第六章:缺钱学姐的选择(3/10)
1GE6JqLAWwPReWiP4c4GCiK2OzC5AhluNy0HPvSjU1zBezSne3F/Vsrxmuso1V2mdZ781B0HEMCUVrYf2oHyj48B1aHeirjFgEz1CQgv9E/K3MCa31ZMeAcHSsiqajU8tUCdTD/0zl+B64rTbIiB2Mhqp2/uKCc2deqPqDRtHLfmsXLDz8w0E1yQL9ujRSmiAOHF5DmymggjDmjYMB62keyIY3BPwi5MSY1uvY04TpdcY0vju8hC2RJGWnaV5XYhIqcpAZyj2dlDl32Cyh3n80fvsiFt6NW9Lu9SEAE1ski7zIis25dUL9CZZZYcjG7gbzpZS4TXgcjmQ9iRavsnwLGjl2ooMCx7gGLZECFRhnRngdy+Nd3Kq67tpaUpa8kotQT1G1ePwHXPTaQI1BV6BvziClcm19n7VAYLEwTQLOQaMvU/IJi3Ik4l+gEcGhvMyxaxOSnPuQyzRZeSvROeRmvAs0Wp1FIe40pRKnXmDnwPl3/BYzIq2UNiPdae41qWXcAV0VUB6+p8S+WTaGv4GQaFhdSqKvY0i/z2RG28KM5ytttwhocVqqE1LcGkpjazusWJQJG4rQSI6nk+LGxf/6jL0oDuPjfyd43WyOga6VuyONSdGXidV9Qo+d/2z4H+hc954WNDd17+yiuJ3jcVNrfRGTjrEFgg6FwAG2D4ZcIgpD6+1Pjw/bgfPn5OOrv1/Ierh2x+ankHwaUvgg1YQCiGDS7bB7UhcSXzorjQ+TRiVxDAkWTWX8fINxh2djCcip+Sj82jdj3ImB3pXkSbxuOQ+fZj5Vqsbzl7Ozsi7V8Pc/aITRW0KsCJYUUFfOKIhKGmeNWTi093Vy4RnGaZoC/75j1Gay5yY5KQmXihKVFwERElMiJmMGTYkMsgYewRhVDOrumMx5A3IHC0KvYEZkMYgF3ixz+K5kXLeqGMaCG3xKOEp2aX1lQMnoEPyt/Og5Ero1xqoyZ9aVPfYZUm15UJzF4V73NGE9s7So6e0JlP/mM0NxCSHrSSF2DMVoUS40CwTieMrnxRlHVkMqNhKX23QwBW32wGwxj+Nxx58s2moKkB/Gia50ynPv/X2Z+NnxC1wkUGKCwqYtcsveKAqFWzt7l3qo28D1npP6D1H3L5PxlQ5PgYSxt+KImTZVH2JQylx1ERHrkclHOs0EguvirzXba3sLx0c1yhlZUqynV76Bxi3Hg8V/nVJ32zjyTMqr5lZ2Iiy1kKrIDll0AtvK0KRx3+PM+crs6cW1/Lte5Bw19mr2Pa+sH2EDGqnDMOwPD9SgnbHltLvSttIqY47W6ib3R/NPynloQg89Eyrld3MzyWGigwnUBj23gE2VetzAmUqI45khVqWdwYiQktZpe3/2KvVIYfDAGL2irWC5j7sM/2OiX4WVgzpBm9KMyWg9keRoPeWfubv4Dpw1MXolIx9Y4hi1lSMc2sUWS/SdoLWKBS9nMUhOEwe/8wtuft8OcdyIriYMwUyhQRCtpuY8b5WxQ3vQWyE0OaY0Useu6wrziaZENfL0FDHXYvMlrJJmcLmPajwgoEnfwwz3o0qqjN2jsxG2HhknG8gryMRuDw5HlDp87JJfUAC1qWFXr1gxyZtPNQLBmoEgOv+QAOsdzBFXh4AojX5AEWfGP7fH4HP7wutdiaDW9LRj7yQeUxD1iy+exyfUrJpFyjKxCmLP8bowLE4t/nZ0OVU4whcLB3qeV60nkv3R8dptB0FfyLeW8VhLAIpZ2pazcFkQPU9401mK0Li2eohCIsx1Qs1UQ5Sp46BQIt7ZSIMKwW5OqUc4nytAAXj0gVbQHKI+UxNoisR5IrC5Qy/WS4mI/mQQ+JkHjmP7ZdmFi4avsiin2s6fRusS96ttb137Fes+/5kG70yIhufIlh3zX4Dq8lmT6dCvDHUJ4V70FB4gOXCm0w0W7RpUnL1rkfo8oO3KrQtcI7z64y373GvdL7dl+pJDR7TvyQlCTZrZjoUVuPEx09Zp/TcFsbJzkVNM8XlAVte0bu5L/UgCdVy3yeVwJ2sFCCu6IJwl6dEwHRr5HDUaEelQz2fhfRoLBSsU0ShIjZTflCthQviU62+R9IAKCsylqsV7Ez0bmr0foa+6KbLB+xjmrKAllGZpyifa4RnMc/YLSy+voVbsMYbL+0I6ifmTHAyeeQozbR9z29yNhHEbxRBpYQynYDUeALJ6zWmi3dOYU0TFvzpZXZ/6JtUGC80iyIUuFMUx0ZgDg4eUEGhoCa0JqwT3OQXjXeZKk0MEAOx98C7OsO7JxqL4M8gSc/G8xgs5sQy4vZrWqxCGXpUWlXf88Vtk93NnIIEpEjvqS3iEj4e/F0ld0ReLTSpfgDJVaAMR34uC4QsoQR5jV6gGe9pe5tCw9j1r1jUJE9e3G2YL8XbRL9hADz3bEzQis/zaGi1b8Oe1jwcH9Wn9I7311FSQO+Fz9hFB8n+KxO7D6ABl8km44zR+NyiVTr82GqRBgIbw6LjDtUTqIZtwuhiTR983m508ar3O+aIOKqGNQKsoWMR/3LRz4OPpECMasewdLUdCtJWh6IkjUe79U1j21lNjMrnA6jKRHSUjB0R8oSn59twfArJQFelkXjPC7wad+ybAplX5AqfeFE+6LMwH8r54xumX1iJ4WjlyAqKALp4Py+RhdbQWUEWtKZvyHZYFGKNWGH+uwzDNHojnjUNl14NMoQwKQaxJXacQer+MiYMCA+ERpGLQVNHR5hV2sueeoCN9WKtQi0z+K/yLPXQdqcp18EdKivDwDH0SZVBAtVHnyKmOh71tMThhpJQsnDPmA+uY9IU1JgAWVkDnWmrl/9kOLepiXHfY3AQsN0X3ow4y5mks7RSkcs7DFzd+cZY8AqQOpNHaK76CYtunyXU8am1fsoU4u0SeYMfYBJ+P9e48WCz0k0ni7jcsySHAOFkP99QQUj65fJdTSAdv2FKVaaZeTPs1OXHiseuUBtFeMXoUMOIT881ZHW/HEo43+XQkOU7ZxDzsFmMMwRvm7OyoSQBqT5XAYLz24usiJbjY3jWUz1xIfEicHSRqcKlwW+sYZgjXYpStKYKwntdVmGUkXu6BV4h1taoovzCL/Epm2m0FSCxkwaxikSJapsCQQnQK/zX0UeNlDJJyKFeTNLQxjCGcI9mmQa0S29cl62PuGB3AR+GESZ5km07KmJG0ZLufmyrjJYKXEpyh9OQ2SwBZ9aD/sX5hb+VrW1wSEKF2VGFqAWQHe/yO746zk0SF3Z+jnhavA8O43sLtE5apGBzRPTK7ZG+eICqUGl8sEGjVfCj52MzJcjqPwX62cfOqaC1ujqQh8qGsyq3TO03EMUUmBnILGJbBVQyhSijy7bGBOVD87T+Zy6NApNGaK/9ATYBSPJZyc1EOBP9VLQJPQ4JlRVy9oNVxxlby5TVR0YHFVBg5bBMHdHEIJj9jufwoeObK/GPj7JsjFJljiMqP5g47Qt5t78u7GIjZ94dZm1oM6nPfJkzBlQWbp5CP4UvyELMKuEm6FhGFAySVJkMk27kRK69HslXpyy1VyfoTfXQNeisR+HXCBYkv0uXl1053+EqEtUuvikRJgvKx0uw7oLchg6eRkKnhdNrACmht6YzIJISS1gIuEh7MhYlHRkVsnADxEbZ0H2WBKDbSwp3VGW2bf4/Lj8MPmf/k4CGHla7CE2xGP+CqzvnHmziSJf6FJ2shU6CtCIN3vjZrK8Gj840KrP3YDRdRn0CE0kceu8mdnv7v+qbeD4JIQ//k/ycC2VDlFWUai/Vo+z2ndQbveipnLi+rQJeAb7NdWUCOXYS169PzDIg2L+3GdpCO3OxVQ0tC+8dm8bziIqXgry9+fgpd7N5b1ceNqIxMkOluMHlq9FypMdoby+G89B+VgSim/eDnyY13Hp8Zxbcd4yO7+fVP8D/A6Nf2CuJAi4coOQiLa4tP9MtDvIkvvVJHrbPqX0gpoq7vHSXU870a5mf+CK6CQHRHm1wN+MUKZZGwgVa+2nillU6xy0b7m03J14542kG882RtPxikhekTtPaEhVvXyw471SR3a6PJ7XbAsX6M/tCqHf0tJmEvkUAneIaDca0zAyv7ycPyrHJ+ZEv2Eiocd8XED4X8fmXhJbJj6rZ1eqYHXgL7uPH2XqvuVVUSPDlA3+UxtmEVZ6XlqV71YEapl0eDB5sVCtSGUG7hp1c/kp7/e3ku/i+ssWQKPSLkJMGFHeeCM7Dyp3Et5hhITdb3YmPw+YiI+ZNoJLxTJFGbklLkEAhD8jc9LpD5T12yuZaJ5akTpTPdVChJOVd+v+wC3aUj9VLzMKENhCakOb8jriueHYYkobEd7IUw14XYehXf5RRM17nkvuU0zwsZU1gxe0OgsidkurbFZGKCzD7hNlG6ziCglG68dDnvCIwfIdTaOA3iQxOCLbuV+xOSpFhL4aBbjS3l9CJmBwnv1yuzwZOQTUWcrXYstQeiEQF+QZlvck4z5D7XRq1fWVsy4Ot7T9HOpJiLT2AIxrYqz3dxRB0TER9I9/Y3tm8/zkbFhkozYjqAc56C8o9M6KUTEa7afpMdD6A8OTkUpLx4SWPYCZMjusO//STE6ZjcvTXx3eyw637Sk27EgZAAhyWG6saQlPNOgzhME3I0836S/3hK1twTZ7mBqseYfbNt991n5xsAVUnCs+Z9IDnH+55PqFYApgDjthm2FwjLRigDgcHQRIN+IQ0DttbTITN886+gU/Uc7qNfx0QY29kOkiejJIWc2v8uYDOXAkCWEv2/F0j8PO9jLsNNjAmGZpGodX5pfSdUOQMnOzdN07zBtVHROsgwwCLuXWxNvnTSM3hXFoC1LwUwhURJu/FTM/JC5UDZWSk9+oYUYiMEE4YxOCIGryOVC2d/4u3nkXv4HfE9LFj9uaSlQr2f9SicwMohkIIU7s56VSqqa+OpRCeW8PL3ltNGE9rTjrCskIY5PwfvWRKsd4E3jhQX3NGJ7bKy8u+okjYdSqXnuGlTvEXqMMMRrUgxAMZkoSPuPv9DlqQKa7dwp1PRaFJyvin7pe3AxUabKKBflPmPeTfq/ccNuZsgyXgxtpjsiZKqkbH9h3pMIbULbeyZJYi3SB/dqsVG+y/fQFsAxL65No0YPImHYZC1Jzye26UAzn/tyZo+wumjrOYeWxS6uTHLLH+SoX3VfQXmBR4gKj4EZGFRoHkaFf6lSplFVoz+gHcNgMQCkqubEHML+fvKcXBZ1brS16P/YHhmiUczkPIBASlIwFxoWXcdlVOekRTS6X1nStK0UkIGJwLsYucYB7oNrWyR8RmDzuelhNcwAd+01wEoCxrFPl2Vty/5dX2SFbCP2hDwsUR28tEjT0PVX07jGfQsfzItGZTm5UyX8GtvaJPrFmWzqJb6Ka1O5VEUqK1GXSQuIwM6YubtqgJGAzNzmYIxhpKdsQILIcrqvaNzl3aWv7F6DlvCjrnZGJkQ87qHN8FyrVIGZKx6Eid7+pS9kVWP9ui8sTBq309d/02z648dq0yx7CuYQ/vW6PR2Y/VHEZxs9EZ9RgXG5xn6EJ8MiQWxWnV1kYh3/sG5ExuTdmPlT1nomI8AjTAQuReg4eLgUVPNZ8W8La2SxTbvdIKF7UlUKjyeUuDyrTekLN2pb4MRa6rWja7eArbSg1+CnVc563/SSV36LU7YX43PqaR0VvVF7p0OKeCUTZBi+bFibS5HFC3sAvnD93Pk4yu6LKKZbP2AIqt8Lm1OCDHNxNpt+RcHx0+TE8bCtPbkd8PxocsmEjJ0uzR3E7PGAtbRGsnVgLgD8KJne998NhtARNwVUNbYCVi2oxN7pXB/DUJn7PUbG0Y64XDJW8pE8Y7cQcqYJImw2ki5Bqum90VHMNGsTQUaH9kRGn43ki+4b8CnEfv4Oa6OQOffkekFUxIZulJ0iRfmoNL+Crt1LB6mELKOVm2QytrZNhV+yLrS8CBwGMLim9FDmP/kg8tF3QfDXDEwBjDEeNz7L4a/1ym1oNCbCbLiqVvObaBj1UkQ20VxrbdZ09eD736AzcU+GIc3OKiqAeQpcGfQA/8ggh1kSSzI+GGB9puWF0Zqi9AmbtUOFPoAUlKiaDe0TlIdcL+hcazSM7TKizhl42GXkjGFeIrAexmNs7IhypoLQa6QpKr1xSE3F5zYtzqRhQSKiW3jWyC0PS7CWqgvpndQ5+zxcuKzVL9dDkQyApQYbO8I7SzEDIprBXDP7xxahqk9P3HgDSL9l+DWwmYCLHnhIEsFyunwoJLKKf+o1z7ZFHPYpZ013//RgFlrOaiBWLSu5Yq2KPA1bB1ZklGS5ynsD9FXlluE59nfUrTHo5RUTuQTJHch0e7iW9llAX6QlvwNbE8uFg6x53dtdR5rIy4T782hIi2KqzHqAdJ9XWHgnmpQrE56DU1LtExTw7vh2eOowYofFyxGpDP8S6ZROewpVDjat91PUI6iiGoqjc4ZsItFARXtQ7EeJRPsyDWxabiFGQ0ccwKP79zF6e9YL2QYgcjWvCosc7ZUfWelzklTsgwTH2jUHIqc2z4U/6nkpMcPxKlsUwqQhowoaofqL7517fZk5eDUqfE/0tFh/LKCbIoSHm9xlxHg8bLZhB+h/HK+w6yOKuK0yeZfId4xPNjy47dkRKmhPYtYSB1NZ0TDMOj+S6Bz1hkWAV3MaauO9FRB70+n26ric55vdfbdNyAlU61gqQIPbGtMdcUoe6GSKRaGY2H5YwA+VM6pt7YL9k3eA+Q25xHxc3VOfuuEMQVVGH4jJtZziW4cVOr1zycE/gH126wCMbxOP9GBYzIpfkFFr6rxx48r3zvYSI3E0jA/mbgo8JMjAdyJ7GLeqKwKo0icr5Bl+aLo2MGNdE2RIdS3L6qRrdvPFAV0e/HvG5Ovymm3y6wEDEnGKkF8tDeEBDe0XBWSV7fKMbnROsI0qwrhnE6ZvSL9yp5HwAUy+y4Lc1IgX3qCxo9jtJfbUTmOaTZ227bf8YMLXzwfVO4eVFEeheLt8NNf16F0JN7f6M7zLS+0vQAdYOxCi02oiugJhFFHQUKVi6cIBwUlu5zod9IXS8XSgkSX0249xtmt1+eS0tMeEqQWHQWyJnJek+8mIpXJRluk9WjUlmzv4YeZD+EG0Wq8luAo6t3CvTp9aqgCyqPxNv7FhJkLvhUb61sC7QWuVOPLrA8agGRT6UP+fkMCH71g/TXYnbEiBRKYEC35/RJAtkmmx+Exx6+QdKugPHDnau1QjTtho++clUxeazheDMeK+xe3lnfNnWm62j4CTRg7nzJ5kk7nbzrXFbVqescbTiU0d9wbrETBXqDXv86yck3BwYxvmvF0TxIqw8FtgXLBAnEhmgUJLjtbQUy09MWGHYVBiFQPi6c51RXfcr69qOXD4X9txEhVb6bSq16wyJFDy4S71Kax4iO/4EJ5p+nxjq4cfrZ2tcAiXKouofFvliMkoZ5+mbBJGEBVbaK/UyFtnZPnWXCQRbmR+EUM5d0wImBtSNZl0WfdXblomZm/YDF4zzbGUHi7eWKdG7sO6+fk6togRV+HDbcnqjNBhhELTPh0COmb5FjUrZmToEyglvsfEWmtOc+wY9Gmw7xncfILRfiNOvbEKsT3W3hzoa2VJVB8gLySBPNO9GZfMa3g+R6ZcVCry/u2kGoCoWqMSdqjUoVDT1HTsq7xCtmBsg9bLxMpCcS12NowzcnsmQuTDyFwTqk5ODhm/gnUtgh/TIF32Op7bj67LwZztZdJk/aQyPRL3MBkYbRxRgHV6sTASB0cDR5jEh2AQjNGk/Zb9AhCLa9mhJPFrf9Bq6mRios6g1RZtgjk4Sah8iERCv5ni10koEp33WbXZr7g57sN/VokjqiQOZfMtfUEGjM2GsvacKSGCrOFTDzife50Oudu1Q+fbvYgtoZrBXkLuuvMor+J5XQ3rbMbtUqJZG/KrKVOHbWewc5l5lbzBVL05S/kzfd27yWrsmk67xkZ6p9rvTgoa663r5OudicRezr/ipjwQ7yGLlsd9ToCio6EowSpwmpvwb7VU3rkkX+brRlzw6cQDxl5Ua5zCOU1ZKnBy0ZS3ZhFjnnuwgy57Q13llQ7bYFfPQE6qg2Z9cIh3dCn0VWQn7silpoem88Qcytty9lUO4YQ8nr966C07k2fNeC8ald6kBm934T3cQ3akNMzXblMqUQq8W1F9DXCkkYUQZ0d6h9jQOg/waCwn+LFCISvoHUfNOwy01qzbPVK1cPQiS+CvoUYYTXpWd7TfcCX9MkhaX+/txq86O2mkXjYhgtbg2UzBt1mRg6AYmgebYyRTXtpaTwCalusvxsJONA5Gh6qqxiFZbu2GxEUzFIfzYhyE/wS2RzHlfKCCAwnm36X6ARQGDBnzaUM7n2gJZslN84J1XcsiJVNrCInm5IfpkvUqDGNyE7AB7V+VrypzvAUQSNh4JC9Us6+0pzzfAg4RoBVaiUjQ1K032ssVEFtuvUc8qY2pgddwCE1+QccgzK3Mk+fN+MuJTFXJPYwAj0pNDlpSPGYHhGBga4yH1bFMS1GE59I636DqUJVep5gbTOE5p3ltuwLEEsEtv5Ns1TPAkVNFY/XUiEwWQBpsdU3FHbf6XfSdfW/oyQ5qYoPwt4yNRftUU8cbDSmF5mU+CC8fhY5vO+F32ilMrUxGTNnY6SmXx1hN9ZgKcSA89MfZbTr+h/NB5HdgPHG2oVXIpilvlOuFrcGstKNzWSlr8Sp0JSpbmLQ1DPg9vC4NyqWINCQ56y91IHWHHcUenIIN5KTnfVQb4wq1/R7qS08LPkKhtA/8nhRNlRhiSzC6T6JC0Lw5GMufNhjEvn8il9sd2ImSITas9PJN5peJ2JMGSsWxhMZw0NfFFv/HZ61tbDRNTnEn/tu6CzUlOLrjhcfsUulsXmwrClNRGOgdvXLpP9m7Mu6WwoqQO+KOvsGxWCxVvHukaiXwG3PftNPuOHq5/JrmIygHDmxOcy2whhppP+tWFrDDCmknaVFMuR+N9Pcy7rng3lQG2uaYq08Gn4Tsj1JUDZ15gOJ4tpuXkuAswlzwnLGRVY8EB8JosYDpCG33mGUBwpaGqjMqLCwBXcb9ZRTbvRH1mGlYxSisEGg1AL1KRcMwShGMKcNYmh9wQmjyvqjopec0pDV9+ZM02PjgKID7xgGl8hdHOOx0KDeISulpZrLJ6LBJY2h0tN3WgePg1KIRV/BTqZP9Oug6a6ymblz+8cPs9IWhoCgTRJI70c3hOSlwBj1oOKkMbswUD4DxqNIT7rzT8uhlH1mIoqM6qU6aIizSyAzyeKIeL0Ms6jmAAvQIadhzy0456jSPNrk6kbm4jvhmfdNSQ+ZopsrcHMXJjgXSzibDw2o2xbAEAE+HuKUzft2oByKKDyx2XdYCfLSFZBJLRRGru7hG6IWhlpQJX8LRP2Ck2MWJSDPw/lW9KNQTckSpJ9k96QzWKMJ3fH2W6RVmx9bNsAgv+gIfRWZdMPu9P04l9TFYL8djXeS0ztYho57eUfft6EASyTxtUBAAirk5wUBp0eGekdccU7J7jf8ND96x69vqQDloOhJna722SwgctVIx/akvZXZRtphcBuPLMOem/BBQ+3fwJ/5ORN3OLu+w5ciuFvdLmfhxzVG2P7RZcqGLNtH16z8qdC5RUJSz7eijdODZEnOrLbznFTt8=