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25.806451612903%,28.932258064516% {cursor:url(data:image/png;base64,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) 14 16, auto;}
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35.483870967742%,38.609677419355% {cursor:url(data:image/png;base64,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) 14 16, auto;}
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41.935483870968%,45.061290322581% {cursor:url(data:image/png;base64,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) 14 16, auto;}
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54.838709677419%,57.964516129032% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFxElEQVRYhcXX0XLb1hEG4A+HIAhCNKNoFI3sSZVMmt71Lr3oTV+jr9vpc7RNPU7ssRWVoWmKAkEQ6MU5kGBbdturYmYHHAI4+++/e/7dw//5yj7/uIc8WYGQfocPXuxG1qKJ96z7TwDy/+L5grsF8yWHimkZwbR5+nzsdIctNlin//5XAPdRl1jSnJGf4Yyw5LCIz9qCQwLQJ+fdhmxNcROB9hvUCWD7GOEfAOiJ9C7YXzK7YHLJ5AJf0Z/SLTmWHHKOgb6lawi7GHnxC8cbstfkr3Gd2BiAfApAL1JrgQtm33K8YvIb2kvac5pT2oqmpA0cAn1iIKvJNkxX5NeUZ+RLJiXzHCv63YdM5B9H7or2W7LvmHxDd8Xxkt0F9YI6Zx9owj2zdGQtk5p8zSwBKL+gLMkKyoCbmKoHJvLRvYqRuyL/nu53NFe0z7i7YHvKrozf19iLNXBMS2TIG/IFs4p5RVlR5ZGpu5ayZd4+BqDEZXTuO7rf0n7P3dfsztgueFfEAr/F3acA5EwrZjlVAvEETceiITQctjEV2QDgL/lD3o9XZN/QXrH/OtL+tmJT8BbvEoCBhTGAgDwwKyhz6oKTQFvTNvS3cVfkN2xr+pqsy/l92m4umDyj+zrS/u6MTcWveSziTbLtCEDzAYApZmK+Fzn7isNlArChXzFfcV7z00osqPMFhzPCOf1Tjs+oLyLtQ+Rr8b5JLOxSGj4FYC4WaVPSndLtyC7InsbtWa+otgmABdNTnFOfx4J7d8ptHh2+9QDiMQBt2kWTEYD7+gj0Ff2ScMbkjOkZmyWTfFT9x1P6L2mX7BfclWxDdDbYZgTg9hEAAwPlqDb6QBYIVdSE4jTatOJ4D6CMIFRRZOqcXYhR3ibbJnv3GQADA/fOh52RirOs2C3jvawiA31IXa4rox2KKDL75OAOO0FrqhLkKb9RBzpvHbzRuR0x0I6cT+LyikBVRFHaz6OfQ4EwtNacJnW4JgFoUi5rU4Wlp2aqFF2Ho73nNv5q7yYtM07H0MFrMag6j9bk7HMWgb+FJEQHD121FfSmJoIST0z1gj69145ANCMLo1QM/x0++D18O+ycCLMjtHTJ+m5qYmlhZoovHdy486ONN+/tgM7awZu08CSBOI5s7PDYxc7ZdtHPoWPT5R6GiTr19Y+mmM7e3i/2fhJ3wqCGQxGOr/7Dz8WXsqR+/V1s33XLH7s8Od4Rtilh3cHRxlbwK9Y61w72KcrBcg/VLkU/sBBG70wQurh22JLtCDXHJknxMMmEt0w2TLadbLl3KKjDg/AQq7wY5XMouH7ksEjvTZF30aY1+Sa26nzNdMuhHWpgS7HisGJ6E3v5tKI8ZVZGZRvsPZHxUPkDA9PReyXKjrKm3DBbkSebbmNrvgfQreMUU7ymuIj9fJbHSWYeqML77XcsMo9JcdI184b5mlkKrHgTg5yuY4OKK+wiusM105fMzmIfryruChZV1IZhq473+aekuMKiY7Hj5JrFz5y8ZPEqNqPb9UBdHkepfkt3TUjjd11G1ToJ1KdxHD+mc8EQeeFjKc47Zl2M/GTH4pqTF8yfU72IDD9Z8afdcGYYJqImUpQFspKTPBZg29A8oztPHa18X+GGdjwwMOkod5RrqhT5F3/n5B8snjN7zbEeH1hGAGyiZmdVGig6Dk2caPod/TnZIo5dRYgA9+i6aKEjryk2lMn5/AVP/hkZKF9xvooAHq4EIBNVypbpizhcnjQcd+lwsYoDS5G6WVVyl6eiHI3lk7SjZtfMX3LyM9Vzlq+Y3HDc8kP7CIB7EA3WMfoiAbImf0P+VRxciiX7MjaWQ+DYJgBbwobyX7HSy1cp59cs19H5Hz53MCHmpm9TOpp40Jit4iTjnHLJbhEB7IuYua6L0ppto9JNk54cr2nW1HVk84ePnA9hf+bqCzaLOEhkS95V3FbReTs6mPQNWTqeFVtma35c8+f68+vzb1GkwbJUOeBvAAAAAElFTkSuQmCC) 14 16, auto;}
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}
div.testarea{
animation:rwdcur236823 1.0333333333333s linear infinite forwards;
}
