第一千六百九十七章 一笔一笔算(3/4)

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baq4BUrCFed72VRt+FOSSzL42tC8RmCfo7AZYUAaXXg6eN7/ytc4RnnEpvpbrgqsqAlxe+tQtNoBQ10jvCOxT+16ptKaKwuagcn4t+PsXh0+6rzqs0fW6fgvMxyqScQON/cujog1wvsSsLdQ71lKH70hGzg7JKuFG6jkVRptaG+WCf98WJOrMhaCxX7UdfRUGn8aPzhwXf9jQUKmpv1tXoc6XPFTR9UOUQ4KnOWEoP4GXAKZtc0DUQpgGTSsMOY5f381glA0ojU/cd68o03jzHbLI3z0KtrxGv597jlnS66KgXggwp4TOlYUuiEM64b6EvrBbscHU+BSMuSk6DDBuAQrCOqQhu9XD2bRbqam2YOREnCx74qR3cZddvlXR0Mxie+mkOpkA48CA1/nxCDcRGqcV1KqRnJfuyqfDdndCPmnpB6ne9ywBUy9tujz/5DTxSUVEWbM57O5BaqDIX1Hgo2WFECtqJfEZreV8WF2QKK8F7xI4/MtBjxbrbMjHsuMRDcG5kCPPUs9q4DTtp0EFNxKn4ID9NTFiK3nxfwhJF9uTtPWzgGuiHUWYvl26EmtUXiIQuPYpid3uYFPP3XQWU5rM6/CWDt2OW7JONdbXu8JIDCrw9pp2qigPpInqrFTUdKipyfrBiL0BdVPinRKmoOcSdEiEtlbJva4EBZHkPU+/vnaKUoQTtoPRf/5PdjIj3YR4uwE6ox+ZxKbyoKaZuBr0xgFe+wT1y8iTYdXZjc7zVxV529fHwu939KJW5OYd2tEAfFyfRdoETTelI8M6SCxWaXJqrN1m6SKQaoHXOx+tbXXnSp/Deq9yqnFHI+Hz1PaEnCH3xQrDpVfobFZKHLzQLqNM9kq2pzeAVUGIDdO2o1HEortQCXxUK+KplE2RUFqIsKWAyWS366GZNWW9uW5bBG0noO6BLzCvPvF/CBFqhudVcI7mgXdzCAcjJ6xZ1hTkrueyeZdgpLQLvLUU4t8+kMttxN4iLuCnM2AR2KidUW8Jm0dbXGMK0dM+hgAXtJJ6qo69qgQ2QUimo2T+nYHYbDOv7E0xHhi0+t3+sEdiY0XNOXdVTydMe71lccG7sb2Xl0Mru9SqhgfAuGBHv9O0km8DsL9gNumDj7NjUnMXtC6Kdg80bmtvLAtaECWZg+apcT02Ttljq3XBeafzyc2pDn1PVsKs4S4PjBbKV1PGHnNtT+s7PhD4mdozwMgoIWuD6hPmFNJcNP9QfEIaIbiwHfxirS27lCOVsiubK5ObxvzyBNsN/4AbFR84jkEJ5K4cNKc+uM8UECwVW2tU15wJXSqJvvNxqcWkUWdZgL1DpnwPDBd4wygAdgi/ovAxjx2KWSWqrnhoEAoJk/0Q/9bYbY5875OC8DnGY4aoI1tXN+KyAL8RZr1ZdK/FkMakgarrn0/qH9RaYnzyisNlaf/9NvjIB0Abj5lVrM1TP8gYMhJdajNlgZBk6qXHFvRSeCzscgs+8dz6toJABgcejJk0Mw8tsJ2Gn/sCE8xGfiyRIer6oE+x3opdRYnn8LafgdyxwDOQKfQupe/3YRIyxg8jTk1+K02nUn9fT7PsHa/0blrblpGAmZviSJjQB7Y+G/xhb4nrviVziXjYGuS9sYAHHXrnAOAmHySZ0n13djwFRaY1HfqExs1N42+UfOTJY+1+EAMiFapbGPdLi0IHaLHQGAyg11bUkoowqQrj2wKO9oUxxYQu690V8q9GYk9GSsHLnfPqpkg7Aiyp9OtxIzmr32x87yzXMnyI5U1qER8HhlMs+LO0a1W/82qcShBjpLOgfptZTcbG64mGuTf4UsTqNf27yA/bPZX+FjNMF3EQL/5FsXKPwCkhf4XJ+eRF0SZPLrD3Ir/2SZoMUjWD1IvIt+SL4DwzJQg3iRp5yx2f8jxkNXCR9bW0oCo0TUBNITU064bBqSvKWxyjBgh6pMy8UcMXyNZE0swII2utDEXCyO/1qXzqvhmv1vsSU3xn7jym4Bg1wPzqEqkld3aL3WvgjXUTKKjD4QNkmEl1KaztK9N7yH6IkUt1h10hdxIsTjUgCrFt7AQ0oxyu50611o5fX5yKinJ7UXTwjxVNeIt+YYqaX5WXDPePhvwpYCjiTXXELGZw5HYIryYx1y0pdDyz4YYVNdkbv8B8QfosinWMxlUV+MKX7CGrCeJkQIKjeyF19JXakNNDB3e6cOEuvuZvANGXdff0YZep0yvrqAg/KbI+NPNnWWRSCFa7r1E07XqEm+dOK6UqCWteqCVL674gU5zycTCX8vIqY/GarDt+I/mKqzmZEMYTYQTk4CheSmV1qdK5gocZogK8mM5fNCf7/ztRJ+/iso2ZXFmTsNY2LrkflWAVwFBHdppLhyEDrDiYUaSk3kFUWu+yPJHErnwVrvpIKxSn4GNYFkAfoHQiDD9Q6y90MPrPF7vQJXgDbL/TfoV/K6uHnX5bjZCwq9a22JeqwfBx5P7jd2GjIVtK/6i5+EINNlNsi+/+xFte70ia3TzLGswsaMABN2jDtxipX1SsZAd7QhxdzrQ1I4QcdoompLnZ+kd/qE2lWeySt0hNmy9t8Vg60ipIWOha+OdhbXXZSS2+TSOpYyc7JTBDnaZlZjfg5ARNT+pCA7T+JHEonptYjblzJ56Pp1rKyyYvXxrnbvd6RPZhEIs2zyhm6NtNhZ5xb1iRrovjK0hkaVEnLnpTvaUWopXAi1zHTmtaVrGya49cpUrcOcq6A1UrDoBQa1CtM6DjgRsuWpimMns53VcVaWvzUdihHjhOtNmipOkQM1jbT/Md8XYwmFq8auAFWwWtS5Efuy6IZ3mn6ix6AbPWbv1Ih5tAxlGoy/kSqRSeKeZoFUpFlDIzRtyO+HJ39AZOo53FjPXEgHEeJv7bKks4mpZuFSpeNxTYBt2CzUOMgYwOMsAjWuiDRPe65FZauTx9Su0yi+IKRNKar446yIG5JqZSG/4fmuYAB2h1+sVQNwpxG/zredzLNgYwnLdN6aHTUh5OFOUlh+H+mk5EBzH4cfTCmUZPCbtlgI5io/CKJOGwjqRq/LQnuQYEpR39b6c05gc+2wSpfhALYGfnn2jVpfVCk77XGsc/BG9rqNsxd/DJkT7FavlS8Xw+BC8jLbOWfF+2/xCiUjSWlPR5RR2h/VlYKwyKTqtwLQy54wb0UkMfaJ0993kbJ6LS8dixp3UVpxexluUTp52ehLX77ToOI+2CMqsPmID/PcQ4ugZ8ZJ+fVy+B/YJ7p+zfHtr2Qw5xd3EW7a4D89an45T1/6x624TS9wrz77Ho1dLqGGgpsq+mLNRheSn15mpClGqM27KriNmAf23YCDygYL69decA0sQ2APDkqUdO5y/dBoBfl1fx476hVQvX2BPhSpSxobFeUR5Hzm3On1cs9bJUcq/uR2/f5/KgQbqQRAyW6xGAlCxRfqn4aiwjZKAcTLSKh67HPxOxXB0r1cevRuRPysUM6wqo4uPwBjmKkSYHAZTnPR58caXfuS2z0QV/hXtA/RwOobxXDmMeXMDgboc+6vgzCBSxJOlHvLpYGeYymmuczNi3KRn2Yz29LpG5hmiuVoKpx5CdqdzFWDt2+0w4cX0C9ofL4mQ6KBk4vGiFwM6qVNWaDPVwBCANx9X4kMBMv56YuE/uFXSqN6hpAVgeb6Fk+0KYYxnA1KWtyS9uJGod6ftb1RoFcKDMAY9MRqvZg9FkuTzzZqCfC2wftwBkxZEdOXVDBHxRQZF9hpQjNwDUZfvHO5woNqGtnRbFyWpY2u31S/PIhtPt+mYoLj8boUmrSCPc+6htzgnDg2l/xeGoJgbKeYheY9jVPb34+chV18hllfHwX81lTXzTnCXqzRSN00BTEmvHdcwD7ReW3dk98viPXFk3NSkpuhwOtqC3KWJQnldMY2aJI+nK7Pn4DucjQd95IVfDUqw6kysfO0zkwuf70e6kIe2HM50IeEiXGN41FAn+RwSBRxtOqhR3Wq2vNJ/Cn87ztduaeoq8rE+crGE+332bNOk7MFyOSxmA8/fu3cgghQE/O1WdyOPnKvIzhS32NWsmh9KK3Ndb4MSO1PhCmoXp3d4dYGeNT2NiTr15rTKuETtgJNLpvZO5rbdoRAd0vUF60e/EeC0I4v0iccqNOQrp4jFyp2nVjBD25rURPcwRG+f0HI7p8qjsBSksA7gvK/0QBpvuBM4iQCY5qYvIi4n5FkMDRiU8yygTFNcOVL1TjMJTP1EFmbTNWPDOESVAN6K+cgbAkT0QHhFl5qa7cEAws1fsAWTwVpaP6AC/KJE964Zki40JICC30Cb9cxC3SFkHllCnWZcedH01o4e8b+okWkDDt1afj+Mr3LJhwqbsRYK/OT4ut4d0vbtXuz6LT4Su+WbHLwsxyeIgP3ucwjkjUfhi0NCthfza0T9sHUMbZy3RwCcY49AgldTl82o/VegjSC/yfSdZZrtXi+4VM5GW7HpNFbdKwyv/I2L2B0HSgd11apyDZuIY27zGdaIk5eyzhiPlcnoGKRQ4TagxAzfV9fctGqrZU55DFhw62A9EWd0IRv7AnC67JTQQn0+eS92p6rAzUN75GG+kdHWUrltSu8e7HtHXudfbmbs1KgO06EjLevyVt98QPPHvT9Bg4r54wxIYbPsAcK0P57PY3A8vjpCrCULiY2CFv2Qy/kKvEIgDPpujJqiPFpouwAab3JkHmA10Xyw9gnoEVHNO8O5fFZc54cE1vZAIiI37+ajIs1EfOk6lmDP6cJYcdCNmzmiIfWK+V6+055co6yh95If08sw+9FmWeuj0ztNCbxCx17JIHoTTy4+gtxs8AqadbEiy0Y0Qp/D0ihawpfydyf6V07dYnNKKrU3CyvtmCogag4hl7DjwUahe+SndwEyPWVi4s0JgavgGb1sgNFQNSVdsQAJ8ic+Q6nvbAHsTqBkP12V3vSiHIHkCrOc98Lfal3hjGnyGjAz32HtdQuHhqgESUC4PLcKG49qZpPD6OjiWmLSrfojk9NOMitpswfnQALsb5eStf90POxAMs1l9xISkoInv2nd9fFIV7q8vI4wTKvcht7qUoURVg8Rz1pYhBmMnBshhgGOj5Qmxc3MuSabW1W5Dq5EKexkXUJgKuQwE0BMW8EgflcWm8XfVPuOB/2QfRsik4Nq/ay0BZzDiQ4pRAm6Zqp/uQQWIrs/vrMLth/and9baNIAEY8y8tkTCv4+xn+FvY6b05wAtgTOZX22jFDX9SyAZY1YQIurKgcSpYJCpaPG07/f1X17kJVZ8cQbvK2uDKxU0ZNTtbBAnV4hdwcGvs61xXDjAF3IXbPQkLjrQpTiDxQ/im2Lr/Cieg0Ebuq6wan0ID0g/6B41VC6IpQuEDF1DRai1PJwHmUEzgfD5ao7+geY9sy/sjYFxxP4j7Vw1FoZ4E9+ktHXBAlAMLUq9BSTUxULdVPTL5QS13IBd287N8CeHBNAJgPCctWmlbhfZTLCi3BNFnYJhReHO71ISvwbetj60AQGzHgL42H4m4BcH0HrPY4nzfY+8NbGx0WtNvMHRq3cqqLodbZ6LLXbQpj/AbuHkV3NaI9HQmkYzCenNtA0iNPzzw9ySCsW62Qc7aeWM8bfIcvTd0/CW+3sdOGD2hzUOLAF+I7Rx3/Qb3B59EoI7WMLpGiokifH3Wt1uNaOW2nJt1M/VDICHtWJJyv6S9ZWQica4he8c7ccxXMiztaZUy8x+OISKQ==
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