三、无可奈何(3/3)
ao6rjrrdeUtVzgJol7Tb4Jg8sXc9lATUqsr/Q178ZIBY13BsGe6shFclRwBU9AB3TjNDpo7mXmWG7bS8dt3WLydkqOX5LCmI9ChP1LtWO90qU3WCJSHIS/IEvnpxqIDvqDIVmjKtDHzKtZ1+Ya4R4Ry1Rzjz+PPBhhGeJnsVw6cEsVjW6VMqTafu3hba+ez6Z/wgi9WiH9zu0Z5JHXrPVr7BMEHKptHosBdkWpd4MWn3CXVzabpBa5sSDCp4q/GWZH59pzhpiF3PE+zwzLHhh0A4MgzMLXVKKIsUZmROAjaBesvNpIMasUdxdvwEy21QEWWMltRRb4cg6Nh3F7LFbeOeYuGFoX4hkL0slrVaKo9R/T3QFx7TjC06BxDNZQ4I0F2CwL/95Ze75+SDw0WXQ3N8Q/CqauOnRgacHSZFA+stMNaO692dGT8xbi+1L9YQVfN7ZJUah+WveFOtOh0HRQjkXjmNwymgGeHKWvl5GjL3rW3Nq7dEIyo+1ttju1TV3dRms9trUHxndSPmcGvC9kv7CUGTg4RnyIA0Mg2gcQzMlVlcSL8CCZG+AriTpB7BIQEkR+UBqoXXfHGkGEetHKMWudszHc4rIjTGsClsQ7wuMxRFEtzSWh5Epnff2Ax1E0QqeUhQXIz/V0lzj1G41y5PCMdZ1RAcKHLsluBtbm7u1EpsYCfC6P8pKIurcyqoOzEexD51zSJcQKEpz6m/fT1H4s/fA772ueIhEOTKjkNyymEgyAVpjYrJXF6DImP2wTF96gHw34YrIFlkD5uYHVkHVb8/5+AIyAbC3FY4Ul8fJw53Nn08Erhycr+OZr8gh8aF0Uf7F2jQoE15Cys4xZ5rnczZ0s3BjIN8QyL2FZ5nDCeUP2BhMbEypeJ0AbZEVW+0rnHyU44vAJ5YxB/AeJw/aEYiCdFEYB0xPRQsTeuLtqLL+/EsoFtz3V8b8dyAcb3bPjrmaHaB2ZTOaoavjR3n5/+YVNp8q+kchTH5Hx4sXvGEUblSBm1+EH7v+kUNc7eVAXlaKz2KL75c/LQXA8CriOv8hhgZu2XOvDYFLiHyfGY8cthfgGHaiSPhyUD2vw21lSNwm7WX5z/NWggbaH+chJKlmwaVPpICqYhqf4Nj8K+sqSy7cAUYEVbkGxcEtTsOQ/fPQG+fyjF853N/9qSOY2VzdzeZymgw0nIpKdLVo8pujoanfNDegZYYBIY/Su33VD440FnbJjedphGV49KUhF+XkjcZLpYCCiGkulo+nUhO1cZ1JVdfGcJ9K+xbFvBBsBZZd3CMNqlA9bt4HFi2fmw8DedA6EeKTyR2lkokru7OrNYrQMReJfjtbMeynKDKVqlshdOCl53diCsFbU07ad8a8soWHavulLThb6/DUmze0NK66PoOLYI9CSBBDU+y+2CiK4VfABcyJ6HF9EPsTj3h6gzR278UHeIIKePuKyd01c+WCKdYRInEy+YG4K6waNn75xS0ZT3JUjSMoz+mVuPny18FCEoFYEhcBNH2bXaQ3LtI6f+TBz2EMt9X/0R3v/qOE5FhnPehhkU6O+YExOsqi0Wekm0k+QGpbSPHhb3HWvrvBK3gobumInwqg8F51mS88tkQlHh2pj6YqX6/++ARCzhP5JiWrT1D3ar986t4e1Vi0aTdPqiUfTC07INPpoLG8T3ONSsTeBelUsBGjgmI0lHAg1AjeUphgcHVshYOLINK0ipuf6RRgxpJjWW0ciHDc4NAOIc7/8FXGkbAolbYxEwj8WiGo0Gka/Hfew2FETn1+juLwh+MHns/xQFaKtPR7WWwCNtXoSX3NhXcuRukzovLyQCsG26SY2xs+stbHf/2NnNfvmmiP7ZiKCQgBK5Tr2wgjAPpHGbdB8BIMfkkAl7ws/e8O42Y2cfO4JxDyYVR3wW6fhThB5h58GpDHBvLZc0FGN5OXizVoWn51+NiBiYgpBele1JHwcvtXNeTVhmF9mDFdbukBqJg2HNHncMiRa0QbogIyeYih2S6ofZ81hnCpo7bXO8PAawzWIW8aB7+lb9L83nvkLr7aJRQFC7pDNkeuzljmEB6LLp8/55gc7FJu3H82yJ9siM0dGqGC6/DI9b1evzpMFxqB2MocII0MEQ6yJFbkiHULr3LyVgIKHhmqF/H2oUrp+Zr0gUA+SmAKUqkc2iaiBoI9c9FPbUymYGi5yB7k8VzrRQD8To2I1SAXjd2cxehi0pbbhrJPoFQbvSExab8HmLheuAYUn6pRHrs5Hl8Qd52eoHJSDsv2orxavTYmtyh5ZQau0dKb+ySWn5VPnNpVRa3UC4+nLEkgRMXePL/mdNUmdAexxqq93NJFARDGa/eDXizmRkx9TmGe0QhKyCAdZCd/mD8FenfUzAsrl2ViQGATfg9/dOSuBFoRlVTvcAWVInTGDvWURxK7ntK9gWwzmkTihUeGDGB8o7D1/yetD5t1F/MMQHfrjw54g7Q5C/9Ge3VFwSkhIcXAClMvqzsHtQoR6dPQFgWcqtdJ6/lFZ7fya2225k48ccXc1AYIXyLoBkDfbesD9ZNhkPRlhrpOoRyoBGxTCblNCD186Fb27RvKeTgoqynTEcoTpWoRA4gBXnlngLtqp6DLUOQOWHEQMp3iutWtvM5DxmO2A2BzoXAnuPUn7geI3QLghRa54Zf+ATPU2QUervq5ZHENXzJbd+ylA34BIhVmhyD8C2rMd9lYtpzswppV0t3CTgHpNbs+aKgxY8RUXQesshkTjBK8sojB9/yyaFdHqscKOF0GxZ9hV49mzmsTlvPpU5OrliLmPOqZ33McBuqKSeTw0eVU3LzJ/aCFflrcE1YIds0s08xe++FcEBhdbxHBzwc7hcEOzX18vR+dA7b5odq5yztj1ZDhqt2jJU7GNg+80VDRGjr26Oc80dI54NVoi8YEqY43hk05Re+ad3IF07UPNux5Z1mp+hk+SQXHoyFi8UrbZ9uXwRymzzOD1ONsrQd3P4supWsxk5to4qwc+SgZr6wSZK7zKtDDT02DtKbdFhUXbj5UPstJmVnGpoXIVRx5tJZasUeUck/ubnCLoju1Yjz5Zd4RnZPSutJxeHjMbeZje6CZlQXynXDKbo6nx/CPwNgAG6OBLY8qr47wKAqTG8jQZ0PMZ0s4twK6jO3bZB7Bp0hEvIVM6nY70YsQLNNQZsY+L4gVuBsCzEhUmb6iIkeigkSw7+AMY1VnfCU1Kl65Wh/AaUthlI4zhAFW6Tpe+95RjyCY0Nkqi3HY72iBRYzY9TuZG+M6LYQ8UoaKbewyJIoQG+pQYti6edw9yFQkWuHTuujJBqojrqiyZoSp/XDQNyTcB1FP3w5GOE6qvq+4y01PBbvcam7PPGJepJXO3uf4PVu6IVbYmGF6sVnHTb0FAW2XjsBhcqUfkKZsAfSFdWT4vODEqVZ/cGX1jhsYKR0oC5xunZbwqTKs/vjrEwyEG7C2Gr3+heNr68Dnl6S+nzwoftuY8sF9lo4LxdafSNrix9aTwmxM2SiBOYSk1MOyVAhiIsVTGaRsqarvQBJ1ssRdcPpVIJr5COmC24sM+vxd2srIB00QbHVQ1OS/LS56GdtWdsi5qoVgF4VzqP3r7XvcMnAN7/tXk0u5JZtpngvqVOzmxyZPgR7MeSXI4n+LfBAu08VJ4WiYCICiAdfym3Cw8ddPm1kQVnlMMvWwANMKjmFcXKYVKzqjZhJ5FC9BuLhrrf0udu3l5ln0ydmEvfwAEBAQud23R4AzLGVeLormZ4ye4ImDMNvuCGr/NzglmbJ+/U4qdSSroSMRs0fDi18D9U29ru9ihBqkZzRRuwzT3xInJr8DIGgB25bdm6/gbyJHXDI//A+VisDFmIGXeHrALdvv7hxuQSmEONFlCGH2Jh2FfJJGKUafBYdHRubynGOjJ9oNe5u6ZA357LHZ9PJXNvv7gBW5ZIAJmC9wbd3lNrkS1DTfAtBkd++wEosjjD9ELee82/CnSAthpV/fvrg4Ojcr3VNPWSFFqKr95AgVcc+ilqeKXYnM6GeFIThDOifCQlslzWMiMFN9IJYayr4MAuHiq7RWf9FQYDp9gO1pI9OrQ9aAGhvWoqywkYr6AdqCzda5ao7QMpU87SZRXHT5vGllELBwdjTVLlXq3rSanA5RGuLW5uN/VJjstLgk15xnWb9kenj33HxvqjfKQssIjGt3g313rgyjBpw39q7wEkOEZcTTBlILI3Zam/xKWXeqS3dfMayohSn7au1JpVlrLR6ymoG9Tj0lVHMk4V+hh/cArkKE75TdfVtkeYNpzWTxZFsEood94GWWkibobjRdSjFD6oA1uzp9CAdwgYxSzDGLc9C1/r/9+Vqj1Knj79bl1jfa6IgIwwqLfCA1fqUF8YyX3iIIE7v56+1q/jqvmma1rlLsTwubd5Lj1TKsNzpAXs2sZnKngX0OrqkwEqeHYhRurDlXHD3JOWQCHEjl/LBNAdOQZmsYc28UFN6eUKQ+5oUkLUDOJ/bL2NsWxQQEZgztNj3dZ3mW8hFbXYKJBIIVNhAvWgMnF9Zr7NVuOq7KF223am/HKTBKqt1Gw/QBnV2Y1f6SrmqvxRetcKwnGGl57Js/cPP/l8Mqw2ImROUJ+sEKUE+58cXXPQewNxtjqt/FhPUg80iCOf2J9MO1RcE1iyv/l9NwWpVv5PeFX7hklV+V9HlK2d9wOH3mKjW4wDzdYx32aDknhobCt5MrEalfCfZBUZSR9bz463cykDouV13qTkA4mRGTny6sT4tAMGL/QUyH1imdf2g+sYf2R7X57FZ/eYHYujTHa303byt3gK1KDHFrt4O9uDy5heKNywPiVi8dPwuE11XbYTLO/Cv5zNgPgyLh66R42T3m8P1wS+x/lzqBIMnoRkFcXMrW0JItYMoYmJYX6ZRFoaHqAxetifJDU0PNtp8NxLDCsIxh+E1JOQGVaYIzO1FB7v0QVhYF/Zuf9W4so08gnTdP+jdsLutMlojv5qU+2t0d/3MDK40dvCPF1BEXfVgb2o3EFfA2bqGCuFmhJs49WEIuLIzgK4kF80I8X1GEsc2V/tMHAjcIvlRSOEmzxVEuYQwzVU1qyQQK0Ibl+WFqQVSQVqOPzMU0tJI2xv6Sv0TU/SSg/DzgfgwdIm7uTlz8s0TKETEls+SO7cV2CYFFzYLEu9WKPukHrRNsgATo5q90SkIQaiAfH4Z/EXKKS+GUsebznPI4vZOgJTw8A4bbDjEyDHEJw4yOfVUEHsispFuJoUm8ZOjWqdGrbAI5s73O56BR8dWFg4CiL2OWSzuYNAppn2JnqVSnP0jtv8d7qqzcxFiITDzBbJKVuXIjBOvgd3LbVk6F+OAtDR7NrPOy0o7ZcdQaVue9gupZzLVxzLFt+FSgOYiQQXU2KeADo7qjHD/RdqBV5BjmaNn/flS+kFQies7Oes104M4sxqT7qi0OpdUE946GBAgsvcPkZZICqWyJmS2Y4zW+PTjHGVHmDzsBuljQ7tVO4nLUBsJPO2UK9EOLHfPtfyKh0udp4qUgh6Hx4BnzZJw0l9iXhswQrvDKInvjI2wh4k507xXk25QPMhNPJfT/8wHUc9aJIhreJST+Uz/78rYDSPiDAYd6gtzEv58OhZBvOMAc8tnduP5hj6LXd1I+otlU/agg7JxuteRnoE45uZCXIhBWy4HuDjmkzMenOQbsVH3SMlmK58Yded7Yebe6h26A//D9+Jr0mN+mZr45ObPd8EaEL/kr7EyboLJ6Oe0vFJFFfBQXF7rBzNfbhgS8KYk7paufijolv5JGY+wjEdREroMgAAHCo/lFCWPWdSb6qkKtlfwtHYN76BuWwuvdjM1y3VOWwnmcNZXODxiE3vWA3DyRZDIOIDVcfCfP7mI+Kxf4p8wQGC021VHZez6c2/48KuP5Wh+B95ywFTYu+5V+ORyWJFSS9TIQiYgEuOQkh/YUNa3Zd+ZhvBL2tGGxHGyIAQuQnL5UmCIruceX4Beay0vhC+noI/SOfXQnPzWbhFGd4kVTInFQgsa2NZddywhBRbo3Pkd1/3322T3+GgEQGgj4xID4uYZgkB3winwSd+roPtLSx8lYSjgCvV71hRROckpcLz1WDaVq2hwH+hGdHXJcBR0hRCQcpzX27uMi9JzsB9egsxX419Y1SM43CIhhDuCULmazoY+Mwb9z0ROFVRspojxWsd/su/Apg7XW/xDQkAADTH2o9L9RPsb71evjxdPeo96AfJONGXdB5QJxsDIKEiXdKZBufjKDDhGtGTYmHGFITxGxoPq99uFhTTNPbNPIaUxwqFcZ4k9nD6raVLRhPs1E0obadZVMIFqM5BuMZUwNUgsWWv/zeYgfI7hd83llTjZcreLJ6dm1Rq9P+dMG0o2sW7KULGyvnNY1DairmjD8knqFqeeW9U/z0/dScXb+e+7rspIHi/apnUAdlzGNv275JhrW4pixfyrW3Oa6JI2qWecystuqK9uWY7JZM+KZdPc1QK8Q/Q42ty9XT43bLG0nBQyGTSdmA1zObqq1qGCjOkGl7ICdi0NhwNxNWsjZSXqAxsZuxpgJEYQZhtZK1ysPcpFxKgMrpjAMbMm9Vf5UdCiwA20wpIy1cYH8VAbRCGN7atb2gm7bnoaITxGzCqWuWPRNSUJT3xlp24SOT7dPqcBgsoYgJ1BYXqfE0bhKcLsD9Rp5mY0WB9AhIOrY8oqG4WVKp/qC/qLN/GT54o9afYqzjZjt/lzfPzsM5zY9B9jdQ+VqMliSf5pCpslmLBVTncoIO5sZQqiiVOxbqRhpxjR+blu1NaO1Mfhc05Xwbec/TIlFVfsUrJ+I8LaEUY7eC0TLE1ZtfNL06K6cdroqdVh7utyAr9VzNVh8H4HZ9O82qAm1bszM9b6/14ULk4UOaN11UUDU06ZLFPoa3aISiI2KzBbMCT74jDyEjlHwbmhcnjTawZNPJ9jS9/ihOz5bExRJ69i1fxF/fOSP15m+7XypzvKS1EnV416k5/uOTru18EN+NASjiLcC4Bp5LkVle4z6dW2dEu3wqF5ZA13njSbUiPo4JvC747VDNR9zjHjSBHVNqG5RjAylBgtn/6W18diO6IITykaWs6R0/tGvq8OFemrsR89wiOd5tRLWmr/6c90hU0JmhGPl+v4m/H8gYU/43jl0imR9SQ64M/MIFBy9oGbTc7XzBkOkgFA0Lo2k3agqKq2MiN6sb1UrG56R+so7bt6SRV/Jggl/iv9wQe2qng4gnDjHZJq/d2ST65yv0KktPUio5L4a+iNMszVAm8qboGgalqXzXbvHo+S5tZ4cZvSbF19uYZkS8wfJuEBqj/GW0Y7VYn5vhr3G+mG1bvP6E4ZAERtsJXa+NDOoVdZXhxRbGktb/b1C3oWQhsl8cTfY4KW99JGbN1rcjwa/kBJQAlQyzleFQAI/Qsy4yDvCCsbtbVKPSjp1y82/VUe39xzNHE+ujD7jpc3B5cFtYTHtuzpfakQVv2WgMDaEbiOpZu4gbgVh/oEykT4gBeT7cvSU8stwW1hKAQpzztzNmoLM8EVFhF512V7B7cldmwpS7eqevB75xEqPAgdXVVX9GmtKaNQ0DHfB7K3AyN4dhYjHKQ=