第七章 爱的进行式(4/4)
zx2yaU1P4OVsfMpN2kL8QwtSjQsFJBfXAl7w2mSzFUlgua2nTzjJNdUm8RcwTy4GtT3SUtHxcTS0GMQ23Mg+ob75xW7DYqQTk3x6AKzy3WHbkSYtUsB8Ynjww8/FRqPCqXWHfxEYpnBZZc+5OpmuCGUxRpLrkiKe4K+JjCz46E+KLur4Hxzct1CbEfOB1dNw+oZWNIOZpiOZspKMPn9q3zIHXcdHKkJSnX/3S+Rj9y+2Xj7Q0CJdafh1dYnET2Oj+vbujYryJ0e+W17GdUzB2pbsCKh9IFgT1EWB66MSY6DY91IzbPsmGcnDA78mfGji/XjWBQY13bYfcWRnPAZyNP1imxjAY5XdbuT4jKQyulEsOKBT3jCDL4JzPidRA1A2Kt64l6zkIdx3E78vlppFh8mjaY33GJsomHlcPLIEQOCfzW3LWT03aBeqPg8ozNENl0cwCBCnUaznWPc8iKg2A2vyXWF4VvlWjHAf3F93JsE+nz0zhQ6yDEc33B+sPrhogZcHHKptSAtsmJcuPDn1cFO2vy/mLinKcOgKH3eq1rVMwfvhXiPbKQzNgNMtspp1SBipWcIJHw9aPne5+K8pUUWFE3XYwfs3NnBgSftr/jS9Vq3kFyh1sTHM7/HVf18g4oBiXKbZpjM+Y30NExrEwfCzARqFbg3LyqcmFm5ifHZ5Lf8rURtYzzrsMEhcSS31dIEYDKx/mSG7p7Base8688OorlKOyRE6L4k4vC+Id7do1gOuDW1IccyLAVrEXf0/dMbfXeQHLNRRRAN+miWNmvXAJR2XOJV9wvVvYHoDMxQgEfYHjrnp+NDnVtrXbafyJDqXjWd6mu8oo8c7wU9TJbea629VMjvcp3L/1JTNjj+9wloJvsbKH4g+YK+UsJ8qwAKW/J/7R30WFKjmpS2L6E26zcI2wkaDG+VWn1gwzPT/e2xmRmycggpL+0CSvGyt6tzL4TUFTXtHtmXSGc2gX/YocslyTQcU0puRInFAN6gFPPnPLaKpN45aglRv7eIz/Vl6XW4G6GDTn6Ex+WH2Bl9tiSWPXRDbr6qL7WDE8LoSm12iH7yKp49laXCLbl23jq2ni92BtT12hpdH8EUkeqdbOXYBovAq3Pnqa72jfIy/L/LjbJMXWX1vn+FaR62guqMEFMtsBRqk9diCjn27hzsCpSGFldXimSO3/RscGuq5poKksE1PxNEz25IcFGkdDly8bHgPhpyToBNRbufLpZdwcvhH8E72bwFiGGzst+WN67mczyloaO31+93yfvhAiouSMcPUj0rW68gIjl/OlYGFl+9R/Z1xIuJtNzXCh+iXsvW1QqCt0mHySx2Se884n8umrnex757B6DmwYo9MxPAyhjqLZ1w/GsCsrTykLZ2M/eXZpYZMz5+jNShBVYaPS2i7t/1n9u1nWzp5C/gIaNNklbI9n7lr+p+XDaoxv2JnIQ24N2gNZCR3jL4YGPSzywmHa7m7iT5JbS0bBc3T4wgKqT4l/5u3bUhAh1PWQWywZOxuLWsJyrHr2+D/Wm+t8a723m4r/8yzz0DRu+RjBX2vm6SdzL9PhkDRd71nOuLrP4B6Xs7qozuFvtvLCs9K7Lborrs9g94BGw0C+tC8BOwVA1Sj6AT+7zr+Rabcg59cmF9dahsNQLCp9xNVvCN88q61Xzuh0uYKv0KVCmLhIPsZJNu5diAND7/C9XP2DsqZIbW23oYDJton9AiUzvMlhCbPBSit7zcUA/WRTu5xElpLiCQbwIXYwWdByWn2Jb8F19ZJrpt+X5i88TmtqvEtqmn+GnLkuNnmKd3HzRSk4Yeb1fFurjC0TxoTpAAeOsDJGfocPoClQIemN1PlNZPT3qhsRX1Peib2KhQmQrwo7MlcMlVjkrJG/teMiQ0DUOFT4+epW4s5FHrjTBZeWZtIRoXpTEXbnhbGJaYpD5ODhxbNqpLei3aGlr9Vy+6Fm8OEHEaE5YE30FMz7PG+ObmwpE2zc4SRrfSlkShaEBQ5Ro4dRNY+3Pzvbdh3lV1bgCVHDbGAivfLuF7Dai0n0qVLszVOkTParnl3XGcUo2EsSO2je/aA/yH/Zb3oNvZNCTxVdG4Shy3XahhjqCKnz+cFszVrdaUaayhEx6THhHZJ4PhYzRbZaAixhXTN80zeOCDSSPK7LDl2eoHuyysdp5EYZHvsk1aZfMg9h7+sOUSeL0VEfdiNBPyNtizt4sFRfs6ih7ux/zvfLsAmisgoCuDY3u/cAIS+89TV/rAzHBiy09JzCCWyDmObZUpH/Hg90mEPv9FUcsM8fr/1KPur9Fi22PuJNcJmO6aOoMc0Scj61irdsEGJrDqMMKe7L1HxlIvDvnjnqYOF7x2riofWAcZJ1WI9/ace+D+w+YCGyF+nW0NMIE8NdJuoxDuXW4xvBxYkqKxqRPikrwhGsI5SVh8bo0CPeFx1+GOPeHNJsOQmhJKwqX0CwW2x1dH8gW9BpOoDMuaBRlfD6/58cskTsjVeU2zptU7sM5tdV327+TXOj1X1IlR0wvhHS+xSuCRscn6YMYK3+klq1nm+AvnozwsC3QbFUeaNOKR3ibZx+z9waP0Finr7NvfSkKvnM61xceKbPxFtOmt9S66efI6TNuM6sYWGV9PQEvpN+V43mldsE5hAw1bPqlS07raGyeEONHVGOS3fo+bIqxvyHny3c2mn1YtPOA8AkPMsGu06d85+NII+vG/LKntSZYVNUseFMZ+QcGZOdo0wLhgSV3IxQC/I4dOHoAbKinwHr2XBS5Bu1uTC5bwyyllZW6F+/bkfw8GRYPlFAMPLJAs41vu5FVn+feTV/LX8iaodoFnhh6CHnipQ7E1Kf9KPE0WrIXuUl5OYWzpWHgkaEF1pMN6LWfvO2libKU59+l4s4/rwOmNu/ek0PoiaLpH6mQ6uZ6kaIpuwzYjMEDrXZQJ6n9HFJr3y7iOycMo9+P+F37Ldy8nUPcisxO/3bOcGCPJN7w/WFo9/QbA2wykgdXu30cowBDFsFBHltMPxDCxCG7dlI0Mbm+F4vbzHdGqQZX2MxRPtvZvgXeovvsHo6PNgMPrOySOlQ6rOMtCR/9XyGOp/cRU8qbR7onZ7EJfE702ZtxwN4REKny9JmEmrzxLFqGN45YFVdMmio5NNFT5iK6rgjJEkm6svVq0KO4dt/YkfNSAcOKl2/yhM4Z5QYpGxX6IfFZx9KJoq4BW5Mv+e9CJ1BEF6tlVbRqVItWLIBRDh+UidO/N9JZ7N73AU9FbTwkQrcF64KaMoK6kk+LH2QU5dC4sUhL6qaNplcU+Ifv8T/w9pDG8z1AGDTzhq7/THNIjVtBXtWbXtUIV+jyKV/nhARfBPLGmmooE+s5j3ppj3ArlD8kfX+1p5FCYjdbWOuCuh9RlhHRWzuLqlmajaUynch6BXU4ZaG/g0qRy4oQ2Dw/82kkgDv1G5O8jZI31xao1i2yLUP49gH/Uj/crSfVOEVxphLw/P7ZcRbbhWl4hIDvMFtjXqSfQOx2Z7CReat9KavQo+AK62K24ororYdLbYODwUCC60SFyyVDUChiAI0qbxjyllwctwUyuWUrD57O1/VvYebP5nIv+Rot/Mf+BEjyxEu0YA3Y5yjKHFRpYYSNpJAIDevdHsHa0knVvE6PFYIdlet6YZIfPxnw60kiuAcotpgh6v75xYV+uRTowqhhmsdjbO3uU4ISDQ+Hj05GNYxyVtJFZh84ZC7ysDzaOnettKoYyULpFS/yRqWdDq9ik7hhZXdqMmatmRsTG4H85/dPQmPb1wfRs5kBjkNq8mtpRv9Ke6/31an3g2ER10kvNU7/egAktufiDHsnmmKK1kcx6wUytOllQ9cqkfURuaEGZTe5om4EyOqGwOwtA5LVoIRJ2wtHAbEs43hESo/8DvD3qa9a2RzP9IBOHzn/f8tpTj7yMaoySQQKH5PkoR/K4xiWmb+gglFcRrE+rJOxdiM1/cqrgwBtXf5fd8u561E90/oXIdXn97uZ48jygaA/KFlhlxGwUNEuMyAFvv6JC1GTUiR19rLedzvqaxVG3Fmhs1fxy1M3N3XqWD1UHYVrXz7HIGn0IcNXNipTvzPETo0ylypXrnZyKsgTBS5rOQynJQV5WnUkwnDcGtZ76icTQZdC1Wojr/YBKSlvhvzTuQhg9VECQHNYDE543nkeRkUjb8fT8azqZKzT8DD93Dn0URNm2dPALKfG1mRm6/6T5/NOOY7+qIRbzH4w1AfJGCP7HX1Y7i/8kTV4hx/rExk5tTxWRKOt1iFLRg0yHG+10r59WUnTt2XkEqbGPmM9SKxef+vXkncLg76XoMXzZqo/cYONlQA0lTW9NLG3VuWkRH94A5zk4DtzVzjwDPXYU66SW3r/7usC3TAiTs4pvWmnyzdQ8qY6uquAdAOTYyqYZIYQBIwP4wQmaai4QNb45OGmgoA6sVD8SvnzLRshtuQmQQCf5BUCu8lALMhwWOAbt15uHHk4xbLYFtKRTPvne94BF77sFyO1UZeQF3a66nl58fd/z3RRJBpSdsZpvPsGnPudwcN9b6oMgIU3jjnndbAD2CoD/XIMQ4nXD9OC7PkfTa4ONQWjNLD3XMIYoKD1MYfqo0b/eREAHTc8I+yOjqTKp1m4Jygj9f1Gb3XPkw9jc12jK1uLf4r0CHQ6sP2R4Ylt4WRRUN9odlo0HB0FilrznmaT6RhrjBpUCc+G5oA9wFBezjsdjmm3ODu8xPrC8AjzUHCGxVNg6FGKmq5kJMtO0cwYtJxTDebz/qjHMHqJsdgaIv9mkc1mZugwwNbfQndCG3ES/ohqj0rjKt4l3U8He93fH88Zp4tkMk8mwgcAGvsPeEGa7iMuu/cEjKNDz03kwWX9d5TTwYl8S39pzNy65XoL483uqQQnK37DvSQXEUnhOMOfrPXec44agnJRQPiMzZG1G4LZmQaNxcBDBFLpB2BqfqzN6AB0Ma7Uf4O4DjBu+rF6oqZuadi8+yCwYDkjmoo+cww+Jvd66Ygz48mB8xZBndM8HYYhMgsblqdHWqoZ8d+HJLCpky6wito5A58siaYu65kVRMP2qiLe7Gi8GHgdhsS4hznaA0VDUzuMlQ/CoMSt6/DjgIsqQed7MFh/6BYsUO48tbD5SAp7p3kxgcLHjgsnvWc2FWi6TowilDP35xuNgcFJwEcYlhSd+O9nUv36orZwWo+744UAQHlRFms7D9+xGrsVnTjgkB/gVu1Sms/RP8IxMB0de2zhIz9v67xLyJcjFgJO4BWTl8gHBEdQqX7r02QLJzMJlAuEADtO8nZnT8Uv5uNAmnEjUMXXjCDWltLDNOnJr5Oiae72tM/9V+L/1G/5z4G5laKZ3ucsN7GcUji2fsEKQvOwfP4L67fdFyvTZAf5M1y033MKZTwJcsz1Dx/8ltBra4P+iZc/1iEQVzWZVl5UQ6hQVBJT5eiAFvTJWBwCXjr9PHW/f8HgE70pqTp/+qtyVyIu4EO4bhZbX54WbibWbo/DxqB7HtxUjNyLeErZMz+SXUZdGN2f/47nQWT1KHvgRcVHToGsUKKoylELPsiPNw5T+5RlYGy4NpemiPUHjxgrF4sh17UbCxaiEcI/uTyhMXeGmo4d+Rtch0/3NBSJUmb1bT5rsFiXQm0bDzUuBmyiWg4I+QLsXy40xMkrBk6v35uWIG9vH0iIbkPOQfUOunNvDWS2Y+ilv60OxdcrL8G5rbTxotOq73WYEs4/cv5gx5nwJyGXMEawdB8l7t2wr5HJkUfU4V0JlS5/VRSUmrOEhwqt3K7CJsP4YU0H7o/sVY2/R53rVj3w+3W2fbgz+5p9aN+YxZtHheYloU9Fb8XFK4vbW2z+1m5/whG1at8fh+pUntAV/lVVXDDYc/+FVxEWfIqit/JnSL324HyjGXs0noi4B4H3dTssZhNEN3VIMGCaKVtxm1HoUlUrmxMWE2x8gEky/ewnI4AxuxPaPOfpuQd43vh5V6IczFOr/go4A6HEx/ERstvo/qpP21jbs6zBMmSOTL9sf2YA0bYb4EQV3OfO6vOOS19QFjJ1a0gG8R82Qby1y5jN2DyzljNzWaKVUzW9ra0Vf1WtLH5xLdQy5TEJENBA4ZUXRsUm0YR8JzRXJqhO6tMAeXz3qsg+P0ELNAn1IufauJTZqoEd6mktJM2wwNvDsuySr+llrmUrkU6b8YdgK7kfK4BJoV1WeXBdcHDHRbRCBCyiRt3Z2/mUBnE68KyjhATcx86w0PL3ogZY11+RK0mFnKeY4YCiMIHbsCBZVY+GQJg5CkWUDtD954/T7p5uXmxhlF3JVce7RMSS/8qW4LyXblmUk0arYBXIQ0hw9EMe+9n141y7ok5LuX9Ifu4NQ9UMs3yWYLuGwGvnd10YM1bDn+wqdyZK5YcqhfAKBpYhGvqlp+nd6492sz82jvtz4o6bAz49N9UF7UcwxwG6WpEGz23xklL7TjByiagHRQo96DicvSiQ7tXoEplgy8GpzBrUPOaRQ6bw8y9Zl5GK9BbQEWCmNFeVft7AQM6oSpjbkifAMExZm1Md/5bhialNJ32MbJZH139826yyShZUZuiJfxUKfgfwflQGZilnlFrENSVRLMEOgIxjBECFuDfeLeXf/FCLDEM5OGQi9hLzvbyVLHljXyKB8NszAlhMfC6aQTJ9beWSzBHw0XV7qstxXRDtwYgnLItR8j5tqOflbyv9prZqQs3rsnF3IciFyGCp4Tnt0GJYiaDiyO2udgZZoS6pguOZf44AKHrFNhD1G6Q0AZGfTUrqSMjSZQWfiVRvFtKeVBasOAUNVj7MNXbQQTg3wDRlVHTAuo3kR4DBBzbSu19CJ8KKroym9yYAOch7TR+83Ec/eqx2qyI/+ITfndlSorruB1yu9WYuhSxpTdgscacZhmg/WeNxoyNFYntACQktq0si9uzq5VPEhbdhCICeWCoigqivpRaPQMmyKlOL/aVCHMVuzRtn7PErAcugh3uN6gIVVnz9RdYoSnlu2Z/sLMvd6olRw8S7lMPb7+UANS/2Kn89fmbnlhjJw82m8OTSj/ovMDbx+qHpgXSCyvkocTB4tSvceQ87mDozNrEUghX73bvGCyJ/Wj+h0MS4UCT6Lr5kp/hq7LFmU+70WovJPORa4c2NuBdCesxfPBoOK7jy8EMmwqIZsGxU5hcxEeVsykrxpSGBnmcll+WYocmViFZopcXYhJFHouqQnYt2cx2d4AT8kv2/eokf4TlnrenXrnXyfx26jMq4UqxTGvPMK2lBpWJ+EKImC0vNUJxYGkNWfiPC/1foCWyJvqWCkXduf+zs2x9SdtenEyArcId8hGylXjN7iPQgv7jlhJ/Tl3ASECfRUNTdky9m/sK+Azop0acl1gkoDqlwnfhmR5WPJvbilneNXwZpx8qAuxQo4jAkidgLCspFsvJbM2WpbbbY9HFhpvet6TyUEirRP55gmxzCugpWyIDWWWdQhN3kvS9Xp/e+9uMejtDn1lZyplu4GOHVPUZa0By5rFKUPHqTG9r85arP+XH7d0bvdQGKP3cfww7mpXiDLQRShMWGjsl9tFeXmxcUqePFPmoujWWXMhhPehAqKh4YN2sXCJbBiOy8ZlT0I7MEv+ZCxfNz1PYVEXgMBm6+iW+hhhc5r5fIt8IO1G1wsH4JR/kPMdeYPpvwH8RE5Ddoi45QclYcjnvwO1/iBUPAHCp8FNf63b6AeTFaEJajZ2bq4V8jS9IclztmcX4ncl1zo17sqrau/cbu/c6El6Pi23Vvbw8He/vnOQ/it9H6k0nzdNStjpPIRyyLOzS3ADVP6tpq43iQ7afQYZNOav9fOcb1G2BkMgyzbT2+QmAqKgtlT0q/LXbp8FJ+9gHXau5zP4vbAzs5k0Lgc1EcCrS/ZQ3d4UpQBy6ZQR1+eE8t8mutjIzAWiwx3r0GRDhaPrNqYFm91+DJ+YaL1Q/K8qVtJPZfFfCAnSoixd9kWHlGZIpsDMB3ahAJCTpaZM1WEzAye3f9yRefEqGaxdxaEiaInEoN59Xm1EpLpwP1vp6bl/KV26dI/ixCN0z1QdenJ4IpdBoLEdvMSUP/fwES9uEjvDsp9tKDT2Pp6McRY2TX2QMo0gPv+RUzXt7Wjxc0le3gxipQsBZMtIr7hZO/nbIAmJo+gbF7GLTrCZNWjqXAqubgHOgbMZ2tnWTdGajSqOjg0OjkbsXcd/90w8vgjdCo5hKhOWlPCOYQ3zNI5JqVJIn7LviOhK0ec+JEf/v7ZiQSBdX7oa5IPKLaQqPrOnwM153Ie0QHu90zjF/q9n8qbIPkvzogUkX31U7hcE3ZFWHjroemRY9/5c67b+RGV19/wqF9THgTIOmb8hDGXTjcR6o5MtKCwwr1MZ8rMssbsReqL7d1Z0JVqi7BLGWzBRCSmBkf/9c+vdY9P/TQA6o+UCGpSLim661GggdFsLYjr4ZAoRGueWJNYNNsLAOmk7/XrtiJlbobV3mbQj0x0/RvaVLdOLsWI8tphTbQ/oMBLnqz1OO/gzBYdpIl8kT+QeH4Ta4N2aqsLbQ8VI6GPvY/eqJo0OUE4qT4rZ7qCM3A6lfAxEHCFTQtWwanN1tO5ZKNKP0OqcmjnsKiSkJt42H1HARyGsrTWwRhVEoHbswOqleNswJtmAavA9gbWAQhmNpfaQrznzAznmbFA7vkdwPdaJIfFuCBHk/cwIlBHjT2Q/Q9o5fvljsymC3j4j6K1aRKTP38qRuIgVjyxR9OAXVDUbq8gMnuKorN+HFRiebu0Fbld6+L/HmXVtDsCpDnmhPjiSsHGcQQMkV2or9z4ecquEcmvrOsseCyrxq8vH+H0uo2AdRqkqhgeM2PpyVLCGmwmJxt55xKI1YBKB28mm4qVoep0vNX1vnXp89NyP7JYNnf25t4LB8pgGmX7oZpDEbjNpJaGIR5AW0xEsV8TPkRShG2nzcVF3wpvp1VQ/RoBuFF5Lv/Uq5Ig6pLqAZ6dVxgQZ1E0m+/QBSJYihWAmu+8z0soBGXFE1UqasdjfWV8b6W9Z7FlvnlHQtHFj4Snea2MsjOdE1F2ZafwL6IgEXuTuxfStnK+2lZHWll3+WQcP9CPpvOPCj1o8oRcyy6/eQ/rtAnxTMSCuSlQ9qa96n1uxabODQOuKJLAG1gbDjlTLbUOQs2HwW8/jXXDq0hG7Ftz03jnpL7fSYwAbNCsusflmTyz5ejvYX5KGI0kOEeTLEbDn5gEH