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10%,11.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
12%,13.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
14%,15.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
16%,17.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
18%,19.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
20%,21.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFwUlEQVRYhc2WW2xcxRnHfzPn7CXr3fV6vV7bG+M4TULshASnhLSlBQUJRCMeaCCoqvJCoUhVMVC1RaqQqBCpKqoKoUqoRZGqPKRNicJVdS4Q2iQGHMcxaWQbO3Ji48uu7ew69nr37P2cMzxYSQu2Ahib9v8ymqP5vv9vzvfNaOD/QPKeHz3evMJbHvxfmGuAa3fL03uKRWtHLpO+lE0n4183gPPxp/c84qsI7/QFq3dIh9MQUhsxZq/kvi4Ax66HfvbDiaH+dc23fKvCURa8U2iOsGWaY+mZqQQotZwAOoAQcENNBTu+00RNZbk/GKp+2Ftesdnhcv9+qPfsMaC4rAAIgcvlIlIVoDropybodYYqg7dVVkX+UlW76kA89vELY5d6o2axYC8LgACkpgHgcOhsWlMLZh5NbAn5g6GWzhOtjZnUzDPx6FDnUgNIACEEUkoAlFLkclmw8njLXKRnEjIxPtKYz6RrltocQHet8IIQ0rYVpmlimiaFQoFZ28Oxw4c4dfhg90xi/MliPtexLABVkXqn1JzubK7A6HgcTdOoCQUIXMlQW9dgO92eThTtLFMjSjV3ymSqYHPi3EWOtfdgZHKE/W6amppkw/rN39ccjob/DjKLOXXh3b1LcjwlSlE0SwwODtr7Xn7JiF7Jmh/2DlAR8LO62semrbdHguG6R4SUzqtBB377Y0amLE6++id1Yd9PVPTMawvC2GP/ULPHW1T0jRaVaP2lmj1/cN46aStlv3Fg//jBvS+29p5tezSfz7d19Y+RNrLUh300N98sVzVu3uULhLYCxHpPqqpwEF0V8OigpYeJdr7CuT/fr+xkjwKw84PK7v+1IvoKHkeasC+JIz+JPnmU3KG7VGqg7RqILBVy2eOH9v0hmRh/LGMkXx0dvPB33AHjzPk+/D4vKyNhVq3dUO8LhB4oDrSqsHGa7zZ6qNOjlDtL+KoC3BQW1Eb8kD+KPfmswnodwmXY+JAuB5pKUtJLfDBciebwU0yeu/YH9KmJURPoArBNkw9Pth5bvf7mxz4qWM3eGoPTHWf4qOs9Y3b6ckIPjkEQvHqIdTpg3ouZ3ILRvZdwUIE2A0YJcgb4/cgKL9bwONrW54l3HGdLk5OkWIV/5R3XAMRCtXvgp888saF52wtdbUfN7o4T3RPDA3ts23rHNtoKZE6BssAE8nnk2ucFgH3xKYVWAkxUvITwCKi8CbmyRdjxdxXZs+B2gWc10r9TXBfge/fuXmuWin8c6O7om7kc26+U3WulRy3NVy/siWcVFlAyAR2kD/IF7OkhZKUb3CuAHFwehjIdbvgFlD4AU0HJQK783ac8FwS4nmyzXaG65ibKnBtHhgAdZRiUzAjOYCWI01DugpwblICpdmg6gnTXfcpTflkAqd8mKEpQBUiZc6WouxGSUUTFOty3PifkmicFwV/NBaQrwJOGhpfnmS8KAAD3QyA94NLnIGIGRLZhu+/5z5qRf0IiAJ5uyHhR0z0Lb2gx/lLzCsz7QGmQB2VYkLYg+iaF6T5lp8+ponsW81I/xeMxVCyDmvl4wVxfugeuyr64X2GcAscaFJBNZojFk9y4/Rsw3Ql6BKobQNwPeEkc+Tn2+t3Ubrz7q/XAVamSiRVLQORWLMOkd/gK6zZWgxfIDUBiFBzbkO46Id0BUfHNh6l2TszLs2gAWwbpT21EBu8SxYYHqQ+XI2rLIG/B1BD4tyP1b1/brbPhDnHp333z8uiLBUjkHTgDc28Ub03j3GVkGQrGkXc+JaBlXsyUCi0dgMvKYn4mXGre6/aUWRae923RJai8ZZdITU3Q//6bX/hdcP7UkaUDAKjfdh+x/tPMdr/1uRB9HW+rrbff/VXsFtZ4//uq48UfqNy/nlB2/sw8kOzkgIq2/02999KjC0Iu+h74rOKHf6P8E3/FuX41bNgOlgGpEnZ0kmLlg3g27Vwyr8+VnepRdqrnC/XGJznQfGFU2ZBKAAAAAElFTkSuQmCC) 1 1, auto;}
22%,23.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
24%,25.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
26%,27.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
28%,29.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
30%,31.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFd0lEQVRYhc2Wa2wc1RXHf/fOvuzMrte76/XaMY7Jo7Ej4hg1hbQCEh4tCXyqEoEQqoRKqyIgkFZqK6FStUo/tAIKraqqqsRDAQVBQPAhESGBhjghOG9wHCfxi+D4uRt77X3P+s7cfkipcNeBNLZpz7c5c879/2bOPede+D8weed9m1vKzIrQ/0LcALz3P/rE1mLR3pDPpnty6Yn41w3g2fzE1gf9ldHv+0PVG6TbkxHS+CwzOZb/ugDcmx54+N7hvjPLWr55Y6V7QehWYbijtlIX0smLCdB6PgFcAELANbFKNny7iVi4IhCKVP/QrKhsdnt9f+jrOLobKM4rAELg9XqprQpSHQoQC5meSDj0nXBV7fNVNYu2xwc/feZCT8eAKlrOvAAIQBoGAG63i5VLakAVMMT1kUAo8uiRfTsbs6nkk/GBviNzDSABhBBIKQHQWpPP58AuYC7wkk4mZGLos8ZCNh2ba3EAl7fMBCGk42iUUiilsCyLSaec3bt2sH/Xa+3JxNDjxUK+bV4AqmrrPdLw+HJ5i/6hOIZhEIsECY5lqalrcDy+8iNoDjFPG1HqS10mU5bDvhPd7D50ikw2TzTgo6mpSTYsb15vuN0N/5mYOHtQn9j201m3qERrimqK3t5e58W//SUzMJZTxzu6qAwGuLbaz8rVN9eGonUPCik9nycNtO/Rp959gf6hOLt+u15PnPvHZUFU9w5tHXlcq8G3Z4yRjtbOW9tfHnrt78/u7Dja+uNCodB67MwF0pkc9VE/LS2r5KLG5k3+YGQ1wPDBF7Q5/glr1ixl/R3Xcdtd32OobRv22aenCajESe10bdFi4l3cdi8y9QrO+Z+XQMgpK5/bu+PFpyYSQ49kMxNv9PeefRVfMHP4404CfpOFtVEWLV1R7w9GNgJUNt0GgUmK7hyqOIq2xqmujaDTAzidW7QzcVar009r2fMcTA4jwj60MuGiJtXTSc+hN6dBuC4O9yvgGICjFMc/2Ln72uWrHjlt2S1mLMNHbYc5fexAZnJ8NAHgCzcIR32g4TRoG7TCp/+1P7vOUzj4a6YyBRYsLEO6gNEEIhYh9d4BRGw1S+/YKL4IMO3hc9v40JOPrWi54Zljre+o9rZ97cPnu7Y6jr2HL3SCow5qSANJ0BdBK8hZZFo7mMpkKC+38Jge1LIWXPE42luHq/lXJXozAtx09/1L1VTxT13tbZ3J0cGXtXY67HS/bfjrp8U7qT9rnCRgXFpJ2+QTEyQOdFNujBFetxZhDkNeIOtemlFrRueVmuOMaPIvXRroshyEAU6OqcP7MXo6EVUNqICB95a9l9WRswGQMibyY0tAeC6VwMpBsoAreiMy4oNwlHx2yZevMRsAgN7X/8rk/j50Zxz75Cj2pxZ2Iovtvh7Kv4XfLOAMvnnZOeGajfjAnj/q8bFPSMiVVJjjZPNZunvGcLldNK9ag9G4WdiZEV38aAuOKmjp8pWUYlYA5sB2Khbfg3/dT8TEyDl9pu05/GVe6mqiiIVrATDMmFDFvHa635pxjasugZ0Z0eOLH8O/7hcCIBhbLkLVy2hcVA1lRaS/+d9f6/KUiWTZdRQL+dJJeLUA+tQ2Kr9x0zTf8u/+TMSTk/jsspL4qoaV4v1Xny3xX3UJElNBamoXl9Q0dutvQGWAX5bk5ArpEt9V/wEf1ox+6fIJ6YuUgKUSAzpo+ucOoPKWzaLz5IdXfB8YPHec9Pjo3AEAjJx4h9Fzh78Sou/4Xp0d6aL5hrUl72Y1igHe+/0m3Vi/gNq7foQM3jz9rBjv1NbgUVzWGKnJHOHbr/Aw+m8t1dWqjZO/w7s4gFwRBrcJ0gBLQNoG1w+QkVVzovWV5qiCdlJdV7w3/gnqHlw2b7Ab4gAAAABJRU5ErkJggg==) 1 1, auto;}
32%,33.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
34%,35.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
36%,37.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
38%,39.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
40%,41.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
42%,43.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
44%,45.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFb0lEQVRYhc2XXWxb5RnHf+85/jhNjl3bsRMnZPmgLU0QDaHAqlZUQHcBBQbrmght3GwwJkTpkCbWoUrdTbhgqjptEhdIgCJUrXy0Ex8qUG3SWqgU2pCyKEtTyEdJ4tRpHDt2YsfxsY/fl4tCEYsztTRhe+7Oq/d5nt/5Px9HB/4PTLvnZ7tbV5mrA/+L5DrgfuSpvR35fHH7wnx6OJtOxb5vANfuvR2PefyVOzyBqu2a05URmj6WmU0sfF8AzrZfPPnw5Plz61pv3eR3lgfuFrqzsmjbkXQyPg1KrSSAA0AI+EHYz/bNzYQrVnsDwapHzdX+Fqfb+OP5/k+OAfkVBUAI3G43NSEfVQEv4YDpClYEtlSEal4JVdcfil344kBkuH/CzltyRQAEoOk6AE6ngw1rqsHOoYtbgt5A8Knu40eb5ueS+2IT57uXG0ADEEKgaRoASikWFrJQzGGWu0knp7Xp6FhTbj4dXu7kAA73KhOE0KRU2LaNbdtYlsWsLOPYe4f58L03+pLT0afzuYVTKwIQqqlzabrLyC5YjEdj6LpOOOjDl5inurZBuoyybhRdLNGIxcxFpVIDpGdm8bfsEFcNoC5NmTZnSY5/OoRdKND2o9uo9Bo0NzdrDetb7o1PjjVgLQz+p7M99L6aPPIoA/FyZmYtXtrXpta03Mm29t1XDKKhFHm7wMjIiOx88YXMRCJrn+kfxO/z0ljlYcNtW2sClbWPCU1zfe0k7Zzqe/UJ9c/TvRyJ3UBXtpqk53qqq2sx00OMvv0HlZv67Ir2h0MqJd86dDB67I2XjxYL+dc239v+eM+5yLaW9Y3UVXpobb1Z6+1uaUun4u/MzcS6ADSHIezeDlUV7WNzwEv59U1fRQMUUAQZeZPprk7ln+pE27oFLfh8SVW0grWQ/cfhzv2p6eiu+UzqyPjIZ69h+DKnewfwekyuq6mkfu2NdR5fcOe3yFv3iYp8ltinH5AbOoNMjSNTUfDMQSAHhoXp/YJ5UUP+XASZ+HVJRbT45LidmIr0ABPStu0zJ44em0tnhs+OJTg7meHjU6c523MyMzszNb1Ivp+8K+q3tjHef5bC2AW0oA3ecvA50dZ5cNe68Nx9E0IaIB8vWYKSsux8Yt9vbmz94YGejz6w+04d75scHeyQsvh3lpiE1L9eV6kPX8Dlr6F8Sz2ekAnoIG0oN6AAmvlsyVwlD++4/5G1diH/l8G+UwPJqQsHlZL9xfR4UffULdndmalhFX9nF32fj7LtmXbKQpuAIIgKwABA0xf7X/XcLmVy4oA68fJLuMoaiMQtHt6zCTChYMEqNyRzaI3PLcqnLRfA54c7caxag7dpGz9+8nmyx0+CIwflfnCVQbiypJ9jOZJnUjF18M9P076jmeDNey6/pYw+pDB1SGTBtkv6LosCgycO0X7PnfimR5B27vK45VNrYcZCJkBr3HPlTXg1JlP9Ku+oxTB9Qvb+XimfQHg18ISRb78K69qInJ+n8aeL6w/XqIDMXVTq410Ypu9S8KbfIdwCLEBmyRUqEPU7cZs+YkNdpRfRtQCoc/sR1z30TTAjKNRc6NKDrRO3Quj+G8Tw5AwnD/+pZIzvDCAzE0pNRZChu751rq//raByLxTvouGXfxUAF9J56s1lbkJ7ohsMJ47qjYtnWzeF5r398vmDG7w40hfJpS4uKsN3BsgUDLLzPuxs6r9+dnPRPhWfSmLc9ACGL7x8iyiw4T4xPBsg8cnrS96xkhMqP/43fGHB2qamkneuqQk3/rxDzApRUlo7dkIV/r0fM2zgqavAsb5tZfYAwOxoj7IGXiS4sQG8SXDpCDUKBFHiV2iOxX2yYiZz40oWo1f8O/clG49GC1Hjg2IAAAAASUVORK5CYII=) 1 1, auto;}
46%,47.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
48%,49.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
50%,51.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
52%,53.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFzUlEQVRYhc2XbUxb1xnHf/dev5HYYIwNxlAgaZIBbRgp2RJS7SWa1DSVKrVLpK3LJlWNNmVru36otE2VMmnKp22qOu1TVa3ah26dKqJWmZIsTbOlUC0hlLCUGBccYjAGA+bFxr749fqcfWiEmuJUqUy6PR/POc/5//R/nvPoXvg/CPXAU893VtirXP8LcQ2wHnnupRP5fPFgZjU1nk4lYl82gOX5l04cdVTXPulw1R1UzRZdUbWwvrKU+bIAzIef/tn3ZkMfb+/s2lNt3uzar2jm2qJhRFLxxQWQ8l4CmAAUBe7zVnOwuw1vTVWly133jL2qusNstf025P/wHJC/pwAoClarFZ/HSZ2rEq/LbnHXuPbVeHyve+qb34zNTLwcGfdPG/mcuCcACqBqGgBms4md99eDkUVTdrkrXe7nBi6ebl1Nxo/HpkMDGw2gAiiKgqqqAEgpyWTSUMxi32wlFV9QF6Lh1uxqyrvR4gAma4UdFEUVQmIYBoZhkMvlWBGbOHemh94zbw3HF6Iv5LOZ/nsC4PE1WVTNYktnckxFY2iahtftxLm0Sn1ji7DYNg0gucTnNKIQCcnUHyiOT5Cz7EB6voaj7RHlrgDkJ69MTeYEF4duYBQKHP7ObmorbbS1taktX+l4dHE23EIuEywpPvxHmTz/K5JJM7GklUx2DKslTN/rL8oH9x/BtfWhzwUxISV5o8DNmzfF8MDl9P4nfmS76g+aHu56gC11Dnbu/oYvFPjP0Wh69LgU4jYXiv4XZO/58zgaOtmyvZ1dvlqkUo2RW0VKjUQsRPRaj6xs7MbubiwJogopxTtvvhF967VXTvs/7PtxNpvtG/w4QkpP01TroLPzq2pza8dhh9O9e112PEy3/RKVsX+h5NOk5uYpRk9hzv8bU6KXzcVxbPoo6aFXKcYDJQeaWshl0u/1/Pn3iYXos6t64uTUzdG/YXPqV64FqHTYafDV0rytvcnhdB/6bHKh+RfotOOqqkFbHMLZeUTJNv6E5cgYWrPA3qbhbFNwP2RDyb2NyATXQaiLs1PG0nxkEJgWhmFcff/0uWRKHx8JLzEyq3O5/wojgx/oK8vzC59NtjXtUxx7f0oiayEpPVzvOylTF36JjEOg5wpUAFXV4KyGTRZInfykYT8VJety6Njxn7d3fv3lwb5/GMP9F4dnJ4MnhCie5w4vITkxIDPxKa6OTtK1LYK7OMP1C2NUNWyh+bF2sFVAVoJqAacL1XJsTddU6sL5SOjsTGj0QHC4PxCfn3lDSuEvpqaKmqOpJLDdG8Iq+0nrm4lE6gkvpah3VpJpfQYqamD57K2TBog8oqhLVbMrd3Tgi4SI9UjS74KvHfBy6a8f0eX0s3LfUby7v6sAiMRZyaYRyACyCNoeVMd+BW6N4rIAAu+Aqx0MB5i+T2PuMtmKHdTuemTtjOp8TOGjEchIyFvAvHNtr2QJvkiMxe+nNWpFafkWofdeYduxPgX6yIx++7ZmE95DqAk/QjRgqnWvOV+2Aw88eUKJT85TmAjiMCXW1q3bDnDtL89KI6dLsTwkp3rPUBRbMLUfua3sZfcAgBF+VxaCp7B21IPTDNoeEIPwz5MIpRHD+zDBwBwdP/jdOr2yHcgtfyBDgXPkihKQoFiABSiAsHmQhsb0+ByNe58qmV+WA6KoS8YOg9KC2vaqIgpBiXgb1AYozCGGJ5npu4BtdZ663yRKapXXhJN/ApsTpq8DoJp3rImIbFQqD6rUYWXx76+xfOOydG3v3tgSiKl+5IoX6Xl83Z5q8yma3avog72kdzxBVl83yYEyHYivuqkya5i8XSX30/5TUiyNUF0w4dj+zZJnynJAVxtZTjvJ3yrBp8NYXZTRiQBzk9dYyBaw2Z2lvwfKAfB1/5BIQmFwwrhtXehDUo38mq27imzdZ6H10RfveMeGzAE9HpbLN67ic6+gelJQYQNjCEx7UU1Pb4jGXUcqFpJGNnbXv3P/BQwYign7ZHQEAAAAAElFTkSuQmCC) 1 1, auto;}
54%,55.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFwElEQVRYhc2Wa2xT5xmAn3OOj+34Fse5mUAuI2MjQKgr0KbSVipTtQ51qlqtWjcVpAo6Tdtaber+THRMnfgxbWub/Zs0FaEJCcQ6qUwjKOWStrSFYCDJqEmoIXfbwbfE8fXYPj7ffiAxZQ6DKUm39++n730evZdPH/wfhPzU91/11ThqPf8LuAJYXnxl/8FSqbKrkMvcymdSsS9awPzq/oP7nHVNzzk9zbtk1ZyVZGUqu5AsfFEC6vMv/fiF2fHRDb5tX69T7Z6dkqI2VXR9JjOfiIMQqylgApAkaPXWseuRLrz1tS5PQ/NeR23dVtVi/e144HIfUFpVASQJi8VCS6ObZo8Lr8dhbqj37KhvbDnUuKb9aCw88dbMrUBILxWNVRGQAFlRAFBVE92da0DXUKSHG1yehlf8H5zcmEvPH4iFxv0rLSADSJKELMsACCEoFPJQ0XDYLWTm43I8MrVRy2W8Kw0HMFlqHCBJsmEIdF1H13WKxSILho2+3nf5qPf4tfl45KclrTCwKgKNLW1mWTFb84Ui05EYiqLgbXDjTuZYs67DMFttfgQXuM8gGrFDwhjpR18Q6G3PYOl8AtXlle4nIIs7WyaniwYfDN6k78JnZHMFmlxWurq65I6vbv2Woqod9wTfHhDJMy+LyU8+Z3iynqF0K9eG/Hx05JcM/+UNUUmF/uMamxCCkl5mbGzMuOa/mN/57B7r1UDQ9Oi2zXyp2Un39sdbxkeG9kXyNw4Iw1hUBSN2VMz1vkFCbcay5Zv46l3oAso6lEt5CnMTfPb3HoZ7/yh8T/9oyWrIhhDGe0ePRI7/qedk4PL5H2iadv7K6AyZbJ62Jic+30Ny+8atzzvdDdurbqcHMIsQ69QEnlIIU+vXpFJiEHvlLG7TIF5XnPZOJ222SVL9vxKGrlVVQy4XC/kz7x7+fSoe+Ukum/rr9NiNY1jd2UvDI7icDta2NNH+5U1tTnfDd6oEGvZSMDswWywszAbvOJk30/9pkXQiiNSkU/uQHfe2Zlw+N6VoT3UFErPTejI6cwUIGbquX/3wZF86k711fSrJ9dksFwcucf3Kx9mFuWi86rLbJ7mffIfEggl3ZxeBk28Kx/QxfO444eE0kdOnQFXACjhNmJvsGOXji6og/3vSiZGrofHRocMlyar3vPmWdvgPB/2Bgf492VTy7aV6aPFukVzbvk1BbmMwKrA683geXksuFSFpbCfrT8NcGpJzMLcAhWmMcvCuhGmppNGZ8VPh8RtPBa8NjMxHw0eEMAKVzHRFcbZVDZJhJASRX2AzbyafnCKoP4p5ph7VdBbnhidwPfKsZGQvCOKngQrkc1Bz7u79++7p/cKY+qHA3QpGCUPdzcQnvYh//BnX4z/Hu2PP3fzG9OsCowYsCtgtyK7XJFiiBf9NaKnbAvcmUG1QsxeT4yuSoms0d+9cBAeg5cAduNkG+vrlYBfHxIn9Qg+8LQAqqZCIBf0CIPPh76pWTjvxDaEHelb2f1FIJ8Tcsd2i8PkJEet97W7ym4NnxNB7vxFGJSsq8csiFnhfhN95RujF7CKBZc8AgDZ+RoxeOsemzgjqhg6oMUPFRPlcH4pkg9bHODuc57Env4dj3ZZFzGXNAIChjYly6G80OsOo7V1gd0PJC7pAsUE2fJvEzTFM6VgVHFZiC6Z/JpCsiNIGJM96UN8HamA+Qz4YIjcaJBmPsunX4SVZS74DDwyPnxJo50FJIalO5Lqd/1q7SkTY7H64sg9FvTdmWS2ojH2KCIWgWIfc9t3FvVVapNJknIxjM9qW3asjkJ+dxajUQ05Z8ryYK+DufhpdqV0dgWmlm5GkF0OzV51pyUlxPRTj4mgAz9q198yxrCE0tJToP/w6EVHPCy++hKV2vQRQCfcKqXAaLI1QmUDuOHRPzoq8A+nwBbEQTeK0RXF1RqCsI5lCCGkHsvryijAeOEqpiDAqkQd+bv8JoMqimH0WXwIAAAAASUVORK5CYII=) 1 1, auto;}
56%,57.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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}
div.testarea{
animation:rwdcur931 8.3333333333333s linear infinite forwards;
}
