第二千四百四十四章 太yin炼形法(3/3)
zQm2KaHDvPpqCKaDANp+7tEQPzJnCtF/VQ+/jU6WY8U/CLpgSGm5D1vtWXz4X45iA+jyLngt9cjrcDgplZz2PqbGhWFGGELbcG+STyjYswLTlhkXnYn3dUvuxbOhLJiZkoGcK+p3LJ2yREJanNqeFdUWCrJtVue9/1ko5Ne5YaKTZFkF1Uu+oM4uOzg+Adw/elwUlj03btkTTuCpQJ7/fFwekpZ1OmhzRd89c3SkohPSgddGhi+QLitM8GpjVp8PNrESiqY7FhPrWXOY8yvFeMB2veJl2aMFJzS27GEdQa0m+9DJcaE1uZ82B6jQJc1TMpSd0WbYBka1PmkRDvg/sJRFISZ4nVYZ0CbnDX1Em86eKjvf9VdswlVFWVnsXiDcsnLx9nHeKMm7hW1PgoHnIN2ZqrB05iz7dv2H0pUqgQA/esgvvqoX2uAlU69lYtUQg2g8+GSgZD43PH0vuaXE7gxAvmT05UiP/ULd94rI/aL1yZ8aPyn9Cg+R/t0OCloSDePtubLcJJVfDZzgTU903g3YG5BKt8neCDWiBSq+BXaTKd20owbFbTJyuUWQwOHr8agOJRU8AobkyOnPyuZOPCgKEVin8C/buiKJA877KDOZPkN96FcU7UFIUkRI0Gavd1wXvvfgEYOZjRFWX67HwGg7d+aZ5vdGXg+81nOgaZ35H0heGhCCk4Rle/GyIdgbOdBXftFfmTa5Gaqkuq1zxANo7uoQrVkgm20KYFvJZ8n8B7SqwCddFZgBC9ZW2QKMBlHiHfoQtG6ynqmifEceQwuJtrpDzBo62H2thVdQHorRY5E+PhhYawIneJGX0azye4Eth26nyT/q3wGeL+7QcqQwPrSz6fkwdaS48L5Wpagned+CRMPPVXttLCEr+kUe5uReqXaKMZbhQykGhS90rkHRIESBvdB2K99pmLfcgy9mIgISlSZ9epkTmS/855y53x7ly8Z1jqQfEGqWqboLFC5oJ1b+BttzfpUIUUs4lrTP5Y0PjWtfjoGwqkwgwVAiWNT1aSgS6SjV/1nfAQqMsJrwD43LtgyuMyhRn0FNKYePcYxjZiVXfjBAejApwCPDADMkiQb7TmbRFCur3v3PgeadGsU/etkWXJGIIDlA1MEQWACsvost15wfQfHirLB2159zWjBR07H7E4v8beSUwrEtGgWGqTC2hXaLQUngBzsppJMxKBLfiyp0mGE1pWS0Ovdf6RkOEscJNg59jLvBcDwnHSjEqezS/eqedLeVxLsx4qk9RQgTwzB2rqhfQk2KpTYa6JG3p4fGshTQ/cMuzfIktab5zm4w76yg9okIV/YrBZ6bin60nWHK3XgVs9L2h+tISk40ejaJwWSe0xArogt2YfuHwfnKr3UN/nClwgxMYVPaQMAhPeiZdYdD0sriF/N/Nxt0AumuXgEYPbHxedbMgIr6VbOY50lugzqdHYAU0n2MaN7NbW65k5aCikka7dLHCc90QsL15lZ/CeHy5OpEYrQOYbDUSupO2erHjrMeFkg1gXOQkFCwAzceeLY4UUufWWkxjmJXH2sowYl1przuRW7D8Yko29xd9kLMDO6lNscI4GE4P4HjMW3wEnlnSBgnB/h+uNU3ZcxtmvA5lDo1R4Th4fCNyvnnce1D/CC2MRP19E27eC+f/BSrDgGREeJ2ugvDxMSZjATaLoBotHtShSe+IE2JvOzV1/D4DXCK70t75izCVGkouZMSaNrt3QoeoZ7xPKa6GSBLvulXVBP6MWOtuFke/nfIXBD4qGiN/kXMDzrFyDjueSi4HY6I3gKpCc/j7YnTyjshspZNlBm+mPSuCsceD8WnrIZMOBSnyQuIFNt7E38Xdx7qBzba9lC7JHSb6GeKUcpdAiw/ZA4QZffZJQ14Ht7aaCHSV1H01xzyPU/E/ADcIoeknoTIWg8vtiUA+3+lHHtZ/DJxOXbOpXRWhePebwopId7ZLQB/syRGT9gKDaEFE+fe87jJNUQBLrah2CYGa9PuiUzp3iEC3DjK1q3bq2zkbxLGz4zuu+8J20Ya+iqGdqbXMnvTm2dA8Y9uEiPB+z5dGI9gIHQZB4wPcUMqLCAGoljI3nrg8JOaOH0cU9HvdUcGq6LfT3Kf2CSNR3xk4O1vJOcne/6Y65gC85wKeId1Fdit+JjHRI2ZcAP/qVu1npNcl9JebbtyuNtHGjs0y/vuqjeP2huuyzjZxnKSDlm+7pyfynOcWiGKlwJQ3iuMsTZss5+Ub1jx+W584gH5MbzsYu1z5M4OZjmzk563lubEIZloKq9VRuEIGMfSdtEurbvfqleApd1YK2w3p3K9Lqd+9/Z1jphsf57jMp7lKJWMNjUBoxM2BW/YxUwRLa3YnA3APGcp65S2GYayV3SZYszxfLRbZX80In4FWgj5jnGp+NUcgVuYqXU73OFEBLEpApP6eZIWUA9eM/Jn5DIbGpmIH4XmhU77YQmbp7NezqEeq1Ert9AxJhG+a/TrY3Lz1AXwAoKE3FMNUaGUKob5glBK5/+2Ta72q84XVgYZ+P/8tYjSswYGI/LbB1eTvEm3lBYWtAEivs+vjdFfbqClQpthF8bH7Ney+j9BNK6kXgagfu88APTCue2oXOaDHYanNR3QRRQxlHGstxuxyq5zWOuAb4l2oGvRavNLSrDyvaVXW0yOh0qz95nZe6jQGFPvaWxS25tJwOy3u4I2mKZgTA6nRn0S9baqBX08eBope9+D3F4AdtalNox2xDrmvPkv0f05ANxo5MI9RItzTmcNRb4Jfj7D94EPwq5DhD2+d0ks9oHJWCTLT59IbN1xItJvoApUNSCt7bDNSuF8XaWE0FFX0Zh1qAPe83Hpuv2TmvQG06fmTkT1Tv2XZpOiQJoUNWJf9vjxKpkccLa1mMsMCyCpqeJQKJBGVkOkIDHsiTa5+flO25ru1hUQudAtfiC6JilNy/pPYIElOK+YR53hayp3sEZXEvvJ/vDd5bPfj2xtj3vZHk5QVaMiDgkW2sdIGLcaXrSsYSznm0A0lyGDQ2zYPzfrLkNVkcdHv21EKDAmttqCK2GeuRAga0YIwhwxexbhYmT5gBKNKPh1RSt52ts9kvsRDie8oYQ9tvyKQ7t+CoQPHYG8RCMDbNYlpFjQZ6MxvOkqpBuqa6ZgsKigR5GN6IkmqCIGBAYJuRCrNsB7Gk82LTl1mLzZzKTij8ztUP1/tnrGZXzSHtLxy0oOsVIDXgnOkLCP60o4DPbRHHKGSpfLE+UrMU84oYgfwbQhCkTm8Aq2HgMPW3BZV5c7kGeOyNZI6TyirFOMkYGv2TI5VR+a0ci7Rt14xmK6UkBNfgK/biKu1YLhpqUdEfy/BpsQp8D58V4wvaeiJ6e5MGwXN2gl80XDWHsIR0xN5wZxW7OqaNLKzf+QY26ry5H/vvn9HFMyo0vekf61ksOvuJ3hupGgJQPSWEArM/cZvlEbooEtwNu5f1yBR01xYV7OfmcMojHip5weEZuu5KfzXsvpMc7NDOQhXtygyxEf7GBbLHeuE1Qgu+AXhn4lH6cLlF07LXH5M5Ko6uN1ZQ9TzfKybih98T4rBuiJYZAcGrIiQTFofF464daMMwOfJaRggZHAhd/XbWlNjBrUlS9gsjP0aDvb2NKH/1VqxTYDE+VBY57cE0fPPhLplKKMZ6oyadGkgZ8XGXN+fSQmEOgS/UqsJb0W7+Nz2x9gkL7M7NprZxYIIinoD/sIZr4SvcYExgLgpJqS8Gmaqp4a9n6/kvIJIv5FMGoEJdigC8P6l5LJA2s7P60eO/GrYp5mMibZmmXaWOwU/FkuUqGYrYoV0lgKp/N0bkv6k2MgJEvRQ2X5Qtk6FMoH22vlf0M0TORY88gnF0MTJ4oMjAjAIEC2gtLBi5jbfWgWrv3cU6yJf1wR2y11MhqlHHh4oT9rnZ93pLz+6TQryyyJz+wRyB4ZHiTfqcoqRWbdaVV7J5tbWp7jt16zPDpy/VQGFco61An+5lg75HLgWMn2uvcYAn8EdIdQJcn5Xbq5FsTj1xlI4rNoU8gv+oXbOGcXtcAmw+TEpEYL9Mpr+7Ibax+DtbkVX2csJS2V/ZaoXcqt5gJiuRH74Q2QWHDPscVjD6gir/Of+1w1ep6JS0QCrd5m5P7xRu5A6LbLGveDs+SYoYEXWidA+35rEvuN3VI0aeSypUmy8qHCZ/Ir4Ho9LnTstSKJhaPlWOvaW0tNtkUahhRz9Rs/KrG/aVbFfcdQgNU/Y57IWKu9ZZfzytbn7EDe+ghRNfY2hrKZUJooVqW0h0Ycn/+HNmtHyP6dQVsQSQk9J/rtFoN33YtG+nZSLRuV/t79+MHQEvNSLkxCGi4VVXkIwPaR3lO+lFNoyi04lklnYS6Hi04lO9fYgPI4W7yxNWE/CAtPnoPM+2hCYicg/CXsVnVDzEKf50pJ8EW+DvHce/I26UNLaCZcHv9wx3jwizMP4E9gMyZGzNDzl8bvjEX8Uy5KZtHWRh9ThHAM+FWSEPBBzl6CZJ09j3YotfzhsIaHQP8AM/ozw4dNa2jCIOWT6MxCMVuR+oiBJl58eBmQEjdFKA8A5Vufkt7J/GPImiDVlTbPYgohBzd56dmtoymJUQmxUYd1HoxEe8369vIXdSl0XmWrWDq2gwXVACsfznqQGZ65XcwD6s7NFxCYx1gEneCOpIjYeEBlgqYqPhUbfVI0eay9CzsKkstmJuofnMMDn3e8eqGUOdrkH2ECm220Okd1xrPZKZWkgJ/zimbISCzih3tEHWwhXV9LY7xuMnA6k4FkrVBrSNitn7W7wb8WOrf9eI/YDh8/VM9YmDm1NzhPH48b17KwU4uFQHC8ZHfpTRWvQY38+eISaI7W5rEy/IIhXvU9YqzLHALYOULMu/fQHL2a/GUcA736PBADnLjhpmWOlmXjvKuejVG2Tuut0Sa9RIpZoxlSBghRXZQ4onYdxiWCb+KG2tHWKqx+JoZSQ3QMkVRXcQFvammBZr5xIb+XPvACIU+N899nqHVVr+OKfrPlWvvPXreqR7dDUrE/QCPN95Upuzdt9fUfGoIR13UJB7QNbJkgqExH/HvOyWqE5Fua9qSYDKEVrKTav5uEfctqn92nifZimB/7hx9HZOmjVcCDQmGSwgAoKYhhkXD/kPqF39eIpq+9cUYo2nlSpiL/SWRF2YZptRvuNDhFlNt5P8F/BZd4XytVdlJNVPCL33kB1M8b+rt3rrG31WVhoXk4KQUNXvyhmqYjlTTPeRcEEyGrE1269yVfnM3pEfzejSSMOpbtV8wAtl5/p7AHlznb32MJacyR3PohEZUCQiknX2wzvR9ZpOGdEaE9CgYdscWYPw3lj8PTOnFyfmKTdzyGLMLtI873mLV23LHTAu6ZCE0e6bvovsiHMI6YmEDfG+VoXXInks/3NSlimWdyPwyMS38jR0hBr+V3w0vL5Hnfkud94BaO89z/nkZFIgGN7VdE6P3ehOj05OZbaXsrzCYmEukt/qjx8J5c1+4Qdw5xwU4aKWglFbVNWnyn5TuB/RXcwNfs83DAX/FI366BM/ImAcVMiEjd2/Ikhau5NqFX1mOiitWGepipEFkEA+lKbVZ60l/BFA==