcz3BVQtnENfYFKY832B+W+EVC08/43QDPlGqFcKkB0url6+QqPRSF1jZ89N6r9ZY86fF+iVAlIJ1NHDR3AcB9u28X2f5xYtBODE98cRQvDa4tcB+OrIUUzTpFqt4jhO8zwBs/1rcd/3kVISRVHqa/FSqZRqYpRKJTzPo1qt5rYv5HpiZHRkH5VKBbhXfd748UcAfLJrd+rARLcyVpbIdQ8ol8v4vo9lWak2VRAETQXkHRUqOTU2ifMC/+9TYzPpvIAqSECeOvmDPHPqdE/9fDcoC4XhXj7Q6gXmIuZPj6vGP3X5QWwM6z1UAAAAAElFTkSuQmCC) 31 31, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
70%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEVUlEQVR4nO2bS2/jNhSFP9KWLSA/pjNd5YE8Ju+k6Ex/ZGcKtAU6eT9sx3YGXjot2u7a7vrcdhUrkdhFQlmyZUeeEUlPkwMIsCmJvDo8upe8pMAt1P3hDNJl49MAVwQoQHU6HbrdbvzfhSFOFRBFEVEUuTQBYbk9BdBut/F9n+vra3zfJwgCABYXF63bVbbVUBK65/WhlEIpN77QFtMKoNVqUSqVuLm5wfd95ufn0eUaUkqWlpas2WdVAbqnB3t81G8bMM2wAnjXvozfc4C1jXUALuoNhBC8WFsFoFGrI6UkCAI8z2N1fc24nVYUMOodHyzT/22qwBSzY5+gdnZ+17joN6+UYmNr86F6C7fXWRSAYQJcwPY4AO7VcXJ03DdCCLZ3d5zY5EQBAGEYxgpIKsE2nBGgHaMQwpn8wTEB0wBnBPR6PW5vb/E8j0ql4soMd7PBUaNC23BGwOCEyBWcERCGIWEYEkURYRi6MsNtGNSHlO7yMpMQoF/UQoK2QQImstOZAp59+nwoI+QCeQgw4qItRIFcSnAaBaY9DCpANRsXtJutwhtWShkNg5etNu/al/BAyv3BVyAIAiNe2vQ4IAiCXJOsLAIUwOH+AVJKY/L856+/AfjX8Eyw2WwihGBlZSXTJ7xPFCiEkTHEFsp4qVQaq4QkAQpg77u3qRt0oqJRqyOESCYqPwimJkNnJ6dIKVnf3ACg0bhLvDabTaSULC8vp5QwpAAhxNhERafTia+RUiKljH8LIfjh6ntKpVJ86PJqtRrfp8uT9xdV7yB830/VO/S83Pf8my9fI4RgZmYGIQSfv3oJwPnpWdyYEAIlGDI0ef7nH3/KNFTXq69PnjNZr1asVoA+FhYWSCnA87z4pqye1+VVvzrW0EqlkjIyec5FvUklJOtNKkBDARzs7aeM0D5AL2Ig+0YOylUIwW+//JrZU1kPl7y36Hq1D9BRQF8/uAA75AOiKMpkVHvt1RerQ+feB1dXV6m5wOzsbCH1np2cjlyEyVRKRh2pcYB+r3IsWkyEbrebImBubq7Q+uvntbueL5f0OECfyjcOKJfLaYn28aEjFwVj5wKF1K8jQob9KWQRIAC2d3cUwNHBoZGh8J+//3HXmKGRYK/XQwjB1tq2Lsps6MGRoOd5RggwnRXOW+c4AgTA5vbWdCTwJ0TepfWnrHCOawQGFiwtZIVz2f2UFZ7g2kJVYJCAiex0poBPnj+biqzw09qgq4Y/hqywcTxqAj6mcYARDO4VdoWpcIKPUgHTEgWc7BS9qDf6BtxPh5VSeVLu/4+donn2DduCKQJ0T919IdJsZe4Wr5/XUErFCcza2Xlqt7gux5xS7ShglLcfdH5696jN0Gj1i5Hjw6N+w0Kw89kuAKfHJ/EDl8tlNre3rNln1QeM6tVkj9sOiU6+Gtt/uze0/hhFES+/eGXdrkcfBVxBAeqr12/Ut19/o7ewPL4vR12PAqcBT1+Pu8Z/mcGa8Ozqh68AAAAASUVORK5CYII=) 31 31, auto;}
80%,89.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEaElEQVR4nO1b3VLjNhT+ZMWZXPIYvACv0Ham3YXdtkAL+xDt/pCEJEAIP3vRbvsM3R9+krDbbW+4Y4YHMsPkhmCdXmQlLCdxnK0sZUm+GY3BdnSOPn06ko9swC3oU3EGz6XxSQBzZJcA4N+P/wAAvn3wnTN/crYNRkFEIHI6AqwzTgDw8cPfdyc+EVAoFPDVN19b98uJAsIw7Ov5m5sbF65YY5oA4H37TDWciPD4h+8BAO1mC77vQwiBTqeDn9fXrPlnVQFCCADo630hhFZsImuGCQBOjo7heb0Zl4jw48oy5HkAWF5dAQC0TpvodDooFAogIqz8tJq5n1YUIIQYGO3j58MwVMXW7JAVs4nev339pndTpJG+7yslJMC4v05mgej8Hz/aRlZLYZZQsPZkXQU8IoIQIj7eh/7WNJytBG9vb12Z1uCMANvT3TDMCHBleOqHwIyAaScgDENXpjXMguAY98qlmpEFSbfb7VXGjK9vxvLTmQJcp8Ik0hCQiadCCDDGsiQilRKcx4AMhsBYSCKAAGCzVAbnHPXGrlHDWQfBo7fv4HkelldXEpUwUgGcc5XNMYkwDDPtfcZYKr8HEUAAUNoognNu2i+F+fn5O4MZBsR2swXP87D0+NFAJQxVQELvGPE2YSVojI00yZYoAQQAG89faI2XY393pw7GGCq1qhHnsooBb/56DcaYSrC0TptgjOF9+wycczxYfKgpoU8BjDFFwCAVvDw4hOd54Jwjl8upImNFLpdT408Wzrmqd9D18/NzPP3lV/i+r+6T9cnCGIPv+yNtE1Gf30kKYIhEe5meYozh4OUhAGCrWtMakMaJpEZEr8t6Li4uNNvDyPsc2zLRetZqa9flhqwKk91uVy1P44qIK2MUksbeoA1Rl7ajtaroH+2h3b0GAKBR31U9mNQLsseiPRhVQPy653m4vLwEEampMaqOuHrS2l57sg4AaJ6carYfLi1qbR8YA6LHOHsbpWKqnhiF6mZF+7+xv2ek3uN3R5rvctgwxpDP5/vuH6QrAoCdrW2N/XJl04iDEuViSXN072DfaP0nR8eaghYfLclL6dYBQRBoBETwf5dvBAALCwvDrhupv9PpaAQMwyACGAC8+vMPAnpjP4ulcNaPw4VCAZzz6Hbb5z0LXF1dIZcz/9CY9esxaetPI7d4LUYkKrfGJUb11Lj1RzDZ+QDXmaE0BEgGjXo67J0Bg5jsnOCXpAAJo9mLaMMNkzCWn7OdIVeGv8SNEaOY+q2xqR8CMwKmnYCpjwGTMgs4eVO0Ub/bZpO5BiEEqlu1UfXenzdFJwVW3havVapaUmW7vgMAqG/3jrXtLQDAfmMPQRBgbm4O19fXKjWfpZ9WFDAs4MU3SGUSQwhhbZaw+sVIpXyXWGWMqZS7zBDn83kEQYDfXv1uzT+rMWDYlrjcEbqPX4zEQQBQfLGhESH/3j88sO7XxMwCrl+VsQ0CQOViiZ4/fSa/H3YyNzr9dnicTc/7itnX467xH/iDCihmcNnhAAAAAElFTkSuQmCC) 31 31, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
}
div.testarea{
animation:rwdcur158968 1.6666666666667s linear infinite forwards;
}
