特殊的九dian半(3/4)

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uTduZ56CLv2CApUbn+9ibye50NK7zmpTz3db8IFmGZoggfjyK4BtaVZl7M1lD6CMotTqyqkdYmMKw2Hec3vSg9VVkktJM+KULxeSBKSILbQT6a9YRXg7uiPFsECUVCtYa3S2sK6Z9fwbBtKFypKa8A5vZtPmEciTHXGP9OSLfcd6IACYDTJ1lnah42/zPZEBjfOggLFru8PkgWonbBtDzq/VGVWkBNCizT0dplo5yRy48g0N8M1VOMNLtE+gDWf605ViQZ4A+t/+cx76T8Xsf3a42SLwX3scmKqB+39sIpCC7/ykaLjOhZaBft2mteo06vuQ0Mm+P9+3wteMcuJhwfzNKDr1SIZSoZ1xPFg6O36/91m+xTTjkrt0jfXxCdpK6//kQEPEdz/fDSUE8hl5Sha5ogwA9PYU7cqipPXhcHTN47H0NwFVLrC87BSlwgpJeD6FbjhjmiWVeiABuKl8sFQAAiL6AVqBD/QJviLhVjNFQEAopAdQ0q6ouK+oIqwSZsbs0AKneSkMNc+K1U2BOB/xvqlzc16t2acraKQCgG0qRgbIZeUseFu1Jv4v1To8hWTZpk5/BD13OQJ2VrMbypkXlLoiMkAYsLzXhKYxONbjwy9sA9+E2YyE7QM8xr1ICYCoFh3TvKtWqiFNs9532JeSabcwPcJcQwD8AgRJkIlO0B+87I3ult8xRsWlBZXv8Tyo2dUjgtlqluKdmSHmfYstF+vRXwVdcaxCCm0XKGFj9edS/5kY4skt1rzrfFKtmd2VGPOiqh8lBX+ssPW6GInj9FKGBi4I4Fo17WxNiRUAOqLHNM3wC4gVqnaNP3lQgSrk30UA6z/mTFMxmo/Pfkj9k05AmkCWUGIzjVDcCLlAOg85FdNpvkwmJ+HDH/4sR1mFSRIcf0qEwqgATb+osFfjKPFB1qWWOIddPMpIxh9OgvbnIz49NI9eM8Lu5Mn8trYarGvKjMbQSu45nkqYnHSEnCD7XeCKDBi8HE9J0clnY0h+Y5x+EuuAsljeoRBrKG+LO2plbXThZJrmpk1Gb4qYJ4lsXztu/V5K7RBPqcC/nNmqMB2BPZ69Qm/cd9NBx24bkQV/HcOu+8o2JmHuJA/cwkt/qt7EqTHdStWtZin+JXiPH4rhomLl2c5e8Jv3RxcK8q/s0CyCKBTPNxoQ8zr7FbgPiUDXUEJJ1qzCpgboL66fJfSsOxNOu50Gfvo+AnA6R2JigUZN6ivGviJTU2RvN4N3x3PkTxrlrWfiS1JfZr9ETlKO3gox4NpcT+arVVBgfZ3HOgOarq+9Tv8rTHLPp7LjyqfjkZpn+6Q6iPROOgnhFZ6YvZzrkTA58M7UgSN9dalClWVjH+sOEKmBhuPSIakJcoT/27TgC9LaoB5vhRCHhawo7G/JNpWOXI9u+DfFVNJ5tymIyOaQDS6pwoAYXyBANJyzq33YPgsBHwobUL55Rqy7YYAIU4+DAw8AIJOW00fygfkp2xrih0FVj55DUdrg0WiP+l1xeCoNbgQie4V5EOmidYgWbGVVZRBhetn8SSgAs0PlLXyOwZ+gs9RovDs5g+maycPom+o6xOl5PCmgkMJkc4cy5cm5SBnem3Jk1vepzQzh8zvwMIvTOl1nRjrukWV497oFD9kzi/NDPzH7i61smU5jt++i/pYVv0jMsfPFfMOx2HIJ9XsHvGq/+5XtTPeaySov+Fma0lM/xHnsVzaKDIHRRA2KCKNODFykJAWVM0FmRyS1okAEJWDSgEbLsIrcfp6alAgEbcP6aT29LxUTH9hxvuV/M4xBQc4kuH4jIO6ohQFCvZZmxGqhVpnHp0GQNjMHbnIVsZ663TX+mLIDhOt7qUOKPHJw1r7TgYoTCj61rRWsezuMCLuC6Ccdd7PaLYcQIgxU2MfSSz2yGKp0XRQ7OirUSPfXO//md1Sb5pOB6+T4v2H5Q7Gau3DiOrtOAZft0Lr+NtOK0p7W5cDNTwll5pz2gtfPB9UkW+BE/HylpdPyhtZvkCYM1M7bAUTCUr4BxxwXxVsnyN1WyTHqRbWtqAnCvGsOXo63jv+PePvSSLAoFTZZ0qeg094yo99U307w1G4w/tBPlKMxndSAtiBFXddm8ECHzU1+fsvELkXXl3sR6CLeYIjkB34iDtN781pcrKrFhhi+x5r32zb2HNIZ+JjOySymOf/gEyn4CEguMAlytj3FdqAdmvYDbxe9CyMhp1hf5PDw5f3P0GvLNtOfCykzGd/uVJSmAVZlmm/JF6p1AUSpGuBIv5zSHoe+f9h8qc8S9gHZJaGZ7rXUv4/cLbz9naqhP+/uqVbVbQxdKDIFzm/04rhdjlBKZ3m5eO8drZlsOLHjdHPBZfe2WM2RRBSOYLBK0FVdAreA/ae+Sr6+obO451sfMxkENaioUeGB0k3fTCJd2XUZ8bzPr2OLiFJpXK8heSJ/wDUAPQXNGNSQPFZjv2qNsylxwGOuM2PstuiwQYc4Tmkovs/zHrkLcdH2IGH/oYYgiG3XRliYYlPa4z/Bkj9aSp8HsAa9n4vEr8SgVSLzCUUrO1/sDaptr3QW0V3Vm4kOpcWdFNIBUPXnVtaQdUjn5VbBG8suixFVHEz4zalZFxPA7ryK9cfuGtOqbd7SAEa87lllgo5amzr/eBVjDnA/RrZgTXQGc3Dh7cOFm+Lz1akmuerm/0tpmG+VawypFXMCGI+7EOZdl9qI1peIRQ8QrqSiMm2OJ3EszqeR0hoqo8eLclfxRjmMRMUafWftcs3FhfxI7M+txkhN3WfBPQJLcgNMdmLP9MRzGePuyzq0MiTTYOOJelkAcnJbTvgiPMNhILCwYAWAEwx6KvKhGOexKkxZu+kZORmjbSrVKWH78zKFP57Ki/bYG9ZzifN1U3fLxFY4UMo8fyUqvPD7h2iv4KxqiL8aEXdL70L7uN7o9jghcy3SpG5rMAzZCw0/3FuJnazFVZ5viutQQ5jHF+CCnZV0JgSOei9hqO2Y736wIAt2SlfJ/J31Sw/X37unYCRW98Ybn8YB6eCtLrisQBC3IrbjodcklCbkqYQJhGzNSD0kKU6+5Cm3BeEDj+OLkCTzGZzH7oaJZC8haRyYDy7w2+J99dVuqngSxw8iDLEYwOEVprguPVASi2PHvuH1Nvz896vQvhokhf75ReUrifOiBvo7HVnK8vC2kHqH4e9pYOV2l4FuiEuv6DmPzUM1I2EkSEZdDCXDNFcPdEBDxzzrrMkn9DGAD0N2Z+IXBtIBxqXfkqRg05x1YiGdJe/IXP108ZsbxA1s+TP+akxw9e02z32EW/J0xsTAdKjRKFZeVKegkTNEE9oFeFBDHWBZTZH2jHNT7FCMwZm80Scxjf2kLMScpZ+Rb6EuYRaPHqzpZOAFaxRVVN2Msd6OCBzTJr2vsLDKz5QhF1wSRvjtfjS77ueRpoN8Cr6WnBFjpo5pHaOJvZi/Eh+8nxNvJfIyvpHG051yQIbaTOr+cbOQP5BuTLyVuBoDjJ5jd1AF3bADLAOc7uHFAuFqvL9MKF5mp0HEtUlex+eYxqgMzkHBwN4W1qrZdA1/Azg1xuZaZ04JYA62nI2z0GOKvkJFPiXXGxtKVngYyi7Hzs3yHaCxEP4ysMYifxPIRUb3ovuU8NZ40Zinc5YzvGt5QfG8WD251+tl9wXkap29qY9AxkaP8TjZz+LYBGYc8t4HzQ51uKPFuKiybrI69RydTpK3myzAAcU3ZvdcRHvVref9IL13POYeMoVjEl9CQu3ZUsnYnhsp3m0dAE5h/1cX1fXecG9+vYQz9GtsxzlPgPPEVwIZmDzYacAIl10rcxm7rFmH36bhCdmKa/Acp1ZXIjW8vEpUfEhh359xbVPddL/7H16Mdqq5yqLZtWJd9Y4j9BrXB5dYzYyUTogqz6PjykAccJigqqix+A0tUvKQToSKNJdKSZ/x7f1PfmZWIGbmGxLycXz3Q+Pu68EY3X/SRds4U5JLT0vyLhHu2MMMgxLFQawNA1i0z0aJ1TDOwOS55JdAbEmILl6FpxXMX+95Q6YxF+hbLdj3sy+oUhH8hEml/ch5b/xF/THydpPU2JGm95J3BrJBkjaUo1Fasv/uctM3tL5Q7gEMEgw4TH+jwdH11MMlNOmi/40brZtroV47LsqSk076lZTjvQUkA/p/HOaSfPZyJWrOKfmWu7eyoQ1eFjR60iU6ZnfcGuwXdqYkG8TnYWxJTu1BzyKeysDXR2sOXjH8GH93/OOUK27TsUOReEvxVfNZ6ne10ezYRJqA5wxoT54tKRr5LApvOY3VWDB/F2BCG2lOLqgXALn3jFDii+CVYfBCgzgKNbyNK/oxwUIIvI6K2zipNKlmFYBVt1BH8PZuYGoOM1+QSbNuWLaBhKHIvOkyxHrYkxn/WSa1ITm7SfYk9PFYhE7zkCIxhWM+bIDXEMBmURjReBTMZmGC0P504tC7Ib5LoH8wUQNQQR97iUnJrEGYDc6nk2pFV9LKZeSMreiYa8twRwRx6Fmb6fb5v0ywiPdCzIO3xkgf7tknebWWBKF1UG4kLd0ILB209omzLwxq7xZIBVDnCXx20E9Onhq8A2UHY0maxgZLGOkJ/CneHGQPvlhD/yuhsPSB+D7AfOvlVhknP3T4No4gvbKpr5UrVr263yTao2RXbyY21D5rbsDHzMon8VFkOKcOhyZL1eLe8un4OUGH+tkOf2HLgJs1sTBqAdCvKGUYgpXikUtEI2qKHANRlB/AVKCmTrMK7KACxvj2Rf4YjZV052glxw3S82mDVyRQNPSP3JvVsX8ncnOFlKgkE/JmWsGRqMMUR98Kk3IjBOppRQJ9u44zHgl2Xfj15D73i12WC0iovwrOw+gB7JP7h5XntqxDlh8rtWw5Hf/lG32QroPT3GIs7h4CC5BMzczpJACOw49yNcmm/IgSeOZANApIjZBLwMcByTsiEPkyeR5Ff0eCqmMfG5J2n7xbJP3la34ONIaDcBGcPkJVPQ6EsoS9CZ1j4m70DZobBm20jnfFZioX5mAzgCMECWyQUwcDtKLmBrx1suy9e3jQHyvD745+ZlAJMKB5oaxBBatOmbjLqNJs9cxwQgoOW5IM2qxOI6lqX3mnrpictrh64Tk04y3vjRWUMaXAT/TgjR7wtiTXs4it7/7TK9ja94ggPrRISWQ0yFRzMSy65nJuLl9pwuMkrSTUlHl7VNFTECXcBjx8JWomc0f3Hdir0O5u9ZML951LPbZjSQxlNH2SFJrIDicMF3p1fDk6drF/E0r3dSvwImroOZd3osfgoji42ewD4Cta38HKBoPRrF+asvgaX3W7r8f6HN8f8e0rbpXfBdgENUf+O+cbF+Y2NcuK/xdqiIpDqRE6OzjKx9yu+PD/roHmnxWVZkurS9yNT5RSwQ8UHQhMy4t67j43KPRGkvuTckw=
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