第二十三章 随缘特xing(3/4)

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kQknfe8qjNEws3jpTlsNnOM0+r7+edVoOrp0kRP4WipNcvx005VaiquEYDYb61vNY6/7dNMBNGoF0wYYBgkUiqiJ+6bAk6XaNfbHniWlO7sSGI/xzGLrsFuGbSPrH6AK5ksqsOWBQqJiiwcbecBnWgmW1KuRkKJPB4OkLFyrVIOsGQ8gt940SsJe/VOBR+fRkrLsWhMLMvm0GlYHN+iEgeL6aCVBEldlBQdEkzlr+WsYQqhFn/ms+iwrJZWqKEfo9mqrla/nIsXPDqQL7GpKKJcoK0AqJ7tr4b3IGOc3cgWIiVhZBN7zo3XMJbpahRvRWbOrP7Vh8iplcniQdimrov5pf00bA1NpV4hnRnGhRFVWFBj62qUhkd0YJ0SrvWLoEcIMg2+J/89WZrZdGxQGhLWOwWlqhJHh5F20+q+1g/A4jzq0medlnlGsR7nwztrg4LyIqMpceZwSIy/c0hs2rY748FSyJxTlhmoKZZj84CMWYbMKcqYFR7j3Qb23vdprBhJVnLewdOTuhMDTRb8E9/foXO717OwsSZEWM5EInzN24OMmICTd+VxoRO/V6k0kBdR2xt9wn6edkE1A3JB5BwwEHaZMt0e3M95WfoSi29lcw9YbVYs4WXhJwVVtb2Yqw8LeMQT6UoQPhlQTlKhwYndpfKe0sMT/cgqHDX1NW9R/xq1eafLm0PRyjAoAGT9fKpQ0relxu9uGlSjaLlDXRXYoF5K+IdRdjaQQOStZpOgxvwRn8rr6ZScnkMNz/R2roJFQK0azLRuBwQLNTYTga3FTwJpqNELyhdNmGp8J+WdQADzjg1g/YLgdtt6hP1zVuK8uv63oXG8lLAnuN9WsLd2ll5bfSUQNphFYftUisFCY4QuFBQXsTlINPlE1jeZTECihqfhFdifjwuCUcnSdzfd8FSDEUyD93Mnw7ap2hsdXu4/AmRp1oB+o3OKinX5Cs7Ws4G5VwwhU9kzwdUWTtg2uEnDAOpAyYc4is98LhlTMndc9C59v8wmN9bicq+ml6a0CwZGyt5EDc5jbC+Es1N2EKjDFBjHXHZcbr52gDmjJCTz9bpkWHuRMB6b5szhOwlFtSPEBvR+qU0L76G+nSVR96LhqG2YdU/kI0eD2CRzvKv0JC3D1an3KiZ2PYVQaDKlF8iVOtZjz2U7nv1c98sqFRzGRpPorVMi0Yp71whcOprn50wL2HQkEMU17oA4vJ8XEm/5+mIdu3zAmpBOyRdatOMZWo8F4wmbqjHbvXyrrpTjazuv54e7hPMqiP8H6vSSwRxpCGf3ux98YSg7N29CHXsKs4otpaaZPMBW3XkbZoHk5UoHgedKgJ2LFs6mg2fNNiBXevhF6GNaF5vktgs3H7a/3H+vkQdQxlMcQaDBS8+CjkQQBTGhn7j6nD+RlNGMKf136per0UAkvw6Q+bMzZweP98cpUM1+xtGLHI93yAceSTHT4ulBNf/qr2oShEzWFGZdW7mpFF+JvGQJfFdwnf+avRgRCWSpEtNGpeA3PLMt/glI2LCEETCVCpuHSGNzTBcFFSN+vkD/G6q7+doAAgtUqf+j2LWRVPEZoTq6Lxt0SNIhxOC6SNG2EWBQKLa4xJhfCNxWu9mWZc6syvjiAevGCB/N2JhWKARd/hn0uvTiQOSdOUCIR7Jjqfi1X6bK4fGx1qyXuNU5kc1nxA3RalYxbcD4yyzPL3zKbDusCHvp/2PvTxwaZ+INpz2O7gnAc7j9SK7r+wBmtAjohb/5TQoQja3OkVYMVWRbLqyFlCrAm6Sk3bAvLbsOCnmrYGeem44hiC0cCz0N/pXZd9/a85S6KFMmldlIOrO3GBlWLhVwNQSteD1paUupBhmJvVDfU35vQyXkLXp5ntExkeSNbRwMF+OnUmybfpN+aDLlMm1ttBeY6GMxa31PY264caILfpPBqww/CtwvCoAItgSfjSLjr/3yb2CddU+TDfRrUJsBz0PBA52a8LSdTTTJpxYG+MEu5XEvArhKlQXJpxzPDqVP/1c4v7+e3mwhBs43L7SulDpMFdLMDoW4/XYoY/0LwtTFdVxPAHkgQ0VASS/GdH0wFnMkXn0DCvuaxuCCVhkPnGvqmPOP+zef79W2rX/mMvEOT0Rr0bEXngX4WjP02GkFhuSZe3eY9TUBCXFM9kMr8DpVhWlqUS3qp9PMsyyOMwX72Y5M/CNpBq/2sw8jkS1tFOrHWeO+Lend9TjWhbq2uB/Stj7d+uSfHIdPijedNckpVD09HdNO0tALoHABMO6ol1QwB5aZk2KrQwIxF41Gx4R6AdHBBzEDYo7g18pA9TP8vkehmW3PxXj2upY7qE5yLrrG4vk4i2/FGt47RG4GCw1kg6OHwsgbWddw7CqB332qr0UeB+iaPpTs7+0ZuCbBRUP5uGr1YPjwxzNUdAo9Bd+wBARF8MY+w8JsLpiUEIOb8OEUSX7JNR1pZBvOTQbC5XXQSujSBBK7LoML2qG/tMtTQ2qnbR8U1E2SKlygBzDc4Xf4WOFJKYv2PebwMmlZ/HIErcVFh7b+bHsS6HcfEj26+jBJUcu37mpXHoE7dhHMPnb04f3Dw3j08SI7LMcJEdds/AOvdPF8SW54cRV8g4+UTl8/k9dgbkKax59emKjg1pt+LZX7HKvyddtlEVtoa5AmlZSOBcFacbW0oHJCGaGQkclU67DdRgXLmTV1kYKj2djVQIb7sQYWcVbqciOPVnI60zB7u8yQaS+T+ISNqaVP0SpYhrdjYJR3Cwb3TNVFgF34Xq45F7OwUK1HsFcP89noP4gShmTsmS8uFfnUd1KIsdQrhSZphkG7sCuG0oDIEgIslgYfe+MqgspvaXYBYducvsoVG6KKIeTeozgm6hczPlenHLZXYjPmfIVV6neUx8/1nHgBk4iXX3kacMZJHNM/zX1cJV+gpakUL1PjvlPoZfkM8GjhShs+ZBMv/pBO2+jMncHpaSjuwc580ZjIk59yD8vAoDw+YkPYqgKMwzPPJN8BtoihsNeKLM1brlGYwHkKC3TeAHLb1/zUJIPkOOzpPTFrRAH6nry44vi9gbolPAKRqdEUWjcjqxa9vdgYqcn0BSV2yjz5hOzCTKOV4X93na5i080f+uhOJpBrXvSNLgv9gLX8lOCBuGhQIdFcFdkNSY4dHRm0C6GS+cLiMyWoOD6cdxk3hoFloX2eeLJB4d5gHie/rVYytgi/Xoqw+AnzV6vb+E3jDXf4Pq+QeZhUK6cfS/O8iKkZoIy8mbQ2QOcA2tIE5XZ+gKgaxUyOFGOh2zRUcB/9HUhj73tLA0TuDap9e6yXhVtmWD0CiQ7n6VsyfGFwpJ6UlYOrLXx7hzYV/Kv+BOiONaC+1gQrKg4uMO+K4Ak7O6bpSreBeI0hxCUtIrnhPfQ3VwWDvq3IzrULcPHP4IPVoGyogY2XB18XZssPUNuGdeo6OZPk3kO96Ze/D2vaWiEapkhSWmYlCJKAkDllExRrE9YCpr7REV2i8imgHCprAroUr1I0ijQPGwwE95icrppgPfSCq98Hnfw2dxv/2/uiHbsSMv1Ht+re1P4EUcNqZvP6XsUx421UNrAejl97WSxz1t8Yb1Xi+2h4ClnQSONdo87DF2D+JfoTkb7F5gjE6YL1CJHpD5hnMucpfXublD0Lvb/SmpovnGrl7z9MSF7D8OUSVTXp57GjT9kWFsyTj0BCnmPMNJ+GjPyppVEjzw2Np+8FdhjvMtz4dSPAMX0EWhna/otXqLgCLyywAzO8fkctNUKxYjCCFpTCEF/Wepu4OWn974QE6jnweTgqJZuC7gff/shGVx+ujeeMWW961s6kB7hBAAOyXP4V+95uQAPJ6pyG36UkaZ7U2IMngq3cMiWD2jL+Oji29RHYqgLv9N2ty/FQiBrt6IngHkEaQzO3yB02DBfXFbiLRMcZp33NJ2m93qlPn5u1r6jWCr77zaxTyJL82839LwHrTs2kRrvxxiM4mzkIWtpDZAHWEv84XdhlQYxalh0v6paJA6dYEIfgEqR4wG2lcswP2XOKB/wcdJpBlKSryP6DFS+28/HwzPMsoZijWHbzAqz5EEQ+jZYtmfkhU+ehnQ9pCg7joN1xFIFpIigxRuIAHBC64larQMWq4TfnR8oLjtfOyIPoZerMQL1WDinI/SZmuv9kuD3IYtqn0s+sOJplICmzlwXoU0ofruFfK5DC3IRbsxvrKb4yYyt4tz8bGww6Vga13FE/F+a6tiGcbQOHDL7ivkaT67xaHEo67wgvcpNiZ8PEhSfN1V5Wr1qijDTyqgeMofU+ZZ1szYv68iBdLZ0rgiU25I9Jp8xLGkHpYxvJxZbh+aaoSnuBQYQtWy7SQZ6vetWndaoeNLMNy1qfIfj+nnWxM188gvjuQC/KTegUprcOntuHi3FURLE5UzQ4YDcEMle3mYYT3cszbPLB6pVrhLY8EdxeK63QJyYpwub3oGoGBpL6L5Kf4DvBd/U+zdQ2pjQrf2JJtM4p4pOffjFJvDdz9J6AVUpFxy7v14hANmFagc8x0j//d37TGY/t8Ptn5DQkhcjSbt/DampZUq1WMCMnEwCSy4AMbs8KQLkxhXEEFAqQCCI2MbeJov8oglM+lEbJHvTw/tkeX9hjpEtA8Ulx/4rpyuTSoFZ7Dh9c5aS7/PPCETVSDeY/HmmIQl15avEXRvuil7S4yh9PXESTo3W3O+MFB+H4+xZ70vqKTXk/AqdAH/oCbCxfSnu2YKC0vFEOLduIY3DW0eB9XQ2BskAsebBuub/ZXpoaTF/OF371cYDLbv2laTX9Ou+zDTEflFTVByLsnbqsh7MD8+SWNhY2cyLBKrekB10UpQBQWbwTYr4Uq30P2nqF3pmptmXNE2PKIPcXhLBXDQqtQxXe+oTrjrwPMtODmHgFgo0qi80+xUj4hIy6HrgNVBA0PNjrSOzlZaVVnOsseso+yKNMQyTYcsB8kEwIryh5RD3XhgF1oWs/bejI/91uA0IMBKICUz/Tqim7YVxhzjudXP9eKUKWvRyo/Uh1efK9+meXIBEncpRcMxzTbMFuUKn7gMoaj9Ajyvv2lu+XvZ245qY17LxkUd670KrKWU0ce/iqsISooeQKBh/UD2an08gMBNzkbP2C6ZkMcOE7Y8YRrLUhSaxkzHRfF5ESkj28Rwlu94ett+zeTQwWfK9o9Yqe6woTf0/63tObYy7pmCTa3Utm6ao9ACXNOA1vt5Uw4vnGkdlz70vEv2pebcxqmFO9UoyiCQrPVYBHSPFaea+HA0HMqevmwQeS8BtcpbEKUocf/o1McOmEiZJw7W+S2WR4HcZLZ1hrxbaZCXV+YQP4a9OosASsZEQuEMxChMAOK9ZexiXGe1V2h3mN2BZKvQgwJPxx6mMOMDzV1i4Cfx24aKzWs1yrBtNBTg8gKo+SFbVaO5xOFx2CVEpSsy08nF/jcd6ddLR/9nWCVRa4NJGPpwdelAdDNY627M3OgT34BWfbi/Yu5yF011/B2cviTU3hWe7PbfZ6YQgsowmfezwoJFFuj3osPLFRQWlMeE2kuWrZ9lBuk4V6Vh8Ml8kf2e0AL6HWx4AeNwErpVbYWP+M8mHhRS5+9SPpWUtP7e6a1UShwHcMQStyeU2Hc2m3MjAlKiSCcoEgweK2FxbN9g58YbIgZiS73o9C79BbHywAV84k=
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