番外三 宋亦恩的温度(3/5)
BrZ20Sd1o4XJvoT8s/m6ReunVUrFFOqwRh/8VCE/vUuB1FAolJD5OnYmDOrjyyx3b8ZWW3wUIlixAN9wT76GCuqEH8mriJ5ZLWuv/4AF4TomojF1s/2WknYoOEDhDLm430QVNmMeOUnbOe/diPHgt2CqOw21Q3LEX3L0EjVnEi0ss8sypRdfqSgNLz3RiL/dgKsn/jJ3kuKZDUcfF05c5pbUxNYhhKWLT3o46FGJhVHNW9MGG1Xf+Fo0B8tcPkv5Qmcx+brWXnwGDsrM7ueYk/boLsaDDupjGlGbFKjL3LDm1JxZK1mxcWmYbor/N0a4Rth2NsgyVZSBF8/5XHaPEb7zpob8rbpneykskzVWbkXdGU63fNtmovvFbexWQfOifmlP2A+SG5Ccb7a6YQy7MDRrbEQCm3sS8aqBL6Y6sGFdEytl1btX7tKsdXj1veo04Q3ltxUMfqIflP8ro0LGp2ddIwk9ZsnTV383oCPGJ1tTeahEMYf4FJrQ+YVvySaGvKSpZVCm2sYx1jjG8wDKAhtmHj24E6oxSftu0C0f/jpsn+6VZsTM1B2rgGWCmZS5/j1jvjfs+D4F4aDzbm87INcYwEHsSYXdjkILULVxMdUYkxlspXwrKNu+Um5BbgTkKmRzOOW4hlTU/BrO0OrgHb4F+7oD/d34AYtLA7tKlx2gbIolpdaXartqrGN0c7rMkE4k0xz5agek0SAI/JGEd1cT2XY1RKwoksrW4HVGHwQvT1rI6wP+0ySwFU+cteXHZnPr4F7clTN/yxMwaUJ3QdPMkikv1IA/rAIG+sgFgSWZthZa7II8JHckj3i/vqPpWEwCdCd5LnEzxnUpLFGBnNwuuU5bDZfEsWlDZ61kFOB1Z1TnSNL8FaodkEbuIOaga3+POEUOD6rXxSs0tBR0aMV26eh5t7PxMU0RGJErNdXqlZ0KhfskxNZG6dmbc8TIjGLsrkW80wlwJsE2sDE5j278gNfM+ZkMw5RpRtly/xJMj8HKpxWbb1fkMuDz9pMk4irJQchgF4QQzTLxSPNkuQ8aApOL9Ahbmzj7ygeebA+pJWsTyG362Hy7vXBXbdUXFmTtvEGZwEP7IJTKv9N9+jMTWQSVkDHBDPIYwA81zqpGWEb7wtO5Bj2mRoaeaLVI9I+wFS/ioTxl30p00AfjJoZRHtuD443HYau+hU1YJcfi61RvbgZOFrBMZzrxOkM5JHQH76hco9YXHa4xMyz+wNULZ7aVHF1YQktc3uolcTWxlwV2eDbT28nitKtk1CRpTQ6MlFlsTnU1ubNX8HV66181RqXv5rdZ24MP4GX85XUwyAyJiai0sy/gso9XkPKOzmLZBmoKJAkxzkv9y6CpxPX7F3tDf8J/1OGOSf6tmGhQsiDVfFnvWIw74KLZPlQKQ8bATAv7V1C57m5EXxb77MAZvSwZaQb/9E8iD61TAT5kLzh01hQOX4IKaBLUDfZPOxJSdNK4/hRIOaEMrzH/dMIc6C+qxm778drpS1IB/EkOCUrlUxOe3GMQtGFUF8SaILIMvpdQgVjcbtXohxQX5U42/AOUoUNthoQSoKZ1e3sed3d60Uw9XyrqqnEDLwYveJHJboYBFMxunORFu4TsJFCMb9FhmXoURNvMA2wPh19X8xwpC1wCGW/7akxlqAXZcHdVObiqvoNgbMt2LD1ZFi8hJG5T08UD3G32MBFvZl+swBch4hoP5LuWgR7Nnpsl5nE+DRusEThOv1n9JN2aCTyvpcfTk1UGMfSl74uWHwzU1Xuk8dVK2AvJDppnxBKBe6ESNtXxpxjpQjrwf0JFqoepv7MemBc60TOUrGLMLc++bFGcug5RgZXStDyon5IOmxt8dOUczxUWE0K6HhUsJHxWMo4lmdvsb2XzbFCZ+ZiONHURDV1l07Tx3k+yzn6UucMrNoYalnsZ89fen8CEyNCHXblDxdQ0atn6ZvPhxZysW/Lsomqku7SxdGWstKl8QRzJX7cul9FIkb5KDuIoxh/qqbcFpi1m3qTBWikkK+XGKWfvtntQeTlCrJF0ATjQiC2e9ESwLIV89DA8IaGgkb5f1mIjAgTcisOgEN/qNc52nuPBRrjrYOVdAV7erRzTrUHc7x7mVt38DqjQpq2QWg69Oi9op+VuiqvUxX8Jg8vdBjwWbQ8HRmhtlGhVbRqRwCckRAnQgGqzG0YE/kgQT0kacp/OAJcJZFhEvyIp8V7ZbND9ZEvtW/sA2t1xJKmBSWy+y972RCTKTupwD11eBdCIi0Tn3HpBw1qrbyWXnGOS9cLSa9U5l2rtZiQB+hrSWkqoqtQpVIJX+j/2iki0mnw2MIOwAbF/GiXrOtt1m3n9AWFHKlnNv5gtGZdXQbXok642RwqgWKf34us/pSOL5b9hdP732AxdmEjZwrDSblDQJvrqJLA9TJXyZECtt7wm3TqbfrYBCdMLzm+xYpUHQP3SBoAnKnCyqExdOwSe3ta+n//jHaHIS8bFdp5grjdYUHWFa3NR7a+/t//RMG7LO5DFI/LpV5oZsZVzkNCWCbwfHhIwD0X2C0KB547P032Z3oomyuyePve6dLmQrXYad36O3l5pMRl2wuJ9oN5+0jhkzo8jL3/X5BO8JDRNsHaoGSD0QCOVks37AE10euGgf2RM7ffca/ShjuHA6HA7ynfoS7P5G7KMPmFUdfwRPFwSSyRByXFKTnTSWZ1tA5bJKCqZJYxw0hMNEE22PazQ6ptESPOrSSnslkijun4rg3QPvngtU5aZVLT2NX8W6grfRFc1cY6/SWGYS5Ej5SxIlEvf3JTHihrng9ysQq/ionyTiyyxMX6QEsTBa19A/jd7xbig14WT5skqw14qPPOwMxt248K2UJeqrJOREuM6kGEMGHLyXQG1b0kXK1KAodOIFTR5glaokRa8LZXyZFUO8aG/40s/586XMsUSBmvqwmw4EBW+Gf4D8Aw0sHC3Ve3UQr8JUy3g2EdgM+XOjZDw0PG+kCJIORCKjgMiR4N8qw/th3NBu3RBhz+tlDU9qHvhJ7ukY7o4qg5qQ94T/BCE57uM79YC4XIt8Bd5V2tMfYSm6DiBzqtfRJrwdJQg1JMVTfTHLeqnXsl1mZCuiOrb/VI/+7ZVWIKymY5Dt4Q6MV1a/rDV/FyVBTYbAuq76MM6zu35lO38NFaBqyh4m90Byw4j8SLzApC2BJfQkYw7lj4vui/cYynDxJyHmGtv6zb3YX0CYDSGqcLGWbVW89qFbrcsilbIInuo6hvlKvCxKckxQAhQxLuPRY5RXffDMkSLlnitP/ojLycYcTKDOMR6sJFmrKKerrvUB+UGVpiIg+KU8vnplj3ulcrIUBMkVB9dJ41Cc1TKxDs3w/clri7MztQowQeJ6oN+7RnJbcjQF9kM6FimmhbZVIz4JD08EVDvOH1sIEE4bozE0FCnYqMAOdymSUBsEgESGlB2y6//d4xrLOUAI5ITQ71fv5Gpfomp5/3sjySmsv+T35AZIKoWJORQuAGfUfcenu/GyIXQDrsgFzmRkDvc/bZMqSYurPHA3oBRnxfR8RGixIKY1DnqSzMpkT8+SEc0fTg14OuNWU5rtPYqWGVqJzRhBJofugEbgSiABpw5fB11CGpBBIoY0mIamRGnDfKL86YRGUWGWnpJDiTu6q3AS65Uswkf1gHn/uuPVbhO5tdbd7o/grDaMEaS8UpCc4+qyjroa3vKBWRuM3TET9OUjWTALuis3HV/QvGRxmTIclby3RFqGnW0xqNZQeRalxtiorkSoaM96HdxTmk2sUT4hKU9uLnnZ0dEAFj78Yezmtrq13z1Vect3gG4z1xWcvV+CoE0EPg/Kv6y8CmEQ5wFQlvDMxMJEYuJxMGmjzumMu0UP7y9cqKO1aSs3SeUM5yEK79IoveSLW47AlGxA6saF7lIoGgTONvZwB72Zbrv8Z2SCSYfKVhIsE0i9j8aERMfCMi37E20SJmByRYjirgzTh4uUKZrypY2Hre73DPoDvnKLil+OpS5DiEsDEFzPh5S/Bzt4I5htoNQcHGLag4FVLtsbiVmvEnDX9LBNeliuLTs0jkTlJltJO2N/GhdCX4g6yO9QeilDxek4ttDiuAdc42bMqOKak3qsp699J/nuBlChgAs3EY0vszdNAWdO4Tp7hHuh7Kyy2XgpxS0JGa4zzd7+/VpbtIwK5kzZ0cGcdKRDU6t5CGzDVov5nAGANesi0qj6FU8exaAut/dW5GQxnmzNMuA16PjMSCzyZEQTX0cpeNpxxCPTCIFOD+HcmQMVzixoBXeQumNhiZtm7/syCkVg93DqWiTFvAQIjg2Rhrn6RbhRVcZUb92+Kcjh7GNYxBdQHpcTq3GzPPnSM0Uj26ucMurlz5RxJAtWa77ciTp/5g0UBDuZbnILaVj6/g6bXJBz534VwHR0BL5iKjF/jk8NNAGmrGEt3qWQcx/d6xHQJV7WVuaz+cYbTD6bimdQlXvMbTqdm9YVyy5jAowjWmPY3g/k7aMDTzJBOFUkR8hTQDbSbrL38wqceZXqbSm03AdfsugK2t35VA7fSfIFT2zmGLCoFR3na3BNzNkVBmZr/TrvOsrnccwI24JxCp9K+KtXxr0Hcc2Ek0kvDruxFeHq7wHy0Ure/bpfSNjgcEfu8d8oG6uA6QDDvifQI7Y0ua6WAKFXu1c2q8ndaNYKa9luYIstwy2VsYsBuhON+g69upU/dhEmU7yZdg4//1joPVhLtLE72yXCY01vr/yQKNUS751uEHhgbpapN7LU+IiZmNvHLWRrNs+9ni7pxYqPMfMJkQmkMrBknH84fijbyAn6o2Doxeue6HO2UtyAcdZFwQ5nuHQKOXrj2DgkrrcAACTBPrnUMKFsi5vdj1xm+zaxeGE9ZW/w94htNyRyHh+BAb/BlATVAFEf25NsIfD7z5i2biA5ProFfaeI9nwLy9S07+43hLFBneiBNpI9ZFRBAuvDWx9KQL77VjjfjihkR/j0xd5MfLO7DQ6ujcs+0Oqqqc4n79+3kh8FtyAFo9c8UUzqEH3cK8C3fqbH9qTpat5uazZ9hWZBjpKKFQKKVcuferX1+KfVzNWlVL+9eav/PO7FsYpd7306IlL64cKbP1ItgCdIWFQOpBM4F5bOREXzeZIDXEyksLt6n9WoxUgXUC9QNnhhuIT1RBlydBacmT8ViZuUJ9qAg85hx+8enKRqhFyvun2k+VztMmsGdXgPpDgpBMJ+pArSKAN2YGftkdgKR/GX4M6M6HyzwGhMBv4MkQdW9ISa57YAX8kKhvIedluuMuE03jfdShUq1UO/prbqAaLIsIcXd3QRXkIxPIuuhaLslbG6A1dmxnp3HDmAYv5JiyATlTDT4wM6WV8ztyfFeLG3X2q2f3+3tLEskqGU3MoydIA4Pn40Ar7i4M/o5GJPB92XS7qzBgrK/+fXn9gKm2mD+SGy3Bpy1lp/RuykVSVbLIUfrPZlH7Vh500bHL9of6WIOP321LXyzD8vZ7vUTCQo6OiHupVGmxMp/y7AiAO4UMvaXxIBXx+DTD04VJazBOGzx2njJLgdCFqCqSTUIULAoMI0JKrpR9HsYcufE7XMniBQ66vYiW+CjybZ32/OZaBY+DsR6n/5ep4onGb/szqzA+qUUlo8QKJ+sc3kwKjJIGpbbmdQfKBKD+eIu4VeX9xgGafhGRyk1rXX1j9btpk0Qqp9QiyhoOwuDErX1LML6DwUtn9Onv96yVxH/mclWrvhFeAZXVVEKDKTFyBqxqOCbCvvEH+LcajJL1yvNl3zg+J5KKt5iuhFqZAW6gIbPTD4g37VrxeywgADIidhvuaDDrqC81PdVtEgrgY9Y2IDF2ZIuxDoay+Xh96Mae4oVsthzfjtvaG+uvrAHThhP0Un/+x2o7juNWUIn4zxTQKP2SixEI51oPuSrCyo5H17NWbMDo3/ybV4+uvxdITVnwxI6CcCXe7JxwvmDGnlJz9dnqWeDgSj4BWb1kECZkmaWPfDjbdTjqmS1WcX5Wcm+p/d3rScyv8wgtzKjPP9YPP4zEYoQfrBtHYsAXKVQIAb+iKpZJgF9eRDmGd2vQwPEQd51cu9XUBWFwgGgYWCaZbHJs7o6VI9gYKPA3PazBCtWrAM6CBphKEe+QMVQUupzc/T/LJTsWWjD2eZw6hMxr35seHAEgKNIfH2v4HWDS++ZE0SGXeauax2rmt+46hvE0pxPmnTgx/0xHl313emLVnC33vVcxgBq3fWQ30kJ3uKHN0rT9NsdpnXGv9rtDaADODGswahGTssMVK1hKtUOptYTpTp9PW28Ondiax5ELbPE+omLIKgAgNy6Tgqiq555ylFtDRTPdn2XraL1RN/n2YxIUQUvzYcYssHb7AF/71ViYdpNFWomZ5QFMm8Q3R3VFaz07z6wt/WoSHkpuj/+oXjWS7KnvAIeJnp3YZB1ztfH6WshJfY5Gi3yjOq6ef0yrVYAKNWGD1jMlMYNHtCI75NcdbvPScin8WEFcrIBTEScjkFPD9u1ZxlSOrNir2kqJbfWp0bylEja76v/PCqfMvb0UwRIlnJ2vs5X9UyjCFfzHz5AJKG2cq4jbY+ixrWy7TxQdf+BB1hLmgQULhQukWioTizn1RRiZM0BbLCuEKwGPrTluXS8R1o0XmqMELkK73WKEmJcs/yHH6/D7byspOoquH72EdY/eduJuXLyPc+e6EpVxVEGoMfTSvC0r5daxwHOELM/XwIC6DnIYwPk9P+BRAehxS7rNAdyXdwzndf8Z/jv8m55HaGS7gauPY0I29aN1ef2y/+jdlmeOKHYEXBVs2rWvy1rVM3TVYoL+bigRlZKu/A8j9mQRhcnmRgdKBFpZ9zmrUeU8h/uXcSeXX1tVdG/MmUB1NfG4Gvx0qBRKfHRriKwDyugHMax2RHTg9hXJg0r/lc/n3zLrnQ9P417T4+3GlPH2vhEq1wIrO7ILaugNhgTjEo6oOIPF8rGi1urSuq04foxTszSOb5QKbYrg6bPH+JMDqxoQ5n2eIFZwwFmZTOn4e5Tmhb8XPj9OchBgmc2+Hac6aeLY3Fq7vgR9NMnrXTDIes5LwS7sKeMy2cKZyiWS4Spa6moRDXMcXx48PD/lzAwT8rgA4HORxn/YCr3U/9r83DR6YL8b8exxKe9RSpV7+w67Nv7Z8WYNTbOV3hSbCAfnAqV+htCadslFbcONxhH6uAuFmQ2UerX9GwD7A5qM/tiIJWj2AHDzhpAstofaNP8M+5V3HvPrKRrDOJwopK1WwmeIkaNotY4no9PEI3x3ZI46gECD1M3Eusmo0cl3JCP37bEcCKHLYdWVDyWZFAnG3r2uPvTXn7DiBm7TgFhKYS+Vksc3+QJIzC8AiCrAdov8bCLQjlWlqlVmYQvHucSJg24f+Dq6cYmotUri7I26n7xp14eQqJ4P3wQnItAVdSZu2OP5Ou2RfU4DlI0Jj2zHFkY4vt1g5NiGNSZEnEONgtpZvCDBPmlwBPkNoe+NNHkPX4UcBN227SYqJqCBF3A51JUvlIvxMAJ15B5soRL8f6MwqT5lMPY4L3s2b6ztOkcGBvGVNw9q6QB7GwldYroEzYAAgRNZRP2+1vRXQTxjxq+j2xIHIPhfpPmiSWz/KRppv+7iTysxexUGcJbKBThAvDEmmfntVipK6rILQ19/5u36oA4ZKtWlvafxZkSdG2vF3Jr/a6NJu2XSSSXCh6Xvy5Ez+/XOZBjCHRhD/vP7UcqKn22s3PqFt6GISQ6sMFYsz/cqPrfRgrtZarJajfqMOYVHLZybbkMJjkl/vTcvdkeZEUkYVTV+3ns6iS5PYdHdgDHvdAr0W1zNtm3kWsmu7FWmhSnM/fVlb0gom85loGifWmbO4mBpR8Iarg0fpn9AXf68tTGAqO2h/m6m+hWoZhUmIV6mB8w265rh7mHSdcsT4UWpv+DkOFbw4dRpQUjCHorTGAlXlfc7OPc6Yh6rdtrnrlodKOzwE7/7gRZzAyTi7GrDYWooDhLrOgrK/WMnk+My/BzA3j7Z9/fls5bYHosi7gQfM9ZSg7aydj7sKit9WM0BpL1Lf4hDKezYXw9gJYMUdTIspuy2lAsqwl11EFjJctMeq6Do6xMEFVTyv5hP0s/99XEhEyLI8WQjPiCkGRoxgE2GfR4kGgWw2dh57/tdZGg/324vpNIMeta7WQzX+X+NxuZ4+bR6cSzz4FX6EwQHPATa9bcmw/wlRiS6pJ1N2g8WQ9xnJmvYUUkQqgtzA9xkyWOhykGY1J5LUxbZL6PG0LjolReJKaY7eyVl4eZndlegilAusB/7Hirkw21+T7Y65uG/0x1a1GPDaNZAQzLh0+fr9Fyp6Xahq3/XVKBdVH9uTVedo+9qIDWs8CcFlRG4SknWdaetd0oQCnvG6rtwzrfIVTsR9ex64MxUXXddlF1nGXuiKqWPBn5dof3xCdomARdTSKGnwT+UyXAwsrCZTUXlzimmQCdxozyoqyug1fJKRfFZSkhhuuzz/lmftJSROAH11v10hZbUNBKey26noK3nZklM1MrPcC2mqErDqSJwJdlLdnUtRw+pStTdCZ7Oyo9UO0lyBTQhxWCie/A3HI38f8pKckIg4I12zxyWB9SAEST7H9f8Zc8zOvwlzifEMfVhKLCmZ0ET3AS4Z+meOt3zL/1Q/nm7D2dRLceOa8GP6PQNcoFyd2ulh0+0Q+0fRxdFZYLsL+9xHlM40qxnlxnwQP1fGUByH6xxzs7ZD12Ffxzw6omOYfj8JacJzAgch2d8xvLsSqZ+c0seSwXvCwuTfPzrw1F9HZ6jrMJ1R2X3Wy/QBCpfFiBUNUTa3rh5lOPn6yg/NBeeczc1tRQI6mkgKzL6dT67J89eQvb9w8zLYuZWAbmwuOqccE9zsfcIjiOQBo6m7v6Bp4Za2ZzrL1TLR9S9q75+b90ewR0y184orzfOGOlEJiLy/T2dJLlAJmVZ1CwTOAofSUoaVyPACIYOfspm0DrxVK15jNAPgIe6QN+vEM7zUTn4X/e1y0+aN2zeXS+vlja920FuzXtEtNhaaPp65kiHOm/4OlxmOUlhHPlZtMShZuFdccVksxRuLHiaFDFU2/ufrKHilDDDn180VLHJjoQjUBU4k+ThFMAmwrs/jb2Q5ab6OdHhRXqDTgzPsXkQkdMYtTVLMX0hk0+/uisPQ1tV9iJ10LyiUoLZYgNcPmuK6OIrYSFEoRJfPRJcxHmecqGNqiKJLG/mp15VDHbYA0QK+mr7b0sM+QUF0mIB5RMf1eY3F4zwC8tKdEe/zYlzVT8CpX1+lyMYop+WkdZnTBJIb0C39aEPxjdP/J2GepbCFzu9hEIB/Rsp8lh4uWNqs/HNHuiJz84PJj7vx294brVQWNfQf4qwuZIkcEXt6qJPLyB+pQJ3QlAlgsoxsbYcw2KvpwK4d3PTHR+OzJJLxOYqUGjc7aPuMqRGg89vC8u8HJd8Nxe6oguiUz5JS0R4eMtIjmHv0/aZBbQQrcjsaKYlGPadO2Dp1fX62eofbwxLg0cBJ9pthfTZeZR8EF2E1xqaxz2pVZ2LcB5XDpihULihEP68uxFntGFhv+TmenAABJmTSi1c2se3RtxCBiDjZvcaZs62bhnQtex/Uqd2HDAwOvAWB9CUhfbrArtx59ohL5SXSPOqPI5cRFzYLkVCNTlFJTq63SlQ6RlHQI617parm0hwGVQ/irIeDwzRr5ywQ2Aga/v51l6gJ0ElvV+n/SIJj+oxNdL6qXXru08oXYTxiIyAL+HR9/m799EKh3KqQPmZdoY/tmX8QFnWs/3ldZ76nvkZUmJudq10v9B+TUFYezQFvlDHTdLbbzbji0qGDGHwdWUUFmb/06SgxzIRhvLABVpeEo6HvMm/wibnH+A01FxKUn/7ZihhLzACMSM4l0dzhT1R3gmfmNXbZIf8JE+/RTAcMrwTv0p8pdPyEShLArfj+dvUR8OkAgH6QCahipybLUIxhf1M/Osw+KpGYNMThmPNEChqwq9YIPi6NpEyFRmpTh4BL9pEdepm1tvZPvLM1wirmOt7kTir73LKNIrpyK6EKIEn0kHu1HO5awg==