相遇与规划(3/3)
qht2GJmdRyc1ubNdH29qrcxVobIejx7W6bCh63A/WkssOEdE3Ab5K1hsQ3y20HEduQ3Pa1L//cCJoyjfZJ3SB5wAFkM5r0elAmQdPOeukZ6qSgK13x80TRyN4PdqZUq3jzVj6MV/os/EYawCbC3Mk5Et3DH1vFbn5966hwjGiayFKgmY490ZrNlEpFtb2orezBrTyKgRi6TdTmXmS4B6RIX1WJGLispaAyKHcc7dNIg9XmZpvvEZrtZWf+TWxvYNxjyokAhRpr3b+13FNnBffwDHk82fe3HN8tqb7VELNcZh3qN/0dXVZ4cCrvZvZQB9PWOt71oJTbSPcThor0NBPEqZQezSPiNvUdmkf7Zd8mlTt29agS5He+kkRFp0K8gAWBFUuLpRP+ypDuHLVUDpheGlrjoiEIkpgJ7xfnlpxmqL2HN5LKEM2ArUmN91WXK9VDTejxorlNkWtAKTg/Nj+NsoDXS53nWbEYWMNlsbmQz2aBRsQCk6f1HT9F4QNMYgeE3ikgAGDj/++5+u+ARQTKN/90ZlM531XrBcc7iZYCfLm4sYj2mjibH1oTrzoJ6ahb7jqaJCgL5sReIjE7uvhKE7L/110Xlr8Lq5gK8KqKz+LY+oBCjWUViGohvT74R/bw2PRqgyZQsKuz6DibeRQHI+JfQHq+sFAN6xhweB58ogyIMDQeGhtLhuQyytPiZWzMMc8orrB30S6J6pfnftfdHQROMb3gmAsQQZSZ9+Y88WCDw3O/hzGQMeFrwD672L1wyEvsThDzZFjWxz3dsr+t6eVc96NqyoUPJ+e53RrwCCQx3Wr22YzAdH9nSUBAP0IMa0Y9Vk9MSEm54sk3Fe0gBnYMC94fuPOm6Gc7MOrBkYkrxDpKmKbIU3Z+4gV2utXDEmkvix6RS8ksY54tAFYNRMbakXpgCUUXBVtz12b8rx+sMkQ7Cgas3iW7V135o3K9HJK9ah/CA6pmM4AhWpwq/vSs2NOf/vbSCyT0RdRtUcUbz8lnfVKuwshhUZN3Zuilkmnk1FxuUQRpls+NYjogwiyJj6jkMAvhxIXn7Jd4AET326zzyCvqDSVSvo9358PPIYpIClkfKs0zmJJGtao/8rrjKYDz0tw16GxGDmE24oJETxKv9ydVzbNGnz3WXmwovxQEjhp68jqqV2c6os26Gt1bS4a9qxnShgyQm26BthCDZqzVz6vrI2uGxDSObx5C5JaPNRoawGPFm5HicfFa6hhrkFxk6gdBp/KBwYj1ePn2NzGHE5NdvuiRJ2LntneO3PrGa7ABEvJ3sKRYnx1gXQ8fZdv+eMqG0tS69v8xOmYyc9lwNHz0XFX8ve0bR1DT8QiKv1UkjrA/kBdVfyl9XS2+tSH8U7QBqOsQUi+/HxFJsUwg8fAKhVu/Rej3j89/THICymPFlTCR+79NZGQAtjf6hK/RQjtjHfdP0NGZXjOJFyPrP6w5a2RrEHHNnxb9W2HZL/9GPsXEUzxQXDbQcojIY9f7R11dmWtDKC3RelL+AeZsXEBZeY+RHt/N7xa+oetYT5K4uEwdfk3GbwSVMmMyyQzN0gGA+tDUT2KpsNplrYgjM2GvN5Lt7mLUF9NZavDRP4cMIXejP8BIICGwmjgtCoFTPEkSp2r6gvV4A+joIo0zEjQo3hzeKo1hhAzbG5tDz8FoHEBUumScxZIM7sL9ESOUpU/vYW68u9YgN+Zvxed6BQ47zuDZndg8COLIeqN9DkJV+rBlvc/ozIwmMglSwCPv8OUQ9s8KhSGJ0IuxuAN5QRkr3aChD3hyS2tJueTT2aVKDdWIsCqIIxu9dlCE472QfTYmm4pQaui5VKnj+ycAGheoYxcgT/1K5iIlv1nKoV5aWv2CoUQQMERrDKfGXHDFbPIMuncSxZ/nEww1xRoFspEDe2hAZwhqIdNxzBS4LnCZdDCmcJ5YDbEYVGIKCdxK2sMy6LXRc/1PvTd2htGkhCxjO9wyuMSxW8iOkssfpUrQeZmESY8mBwWjX5wQn1GfS1e3Dq7GB+ynRrxNdVVwscC9dFxBcX+Pp6UrdyhD4h7DnvFAUWuiyDJpQHymFHH2rJ1kvKXsSe2dg9M9N25p6FGOIqeLq869dr2ycKLOO5H/3XvhFVjgulXoA30I0AgLhLMw+r9/je4UPO9QcSJdENcId+rpwql8w9yWKOyq89nD/5pfK+X1woPfXrFgM8kj493eFOPA0KKxklQIMi2zu9Phs0yhe9YMmdqlXcvJ4LD0RX844BLxI5oZob+UnycAW+vuWy3aqoeRe7WuGpKzS+vsVBigRQYugCWtytxXhZY1mgWjLW8w0Ur/1iDxtlS+tF6b4EWO7P2MvpzS5N5F6TQDUKHzIv+8jGp3xtp+mbIMfUcam1fQRNP0hm8Hm3ovkiKNTT6FBM8JG3m8uVn/z6jc/LxtMaK2zICRzqb3smsjtqHzSzyaEU+C0CcL+rqwMHKfxeHtXSLr0j9tnL3BhOiuSKBUhkz+QR/u0PA6diRAX+m/F/Nj3TIIi2R3G6AccO0IuQM7NlwCL18t5G6izGaUeLy0w4Le3fKfTYKEKpT8QWb/cGOWK6OthtBIaZLS3vWmkt4+XFtHYNjLyamaA6Yo8n+zNfCuOxug0g+rbPs6Y7kAOJDu1hGJNeBp5NUVtI3aq+SYzQf/7bkSasf9aSYhVbACNuOgY+jcSKouJK5Nyi7ExEugGNlKxz1QRDlVOMUtl+P/YS6FLuwsOKn6e7FpKLbifXrdTpju9xSIydvyKPZAC92yD88LasC/vFt3+k0QVvqRh0a2Hu/QHremorZJs2DgqHgigIYbAW3BDC+Xcp9LbZEmncsQfSzSAing/jcI9xgPUT9GQ+EydoCkMuaNRVPJIDIkTSKpbainY91L1geKa2cmXPInXw/DzA5vnuzSC6fCAuUwT7ykDzeLwSA7B8y4iIEBn1xm9VX1Ig+x1hwjpusSsEfcXUt+wknaCiKoGvrFLTuVe3vcZpCs+MfODYgc5sSpC1jtGlMuP11xDu9kE/NCsQBp9B5cXcEFqQ7crThjL/klyliVsCnJ07GZlD58TM+Z3bZChqC2r87rU4PRlyC5L3yTIx2/HekOJVuh6T/Oa3jfQGtmBTB2628dqQqMZ+ifz2EkSXJk0TkakfcGFUvTSx0Lp+uFP8gFF+E0+FEA7TbMItNs6vraelmcIlr1AVa43t0zbIxzNA/gaGVjU/WSJapBNidHLuFSw3fxfIWzsbyX8ffib25w4GFRHerQfBdlDWtyIlEh/isZHBadu48uW88QbTVkz0QET4k+bu42mXe9ztf57lQI/TwNd9mJl52FZQKWGXCPRlEjhwroFnYCMaULOxWk9VH/GomQsI4Bw7nXkKgDFOMSDVqHv1KkwHlXn+bVn/QCT14Dg/wIAfNcmVj+IRv6l8yguF+B+G74uHCydgbiVY/h4ODcFOEbfnyj3y2iED7ywv+9mSCUEzZck+rn9e+bm0azANBcUZGL6XUYNcE/LmpRUYhx/wOeeJouRj1c0bnSDPMaIKHvh8daD8g2oKDFGU9GMYI7ozW2CZwALHjUgfAEADoBerToZ5tQ1Y40aCPWpGAYEZ8grCsz6Vt9RFBrjYAjM3QCp1LvHF1IsleYGqJZ/9LiJ0dV6gudli3Rnz78uoRp1x/vpD9FGm4W0JHMufRayiOEZIoJmSkaNh9+og321kw/7Np/s7eO51+RrXVpLRhRW0k+OdxJNMt9KfplBL4/TaI8+WOw7qFSnl6OG1MR8G+ewhqn/T4tuar3+3f62osjwpn4vw36Y2WAk6cwAhxWVZYio6CYM2BbwCvMbD8DmY5ojfhrJd4ivwk1kptjk7/RavMSGKYQicprCklfpRrrHNMXGTN98mQ6+fiZH4hmXpjnfE2gMqIZ8kJfk0Rv1JoPrOVaQDlAfGWgbyJzyG7Gvm4puPE03pahoc6aWWL6HnuTQbfJO1c5VJk8/L6coC/ujVGAGUrJM47vEES5zt5C947KR4oKygBxOmY5cHVvmrv4DgPX8tqv6C2TrdtsQ0lvtvw2MyRAtEjyKzP6ejIa0/vvQeDlHPQmhLxHfC6gqdE9k4fp5G+ygUNdAhE1X2hQnBam+j+0YcEzJpc4sYKZt3T9v8RNvF9J7gnWrCMLF/GhuU70KMuxUBSU78qg/GcTbqwMJ0ZEcQB3tW5/CKpFxshj0B716lE6KoJxjv28HH6RbWTVuEd/JGHMDRPNLPs/V35jPP4uSQTVcFcJbUU4fKVPlrnB+9eSvDldSMBo4mVJ1YFyRGPk8nht3X5yeGQIfirKKn5guQgluz8WcZKzKxBAwNcMzMp4sNVDKSJi0U9MU52z36Q60v6N6qJBt/BTUK/CgWWNN97F0Eo1ssBRI1VQwu4uc1xW9pseGXtVcR1S/dMEW+ja3+ACUuSh5GXLdC/74g6w4r39FXk4uWGb6k9aiCsxBZKlsAvDgRdO6WResOFM5IGu94+W4vA1zexWQoYzilVIsTpRQRo4gFDro4f+ntPsMAlX0hHU1JndcEvBvwPYlcPOCSsQRpjDyEr3SjJJAxGz3Gfc9TPVQ1SufQw1zo7ZjrXtwBY2GmJITjRz4K3A69QDhVsdhlRrEJafThV9dbScERRpHVkZfB9sUXeoDY+NdoO04VQa+H/bSBYpxeFjqm1Y110Jhh2ocxVKRvvvaJ2+n2ZzSd65EBs6f2ehu4YOFAtNLeOnCOx31ZEiAFOT6FoAUCxMwQ3ncs7Td+IZneK3bLfSUVLEDM7sv/WlDKduq0CKmYypEAKshLolzLnD6us1otT8CyImUqtDPJen5sBxxr2yEgG4X1JUJ01gJxzkUQMaCqhuGmyUoUp/2ox3nzFvDXR1/resVU7roAeo4GuXtKPTjJPibZwa/TrL+IxqPTFQhjI4gL0RmeB6aROl1R+m+ALb5ddVwM8dSEWyz1p0trTHzWk3HXVc6rQVX7wp7jX9b64Duc4HjFBoVWHZFMF1nQqJA98TQhO63DS/bF5MkkRv/cxxJ/MNKNguUYLkmXyx8nN1Bw4I9zCatMEwQiEDd52tmrxh1wshxD3HHurnFkjxF2PQUkywqF+aOCQze4kJIBzdmfHzxWh/7pgQJJqQKUaYpYQWyQMDePsAQ3aZYCQgPEEMBWxaFNgxWV+/qaUfV1ELmRNC6yrrDscOvvGufkI9Kt4pX6CoQ9/M2LulvxngeQPAj2msUzOskcjMD6Q1NHbNvgtMyZQz+hUT88sFybPexc/XECnISwwM3JmFUWk3y7IrivYRB7j8987kSNxLNwIStzQiXfVax3GmhYNFbW0LZkHjUCDWQrRtiFugC+Dh5sI8qMudmgNSWmIv3CmFzJyQmIG9YfvYQBI0SLZBZOSfbiU3Dc2rFe8cwJGKDwW77oO0Y8J94dWQdUGnPS8JXt34Ypp4a14g6z4rxvjjaVptR+OloZTSiVv6z4JMjNVbEkwDgHmFx1x02r4mJ584xK8n6jQ0PceHuKucV62oG0foyu9EbtpK1ema7Mp/Sfm317q1+5bQcAZDTYQ4Ca3HscbkoMSazCrJBLgT0oADx0ZjkoVxOf84A0Lr7pUgB99pZmpIg/GxAUE6aXNrAvZzNMJKEfLQ4QDqIybIyP64X29WUC7EUSg0XojGvDBmmjx2jTQt7zfsjw9QuuS7y5Ph5H19MmxTEfqZky5w9NQEkh+53BPmMrJhajFtFse9uMnUu5pgbpNhagk+SJGMN1GeNLifWgNnZ9s5y3+x7AG2rKhZATkhTQKhhZjba3DVUx2CeiJiQYoNEzTSamO+DqVV5bxUT/pNaAh/aHZDwHu9pOmPsXzHCYjVnk9ytxQZtV0Ryjh7PCx10iOwiiaLv2perxcU1re2+9dU+ZIAbVnO8hS6QEyEkEWze7kRH5ZLyF0fmA+jaiyqjtj4FAwXo28U69+HtZykMC3bLeabRP+4IsltNGfObIJwO7SIHt9YiapIWauCvm8xs+15vhDZhWdWfg+UK1nlnK5UBlg1a7xLLV+8mmkxlYR3y9ejQ3bvnfp5ix7rppDFUaFXbGd86o61BLZp2wz1QmP0saOJ+uWuoMsXAX/fJfSMscJ5PDiEbnz5HUUA6gQcWRWNDSCnKxkL2UFFsuODDZgvrNLNS6ZNU3FXuMd1v5WqAXCIrySKZ6BkS4iDfBwJSpKYuohN4R8UjCNolkqDWGCGV5mvJRuvDqGJVWUgha5/jRDwbdivOEh19tPiori3P+ewa42Fio6asgO+eanzCXsj7Ryja1iQg45Ywlz4w+g+pN76N6SRDk44tPbiukFrFDHemVKoWWqqbWqX1drwZbaEvHulUTHK7AP69ycsANgMQ0zS1z9JNR/qoMre7DfxcgdbWkRGZiEuo2crjsbQz4bdQfVcp+2Ue4X8hjG5i3tfju+d2zLvi0UsYv/Q5IfQJ3sfPFExEeTssM4a2vUwTr+XR7zzvmGzmwBy5O+JcyyC5Pzui2gZqnongprYNIgnZVB2xVLoIEBziMFJ5QSX3rENjE7stWz6LkToMLw5MyekAFgTeGPRkp88adkgcUeya4E0bwGrRLG2qz61SzF0PcnvPrSvrQmV3hr4AkT2088V5/OsRiduOxdHCxOnHpVUy3egLMu8mbQKE0ZnIVfPHAI5BLr0df1EK+aKxGUfnxyiDHmU/K4N3D2O2PljSia88UJru5yyppWrHxJ6wI3rOKpPB9pqAYyaLAODY7+5aXx+wjQFgblzf4PYA1fRDkWKXkcyMX3P0mgCDd/fr6P5u5zoxX0tnCPLhBP1ixLEzkHzY4MIoJYD68JmUx4MMwLJfJExdGkziBY4uvhCTAiPT+yMzFSGvR8fGQyZfAOKlNDyXY9PSB1MrNX1PL01CE2F6qsUK5yuMd3CwP/z12K/FhaInf0YCjA6UNlST7tcacZ94kFgQCtaZIBvf5LaNQLO6XoW6iaJJUZbRM3dGPSZ3xrQAO9pqDOOb3v8kTsFVDU4qRVo5ONMmW3tpiAeHeMJ71zQK9ZutT+qklySmPtAQVJ4AepMDRvN2Ae6uYbOixSTexEV0WC6ZbCiS86Qy2XPZp2K9yy1n4auUcWJm4ROHNtVU2/8+fvR7yk73dIBWLHnMqvKYe5i+5mZNNnKjJxQrSr/H2Xy+Hc4Y4hPuq84Sih9IWvuaqER5Pg+u+ukhA3FLJpWg6rC+B7W9bMDwl7yjBMpxYiE+nrPO+8tYbXF861BWRAey0eABwaff2rkT7rkAX4/W+MZsBLL3/MAwhRSKnBeaB3HyBY3aS3R00awipxIsO06JehCx61uneeqaQz/ZzNyBze9P6uuGJt9dmAQbH7/l/NlyYCanBKOO25CJX1svWSikHDiY8V1o9pKRBoNN9s0KoSpVYlpJY+mNGD9c0TgeVf7WQZwEJT/2/rICW1i+zmiNT3SCuY3F5rmJGzTg80nGSiIzpVvQtjVylCSHu+Qi8bT61yFvZJ4P6FBIRYRObiXC7QECUMPwqs2tMt1Ln1KJXFMMDn+UE4mpppRq00T2ErEJUV4AtD4WM2HMcfJ/JUJzJ0VF7s9GmfP/3wYBNphPEI8kLMoRAi/YZhY8tOTkt/tf2oLr2DYn54Gk+esQqmGNUkCM+1VVMUlC8SoKw/8hYKUC2Sfk8wf51Fuvj1QNXRXHrPtX7SyolLahi29FbxjwaAlIGjpaMnoxEhWvyI4n9ZU+VhneGtk54eBzLHmkYFr0dkX3h4RMYmmNKBC/44jIzdwAxsRv8biAb0UvTqYIXdVcEN7MHDQP0MTzlhqrvIsEwYflyu6D2Xv270o+RjYUwlsHFFpJMjwXOS4JCdpbvV58pn0iR9iuk1u2IXx88TYQyEKnB66gB7eFKJTZcPYJh1XqVNttx4vEmc/oxHSESUR52hOwL5ijW4hBGw+2OV4rAqPDVFXm3EcOc9tZ+fxijks0EQKPqH8ELDTofcgsB+EFynYUU3yGuTzAGiSCal/KdPVDaPN33JgrHQCCc5oFQwdqGOjOZby/mhGrZY/Dt82nWdykQPKvptRoqPRofn9oRbUfpx6f0X6kHeSuX+li42yirvUN1nDCdN8kLCPsKCj+jfRP1s/inx78vnFl9EJxGh+s9qey9JcBKleBJK+uz7YkulOOAJcmT2E1P5znJnSqjiGKBk70JY8fHuFAvHn/qw1dZBfWZEQ2cSyRsUdZf6/M4vxDx+iHjvypH6YHWq5TxgOyx04H8FsP7BM5nqaToJz8BSyCWAGBmMVeHWssZJ7P4x0ZO8YgfMmw0BrRV00mTPYzWAvx40LLbfs2Ppi20ufn207jCQOu422pF1WkTstv1VpBWIWP4HS3WzKUIHBxAtiYwFhyqWnrRJ6Yvb3BY2VN4EfyeyZL+qVDwCHJTTgilRIWdeqz+KRRlwdsIuJrrzACEwL3pHB4tMhEJ1U9nmUkg7X1ONiKg4A+BVXyOtbYl2H0HtkIpN8tkYn+DGDAfmLDLNklDdyOQNM+iJEWYIbqKcgG79fuzz8VCulz4O3bqV2ysucJhv1RwBr0KcoT5ez9pnKJKiys1TrJuXonmwyndx2rrbZ+wR8DOWwT+H/X6c/ShUgUAJ9gsTr3/cES3KNS2uis+pBmdPY/jWe3l3VWqnWUODvfgFH9K7Y/mwkhXtHmXDa88MZtg/W3JzSGQXkhQ1V8DFdzcj63OiVh/xa4A4EOlEoUB0ncLRZIbEuqn02OCg7C3JyXvY5yikGBzMSQKzTeUAkEyQ+474NLLjrjeDceGI4+yz4/5Xf6lnDveAk+lxkaQFQ//AixJkM9lGBpjSuE+kL/VKF02hdPVwrwZb8ZB5T1+aP0obz/FE5OR409pVCJId9pfpPOCddEwtcvqZoKCtioGF2dHfjrDvqgn4++0ahTUZZkxuqwVKhrA74k9xZIH6g1apZtAbsK8x/jdaxKalA4fottXVYe4oFoYJjItDmSz9JxzAvB8NI7qSxMVEYYfomwEe95C130fuPIyvtHbl3b+B6O1JfuY/mZzLHrDniGZ8rPaLkX+U673/AqmGAcXOclBkzKp1/YNmO/il/3AMO4GuhiIqo8QNzt1tZCZ2D8ckuu0ffrdh9b2f/cKv2eGYsLa5CK+YhA2rNp3VGktk7a3QdMrbaKvSNtcHowLluwgDkihprKkfzm1t8ZkiZMwsy1K9/LuDjeJttA4af1sND6cxm9qV7UbgOfk1IIkLTzOs3VneSS8dj6CbPamX0FRA/fI9jJZiBAdX48JuFLq71HGijkCvtcKgRgmyN+DWsv2UoLXhBB3ycoid3r3nrbvA8X0K8ky7VDsnMWHUgBL9zajVAOsTUtoNQCJ7+bG1nbiZbcVo3FNr0++X7ZvRwATFgdk1qLBUA2DJQzyS7IADhfCmfAEZ8ZrO+MzuJwGwie4kUKmJFJYflsDQxXJlL288jp0+QLVdnSRIzJa9ayvileODlCTXIdLsiTrQNu7YecreoUNOMbvJthB9Y+GNjruzIrTPV2JmgdlSU1S1ahahFIlKtBp1enOWLeSBcPrTgtC61sXQr8KD/Hn2arDvlRt+Xt4ARiPz67oOfwtxW8df/rsEKxYs8zCXQ9iHa9LJ1AgFk8fFD7F2QCiXkzb44OJJ2F5Jkt2AaaJ0I0Ti2813q+qXtYAKqKL0dgYcq1gOjflKjolxPJnJVppClpyamUGwR19fDrlUJV9SI1NUBC6j8mm4oBGM88UBJSqTK1tUrXrtYRUvVVkBjl7H/cC4otLyNH2dTt2NKqzLq0iMJu0MKZzY5aaFlSuF/oT5q8A/DEyiRyuJUr0z7mPvT+MRwJZ7qurLdgmV5DoVDuFgHTmDL2vs0xJwumQb6Z4tDj1r0+TfPBbql6iHB4iq3RXKgcIjYnv+ol6C2ZKEVjnNpt8mmp7VxZ4K+ars4MiYHXGCcg7p0PxHT1RI795NmTSsxXss/bLAjwALZBvsWkkRmJbvbEVAsPMTmsfmXmzYWWP2fUE4ImVUnumS59uyOYKRCkPm84cEg5Tt0tVD7y5+tRrajNyCyCx9KZCdOTMzGqb71qvj4u3JTlaXz0H6k0Bn4536xinAhvkt3SI3M2KEcSSaLK3kMMTmBx2Fyh2L1CZyU5bTHf4N9kR6ew9krhqdKoSWHpLt52qKUlauv1O6a7UUn7OCo5EX94F83qK2ZTTgJ8ezwUNUKHBdV4/v9AgprpYiKfe7VUnDhrrrkAvOrbuaSU8uUsmmXWScf+jesXlK/4O6Hb3cP05zfGq10u7C9Pky7k+QFoYKV7DGQU+T2M4ry7SVkPeBZrZfXhZDsKHxQy1BtuTQCKDmplBQ3YqV5nvZmVzXYCHhJt9kZpLvBGzALg5J3Day3KBqUMT3BJnt5/8nnEAKmswmBjMX1MuAqC5T2JLkXAXrA9mMRbR2zcDBKf8Idu7WKj5VD6WVdvfCKGcAMc00fo8B7gcj5yIG388Xz8D4MG02AblnfcDZQlQW7OkZJwYFVXXGY3U2nLyOrPnK6PF0mLQudk/McldU1i8F40TsOhSaWx1YarXJteJiPWmFObEhGB7YXpk4mI1VIpG527kbg9UGLeDWR/hu/MjwmZF9EC1mjaVSDHh0MXwJ6FHacCTSm6cMTIs3ma+r24huQxmPAaM+daTT2wXNj1BWz+8t0rE6tvSyOEbIgas1Y9BN+TureZucO8=