第191章 太yang是否照常升起(3/4)

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Lrvx3aPl7mX9IV7FfivoURRyV/hz4EBtz0ua20p738hhddanYqMtU0hxZTE7GEcJvhpo9dBXDqbctzW7OJieu3ZIXodjPWS8fqzQ8Sv3ZOMWJNWyJm2wcgbR7K8MSkwfbcHUhyYbL0WfUqh+5g37AUGiUjaUjTvbwdizqiJ2ANzOSIX0sOJZJBdFHTBtWE4glQkjGQsCLmo/Ch0//r0KOzu0xoCHUD4o9oRfo6uWMAK8b5bIpDv42w4PF1cnjQXTBQ5jfW8YtErWxVJoWWFlYVkHZjTFDkVs63dTaalOBfNY5OgDZTy90hsuUFTRwslURgmzRf5u/Fgsk0LNv+Rw7CZcoD0DQnmlP1OSSgDUKPXEnXXH4ejBRM8Ev1vBy1tAg2oBja3mXW+YpmlDscuBd4xnptYgGDfdY5mZOYizMSGHFcculw1JP1pNXr0YttGs0pyiQpzU3uiaDkML4huTVPxUnyCPwK8766VmOYja2A0+2AUaOh6eXXEGr4yl7CfdH1CNayw8JWARdjBLeZ728HAugpNWe6/x+JzBG7dI6S4b4AA07hk6kAFFhypdL63OtRsVIM5u7dH2lA2fZiw+znpdAmB5Zjt84miRkAO4X3h92DmOiQjJcZbBFG7VHmtRegj7YGG49vVToJJGrgP62o9PJ8H/6DGbvaWTeAKFgokSlgqxmYtwbaoFo+h6IfBcF56ObfjD/5qkwWiUCj9MBDAV9Qz3uur3g5LAEvd5LToGTo6HrZHV9fmLtoRWJNUAluAVU0AwvrB9EmuGKBfNO3G28djo8HhJid2vFHhPctBf+QEffvjYxWvOmEccdzSwPphBI7DmnQkUxQFT7Y8v4IbohDNDCiJ/6zmAZRLWmCoznTQJiKt3ctkl8P382/VvV1P4hd5aSKzN+nK8Sz8IlsEDYV6tIh7Hbn0t7JCfRjOBRp8LC/rgACIOUbx51kiMRvpyX+0lIj98z7b8Eef0HdS+90B3Wz9LlZC8uJWgmUUj+p+yNM7VmIenK6tHC2lYVRxOLPtkt/INVUPWbEH01UI/R9VwNnNN/TfXarR+G9jWcfGdNPuy2iDvbBcHg8FGS5WufXFhi8k6/v+jKanwlrHwVwwcOeuWl+/7HOWHMNoIg5/WoD0NEYGYQfzMJKLDepoaiBOEnA9f4q1qIHaHsYZk16sUWihJBGG+Zj561cYu/pkXgATRQV3b3dx6TS5LBUOvKJHHdaLPSP1x8MvkhjFEy5W7NFFZawY9PGGaXqheOzRTKxiSz2X8h6XRbAvdPVXNhMfYfHKdYuoElFmBljlp2W1Lr4kr6tdjzXiMbaNhQh9yqNzXHhJDTD55m0PY/dkS93qjfX2hlDiuhyPSp94iHzXNUyTSipleVf2koz8y0I1j5HRl4sh9xym+MIz1X9nUKJhL8MhXXHnnkENnshxNUd/y+zU8rlr+II1g74VA7dkVUVDFfSds9ay359UoOgpDkQ9uh7PMMmFx83EWoDEGomTiROrbuNRvUG2eGhbNsjZt9i/uZc2oO13N7GUXt/9vT4u85X+q0qR/21sKTlN57gnlRGJ+wNYU79X4J2QToN38dBSnBTKR+KN/LGoY37bloiYs9kd9C0vGgNmvab3hEK4JonGefPUBojlil+W2Wjb4PM+J5EOJC/On6xVgfNP5DkQyhBQF5ZzbJez+fSziTZ/5kzRGzHHDjPyCBpXda+q2llhci0kAQEeh7+piIl8V9MgHAgFApLOhhNqXTgBuWbvzFXF0UQaelv+86+JGZFRQeNSzIEPdezeGShRGGV7ZfsirVYGRJMKcA1I995fABf/ayAflPF4bY1r3hG+758lfnVvin7PF/hBGYkh24Rne3eg1FxP3mK4DqeYsNH5S5U2XvLsV8KDyw5Zyvh41NeBApaFZ3UyVztFOeacQaF1BYSzqHExovPq19hCiTpRlBbJAOO0t+WpMPKDfD4LfRU2G1enHf2aVsxjaKVe4QZw5KymixPkX0qESvjtkFRN9aP6AemsQvGlrmVxr+vj0/C4kH7kK8wK9KilrITyGujV7ACHIgni1nyv8tO7epmg7tE6akDOlxJNOy84ifQpOP2AueUzhZHCmyECxZKZUUGTh0KD7IDmYItC6J3Yp+KvdQx2i8KRBZbkBFIC7j+PtjtVpqi+UGwJHRp73FMvLo9as2Unj2Iq6gcvAd5F4eDqvSeIdpWuRH4gyV3ZikaGKNdqUzP2s3mMGZNDqy6LgDyVVPedKdzlDFaQbQk2zZeyr4hRw7v8OwKsUhZpmxUhN1D1beVomh4h5SrdQvzzLOdd9lonBY680T11U+8apFKpilmtD30rCcLjDoGc3QoI4rO4D6WU0ig/SK1QBPCsWzdpGGyYivFBl4RGwufHKD8N3ebhDPeNJjVFq2xBpXyG32R0uxoFPqYeIWdyg8+3y4XhEm5wX5ZAR7C536kYDo4eSvdc5RnjsKGiZgKAVjthqxAVt34K8z7Iu3asKjxTgXUmAOo0wFIcxxBq/7nrfICxsAcVYuSZhFUS7VRen8xXiZ7XZfI4rltBABR8OZYmAalp37DoYkLKynZr72a1ZyGx1KrUwql1VycqbFEVH6Ulp4Ekx7FSYM1+CzqQ7yRAwvbu5GIMI/aANWjHo5G3zEPSn9I7j0TwD27qXWbxanhstjAGOwqZE//Ucmh1S+xCSvGGF/nbYwil1NwIuyVbsZGSCtixJlE9dw/VsFTl6Z7yETRYx6MZzv+cqjtq2EbYftMDdjArNRF6Ljjp+nVBy94cHhrD1Ni7qOKlk2fy5LspxanbwlqX+HkpxWkFZ9z7Lwm3wlKiEkAVjtvk2KUct2y58KpEvRUzV/Igly7rx65CzVn2gMoBpjvE53dKztfbOyoG9cfxfUs3gOQSl/9Z+hLrWqfqXjjylrkllTfSyp8Yk5Oi2dw0qt46lKM9/IfRrnQj0hwd0TTsXOV2npnC0MBnUlnsNRtdvxPFm8gonzLNfaxcyBgj8niEaL2Zui0rMXn7FNcpsQiAIMkW6UtLOfMtMhIr5K3lJ3ELWfAevPcVbezOspBG19lwE9QgeBBcnH1KMdc22SuCXW10Ryypv5CuxVPS1gv76LNGbwbbuu+PXc+z7xQqPnoXVm0Gy0Mrj7FDi1mTjSjclWWlvmnrZo4Ofh1oUxzUsRjySrP+7ZZgA26uQ/bAsu27V4Z4hxGkB0UNf9Qb1hPRX4FIspqVbs5OXdT/oUW0AX0MV/iTK8CRs0ClT/z8Mw6BHRh2lnCAcJ7NkuwHhQcqZdhSZWeEdPpV4smmuvKshoxxLM4sH5yRpa+L5xZwZRt8zgFK/6WTHsOjYGLoPEWZ4k0RQuFjLWRuoW3NkpSdgyRGp/pN48YwncGvLMvyJNrhKjOiL0XFpanR8RWlDKkuOcuE7kAocU4UWRuKg34U6gSWjkvgBXiKVFBOug4P8KzexH49M8Vym3aW/WYwBKiATcxFicU9BLYXVeIIsEh8H4UFSUq1iodlVjrlRcjkcwpCJME371IGADb0h40k6AfeLU7KyenYQ9qJ951aG+JySI/+pxop9gBZIJme2cF2cYBs5ZegMDWvARsUmr8njRFP5mqiHNjfId05ThPb/UqP5XXNk6xHsUqa51EHVMXWVdQKQ08gFtmaicbfn6hAtT++vEqBhzA648LnrCglgfqdWW6p33aYuTxlq/lEnv4QNx4dZOdLcbGStzIUS9sC1N8+AfW5O+OE1lfMFnR16b9UBSa4EGBUwf8vfAtb9n1YLIfT5gFw9xQcK9tcWlCQqDjll24DXx3mA18qDyYkZDxxqIahCILeps1Bbjt8NE+2n63G3cD1yim5vKbJ9K9uJFz86x3cZ4U0n4NRzr556vzlhGgqkD0pIig3mJ80XBLCD8X82+NHNf9LB5jMm9QvMOyrMe+0wYX5wy1UBSbDk+4KDJ+6cKAsrBAa2yL5z2wqnZ+S2VYdffl8W+F/3QWry4660aasn5/pxHfS9KewLw+sMm8OMcBdTz8paBZKyS0ImfWF5VPzulSe3H1SSbbfW6Ei0RjJ6HpqHWjDXIAoDuHc4RXr3eZgO4fST+PQFCLAil8C87Bq+szXOZ3y1eu+/IuNkQ9TSdooISZiHc7EARU2hS9clV4yjzYhxz/9zKRr5n2/imRPjzXPOOjsJrinJPgziPcPUO9SB197xxnRr0inMp1gmpE4F0ye4zHdPqdq9feDDtoXCr4ypclBTTRFEErFz/5F7vV0aPRPdKMEUsMPoRAZHhlGrpS2/eYN2DFRaD3g9JI9BdiMxrHQD71QBtVXhsq9O+aGSyjIxKTlhkOgZnQJQmNtFlw1cs7fK2t7hiV8KFrZPCa8eqA17MgiYCPIyIpS0JV9thJBWp6leQDjz8gGekhml5I3igkRKX/zahlgKBt5EdrJL8dvOczlxuHp3NQFYyMMTH7jLv3GE0Ar0g/o5JA40ODoj2dS0MT+jWM3B+6cY+h2IzpLcxx8CCmhzpWAaXtzv+DmBW7P5Z3u+I+hWwBdie+3SXPLP2IWKsMVQTBVCSZj+YDgq4RyPl6RuHV3nZNEWlvu3yJDFejPsYM0Di3LTHa+0ZLgGucycixVgQ7yndkE2sWr2f/B4k857DsfGOXsOL420UXKHePEW/2mh26ObVGFHKoJ+gtb/AkiweowTkDf0FwqSErm9TNGaPMm1Okc4MyZIcEV0IqBAPRI1Rf/Acij/S3ksMsVR3ZdPSb0i8Ty5gFv7YYi6Th5cq7ORaCpUNgu0ggqYYF3Yc8wE2Fk/LDZQRES8XrkC/Db5R14jBtSa9YLR+97r8A7BrJGLq8drHS1kbe1lQvX1l1XFiz8/lf27GPJrivFq6xcv2SNQbw7/jhtxEl9GbZTFw3Dmz+jkOTOiqvGaYr7/d7nj/FySHHjmJxdiXw4/oglR2OWBeZW+mrixXkCiXlam37uURswvr4tJGkGz+qHKVcEsMExMVXlcs+vVB8Vhi5CKCK+ZKiCJuPjUpZ6NIBb77qmySye7XjgDOq/In7RRGwekddROZLqA4W48LFPT3FO+dY1dYmeiRJisxczckm0KVe5/YXLdfm3oL/6GQnx1VzaDYaP0z4iXZSEOR4c0noo0URhpYr8F3Nxi6lFKGddHLpHcMwemya6EDwSoDi9x1yRrbTI1VXEmtml9qVr2wHVwxrGg3Wd82+4EBCLdv1OvKdJ0S9tG6f82vtG2s6VOjHIOrLg2upXVoQkn+MU9ZPG1dLsqoYS6EFeWhE4/4amp456PDORZjkQ0vn9Se5UmtJ9A9j9ju0ZA9jBKjJlaUopYgBukhofDRtshjS40pizjV6SStd0kNcf0OM70f/6IF+anxHl3aQHSIi6to3DQ/dQ0JRtZ1ZqjZXJO16Jn058XxHSND3sa/NWjTfZ2/OPaq+fTjffBrXhuPPfqkzGkJSbflQO5JSmvC/o1AJ7f64EbJz70NKR4NeyK3jbexF7rzgqxZ0b3rCjMADvm1TEBq3xjY9uEKgUARGfG9ETbrNYxIGIhdHg3Kcfg3Au5AQl+jbR8q1Dv6X1Kl6KbEPncs0FNPyrl19HMbCNEdj7dGCHbW3gOdUzqUexP+4BDJL2SMtL4ywI3P0YaMVcogbOBxs9l+7QGPIDp/ZZ5JNP6MxfXz2tl5oWpy9VcAuVJwwXdT1Y=
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