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12.5%,14.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAInUlEQVRYhbWXaWxc1RXHf2/eNl6SmZiJ48RLvBG7sUkoQTQJJgtZ7EBBlVDVpiwJKUEUlVZVAakBhaWl4gOtygcQBUy2UkgoFJpCWWJjh9gkURZs4yQYe2zHa2I78TIz9tvm9cObeeMJSVup4kijq3fuufd/zv/+5y5Cc2unzX+wRWUFwn+L+X9MAmhqCaIqMooioyoSiiqjKjIVy8qEppagLUsSqirF+mUURUJVZFRVBkDTDDTdQNfNWGugaabTTvdrBpqe8C++ptBJQFVkSkoXT8vLYPHCgHC8edg2bTA1iGhOj2kaCIQAECXHZ5lg6GBZKqYFZX/8PbkXQnhmZiDMySKUpnLo1h8DoMjOD84kGFAcjwuwZJEDfiXabFQkSXPBAfCoYMHYl11cFTYRZma48SlfnGRuQR4AA9kV4Iu6mDEGpCuCmyaXNdNUuWxMxyEENRVbizjtuUEE1UvpvrcYmpqg5uYoC9dXuJgOA6qMZXJZ8CslIElX4gdsLYIRGkfSpjANnXFLpzM8yl5hiFUVRUiyiCgmMSBz3SKfcKJ5zLYxLgtuOW5i49y+eCLxfoD+4T5C2KRPCYSw6dUivD/Sg3jnz5BT5xLHdBOoWFYmNJ0asy0TBGRMAxCMb0x86bcoO4nEfaYF0SwP+yO9AMwVHJA958+Ss+qHVFbe6Y5V4kuwqKxAaGoJfkNwpiG7SQjhKdJbjyH1Bcls76Rx/SZ85fmJWCvOigAlG2mb9RFn206QJ8/gYGSI1Vu3s7ZqS4wxE0myEww0t3basiShW8kJRMcmuGHXDkbD57kqbOLJK8Q+N8h77Ufpzi9gYcnV4C6XgG1LWBakeCH7N5V89dkg57qWcd+qe8gtKLm0PhRFxjDNmAZUCT2SHODxzWA0fJ6AqWBmZsLYRezxC/RGdHo8AgsBw5ARBBPTTCjSNGAg51Nunr+F0tV3OVXGdCOKIEk2kuhgugkosszlrLGoiJLaGgpGZjJq6YwYU4SijvoslzEJf6tI8QGFIXWS2rtriPYEKbc34m8TGV6QTK1ty4ARw5yKMzBtI5omMnX9T3h3bzU3+7KYqXg5M3mec4ZGftTm+udTADhWGaJ0j4A/LBFgBq/m7eGJrZ/hD6cDcPiBCKNll6zvNEyPw4CU2NEAw3QqVL0q3kee4Y3hbj6N9FF/8SIHI0OUFG4m0C4RaJeoesGPOdfLaFqIUe8ZKmpXu+CnyyZcBhz6QZZBlGQUWUokMJ2BS62sfCXztz3HK94oNTnD3P27XYzP1XlnXQtnUoYA8Ba9RMpr2fgPrmBR+ot8rb7DO+ta+GqTQKBNxN8qJs05IDW6mEJza6d9zcJ8TraMYxqJ6gFCExpjF4fxZWTTEa6hnsfY0tOA31IYFXUAckNvUv7w84k1nhyh468BfP9sJtCeEOdwsUnLo5OculDDpKeXR25/iJZTXbgR8bUfo4M28SAAveFOTvfXcb+6m4BWSrZXoeoFf2xEqpNkpbN2trTKqSiljpDZTVF78l49WGgQutBFSDzMjYHHXL8Eznk+bHYQkc6BBHc+9CqeecUc2foyFfXd3PbhVpo2bKPaO8wHC75geV8xA/k2fQWTZHduwnjxAIsfrANg6OMe5r96nNNlE4zdJDJYGMWr6fTZ3Xxl72aD72nimEkJ+CjCZxY54gukovW3k11fQ5aQC/Tjaa+jeO33aFvbSzi7mBn9Fkt3puIPpzPa8Sx/qWvg1s4bOZo3xXIxh++0pkMrjKaFOLzZw/HcZ7g99SW38ngCHgDdcGiMjk1Q2vAK3Us3O1Fn9rkDtn+2E6tPYoA2ZvSbVL3gd9W+495qyjtvwD9VyvK+Yt5+YMIVqD+cTvSTLjbwBKKUOMLjmC4DIOM/9g98H+xGzCqEecXM6/8azzybkVCE1NUbqTzwd+R5ueSIiYla7tjLiWX7uXfHT13A7CmThgcn+bzlKONiI1lLq/ClZbtjDOMbDBhYFoRKbgQgfTCIktNNoM4g9fEa+pbI/Klb4rbhTKqaPyHo3c+B75/nvV+eoPrXz5KWqriTj6aFuPDn3zI7dJwTV7+JtDIfNSXH7Y8f47oxLQFNc7zG3HyObv+AU3c8TXSliT05glq+ipItFv7hegDGo1GCOan0XmvRveSQO/GTKx5ll7qL9/P2cnx0Dzsbt5CTr5BprUWSEoetJIEsGS6mw4BugG1gGOD/eB95DTvp/ngIrVOD8Od4yzROf1dk9z3/YvOcBZwc2w/AQFa9O/Eh+wgZ+X8gY9nPAbCXqaTs0fHWPoVVuwMAQUhst7o+/V+gG7GbjsG8roNE+9uxz/qpfnmMNSsNps6H8RyZzw+OV5IZgB3Ng1DwJL7BEiaLgwx3jGPoJkZJJ+srFdqqcplfbSKe2sfZGGBOUQVSaQFC7I6h6QZer+IkoOsmQmy3bNv4FKm1OwiW3cVNO+/iZH0YgGs23A+Nr7F8GPLNAG/bB8ggy6HRTqMwRaO/PYfaj9qYdVWEW9b38NZHpeSsWU00JZe00oKkpdB1E69XiWkgRocog5GVzciPHidf66VUUSgruZ47Zs1iXtdBDvxiHw2zi4nO8dLU9DeSTLoBcU011SVzePfDEbZuc4R5tv4NhPY6Zlx0rmlSrNA4pqMBzUi65UrJZwehrELSB4OUH/uQvnXbeGj5AMGJQ+iDHjdmpi+LcO5hrA6LVZEK1muFZJfmYa57mIZgI0eqn0iaU0/aCfWEOETZuWReXFJBW99mgoUriGq9LHx7O5ntnQSW3sfi6EaOZrxOMFqHAkQmQ8wezWAg51MWdP2KaOUCsi3oqX6APCmHkue+RJJFwMa0nALjmNJ0RV5qA7dsIg0YMK8GnkZPDSDLcO2cuzna/zpfnmnguhWODi7kteJTuliTvcuhGJj95Ank1JTYV7LFMYXm1k77So/T+CNUUeRv7XH6rT69/xf7N0VTG9HkfqXdAAAAAElFTkSuQmCC) 0 0, auto;}
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17.5%,19.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur117675 3.3333333333333s linear infinite forwards;
}
