保修期内的thinkpad,去服务站重新做系统或者恢复系统,花钱吗?
刚买的thinkpad t14p 2024.这个分区就很不合理.现在我还有别的很多软件没有安装.
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Ab869PXjUW8NXqTb38+npAYKhat/Rk+Z6MEz9n+tHOds/83uRr3yb/Pl9cDRIfOITnzDX26PrZmt2lnS6T4mrgdABRILD3C9YsCA1aEW2SQe3sFFoDZVuQ90mvo6uoQIAnLpuDVTRo/JaQ6XLdEQ4PXr/d1NPk7+/YFBo+vL5p8kVEwfImNNLu1CWZEOHDjUBQYfGt6WFdC1c6GMlhfbPsKF9ivSzn0QamII1VMOHDw81qdH+CMECrK5bqs39goKh6s5n681lR4WpQunAFNpczD9JbE+mJxx///33vTmXfm91qP/oycg7g9YythdW21uHGioAKD7dFqj69etnTqYYRwuXOmmh+p133gmN4IPipwVqLZy89dZbsnbtWlm/fn3WSWuygnSZ3mfNmjWm4J1vM6XuluvznIuGzsOHD5v7J1G0hqo9Sa11bE9cE8ZgqFKnEqb8wSRUoU3xdFRArbUK0pDl12po4d2mX1YS6evUk/rqsOkLFy40kzaR1O2n/ZQ6S7CJZiGT39wviBoqACg+ZU5w6ZZD41qw0kKzNv/RWgjtjxGkRw337t0rZWVlMn369Izbk2bdunVmBKHoySP19e0+clJe2NQoX5qWbioV9U7DcdndeFI+Nz45nYb1fB56ctNc/YOGDRsmGw+INBw+YV6bniNEt7UGjCR1Do5+nvPpI6S1NXoCTb2Pfsb1s5A0ur30ezpt2jRvSW56gET7q3TFSVSVHowJjgDWGXS7z5gxw5vL9N7eZnl41V5ZNG9El9ZMIZ5+Bjdu3JjaL+nBHw1TXVFD1dN1xfcRALpDtwUqpYVQHX1Kj9BHaeFS+15owUs7sSed9pPR2ohoQVL7mxxvLZNn3j1s+hv1iel3oxvojR1Nps+Y9s0pFTrSnQ4fvmVfi+w7ekIudF5bubPdtY9REvmfZ611y+drpaFLC3G1tbWJ/YxrKHzjjTdk5MiRob5TcfR7rgFMa1i6qh8VBTigePB9BFCqujVQ9SQapjZv3iwHDhzwlrihccqUKTJo0CCp231c3m047gSM+Nqc2oG95aJRfaV/VbJr6oKW1h2Ww8fD/Y40UM6bOMAMToJk2L17t2zZskVaWlq8JfEqKirM0N0jRozwlnQ+CnBA8eD7CKBUEagAlCwKcEDx4PsIoFSVTnUHAAAAAHQxAhUAAAAAWCJQAQAAAIAlAhUAAAAAWCJQAQAAAIAlAhUAAAAAWCJQAQAAAIAlAhUAAAAAWCJQAShZFRUV3jUA3Y3vI4BSVdbm8K4DAAAAAApADRUAAAAAWCJQAQAAAIAlAhUAAAAAWCJQAQAAAIAlAhUAAAAAWCJQAQAAAIAlAhUAAAAAWCJQAQAAAIAlAhUAAAAAWCJQAQAAAIAlAhUAAAAAWCJQAQAAAIClsrq6ujbvOgAAAACgAGVtDu96h2hqapLq6mpvDgAAAABKF03+AAAAAMASgQoAAAAALBGoAAAAAMASgQoAAAAALBGoAAAAAMASgQoAAAAALBGoAAAAAMASgQoAAAAALBGoAAAAAMASgQoAAAAALBGoAAAAAMASgQoAAAAALBGoAAAAAMASgSpkryz+8oMyb8lebx4AAAAAsitrc3jXO0RTU5NUV1d7c13o5d/KmJUTZet953gLHM6y0XfWeTNp5932NVk2f4g3l/b+kp/KpY8OlZ+suVJme8vy9sFqmXfNy/KOczXb46dpcHtcFm7wZh1lMtn9u1mes6/9x3atvPdBefjs7K/zrx7d7c25yiZ+Sv7wqwnyQuR5qXz/JgAAANDTlE6g8kLK/eOuSYeqmJClYWKBXJUZEAKBKBc3eMyUsToTCD9lMkzufvomuWW0mc0a5lLByZs3zN/eI3d6gWrMY0PTfyMLDUw3LfNmPMHHbi9QXbrlkvD7ZP6mG6g23nqX/Oun3JtyPQ4AAADQ05VQk78hcsuvrpFrl/1ZFn/gLlm5MntNT9hG+ZYXpjQY3fP0XfLBmsj08GSz5rW3BoLOp670bnf+rrcoSMPXS6HHCa6nAfCn7nP9YI+snzhUznZvcOyRH/q3eTTYjLl3ozcnMvu+4OO609YCatbalj0to2c86E6R4PebO73lzhQNbQAAAADSuj1QHTt2zLuWW37rnSP/usatJdJamJuXDZO7bwo0AYylweZp+Q8v/Gx9eKgsvOZB+dbL3s1ev6oxd+4xQcuvuTl1e2XjhqHyMb9GK2SofPPWoXL/3avlfTO/UZ7L+7Wkg9A7jz6eDk3OFOwbVjbvmnQY88Ki74sPp0PaT+d5CwEAAABk6PYmf0uWLJFBgwbJVVdd5S3JtHTpUjlw4IDMnz/fWxIWbP6mYeBf5bcmAIWa4PmCzfScEPWTyzbIzcHmb8ZG+daMp+U33pyGj/Dtrrhmd8o0vXtY5OaMpnv6uBtkjtYkaTO/u0X+zbldgk3wAk3+tnjN7f5Nloab6OUh3FTPbQ7528tyNN3T5+M3O/Re/wb6TgEAAAA5dXugam5ulh//+McyZsyY2FClYWrr1q3y9a9/XSorK72lcdzQEOz/U7h0kDLBTB/HBI2XZX1c3yefhqBogAsEo9hApbd7/btCfZqC90v97fz6Zym/j5cfxoKByrw3TtjMdt9csoVKAAAAoCcrikEpsoWq/MOUCgYq93p0tLogNzCF14sdMCIlUmuVGpwi/RihgSnaCVRnOyEqdqS9W/fIpYH7aU3TzZItzOjj/VnOyaiJC74XcfNB7uvSJo9/uF9kgQY4whMAAACQl6IZ5S8aqgoLUyoaGrKEDQ06d0pGcMrWfC8qHaQ8JjjtkSlOoLry4Yny2zs3yJX6Nz/IHaiioc3UUj0/MRyostVQ+fRvay3XTXuc9by/a9aJvvb0ezNnZfh1xoZI53GjtVjUUAEAAACZimaUPw1NGp40RD300EMFhqk458g3b5PAwA4ODSimaV58LZSebyk1UMOaa+SL0RH/IoM3mKDyWJ1ce+slMlFnR8+UZQ8HB5NojwafB2XMjN/KCzo7bmggfDkh76cvizjP6Q/R1+FZudJ5LTpQxegJcuXE3fLbl7xBJ17eIP8hwQEvdAAM95qODvjSbcPcGUeb1MlN+hy+rI+vwevBjDCl7wthCgAAAMhUVMOm+6HqvPPOO6UwpbVNOkrf2Pk3yU/GvSyXOoFlpda6XPOyTHw4pqbHEx4VT5v37TYj/qWWRYLG+0uWyv3yKflmsBndp66UraFaqTh+kNJaJHe48895t6Q4z/fmzZ+Sf5s/xHkdl8i1G16WH6ZGHnQ44fDhzRPlc+a1DJHPXTZM1j//FxO6zHDx8yZGQuMwOSfwuhnlDwAAADh1RXceKg1Rl19+uUWYcmth9BxKNy+bLHO8kDP7Pj33U53c5ISh1EATWRRaQ7Vli8jd97cXnuLo8O4apNLhbsuWYH+qDbJAa9JSj621bcPkP+50gqGZd2uvJppzYrnhzPTH2rBBXnjZCVp5DbEOAAAA4FQVTR+qU6bN+QL9iLRPkj/ogxukNHi4g0rE9Qey7kNlRPssObRGLGY0vfiBL9w+TmZY87GrYvpeRZjX6p+I2H889zF0cAwNhqHhznO8Nz73dU2QF7zHCMp4PAAAAABG6QQqnxc2cg1z7oenYLDSZelhxrNwQlJ82IkPVLkHpUgHIJUKRs79cg1rnmtwCA1KC+Sq0FDpqccP3C80TLtKPVc3UAVHA8zrfQEAAAB6qNILVAAAAADQRYquDxUAAAAAJAWBCgAAAAAsEagAAAAAwBKBCgAAAAAsEagAAAAAwBKBCgAAAAAsEagAAAAAwBKBCgAAAAAsEagAAAAAwBKBCgAAAAAsEagAAAAAwBKBCgAAAAAsEagAAAAAwBKBCgAAAAAsEagAAAAAwFJZm8O73iGampqkurram+t89719SA42u9fNS3H/F2nVS/elTRpUIRcNq5SfbWg0y5W5zazjLWpzb/jO9NNk7GkV5joAAAAA5JL4QHXB0t1ypMW54rwMk6e8S01K7vU2+XRtlVwztq8seHm/mU/dpg+gocqs517+3yuGyadGdt3z727P3Vomc9cvkk2rbpdx3jI7m+WRWePljinLpe2xOd4yAAAAoLQlvslfW6sbmlpNKEoHo9C8Vj6l5v3b3Pvq9fS6utB93KTQQFRWdqs8582nbH5EZpWVyaxHNnsLfBp8nPvcqvfYLBvXu0tLW/A1Bz0ntzrvUVlgyljFY97nWY84jwSgGGx+ZFbou+tOsyRjl9flwvsb2+fJPgcAkqMEApUbjPSy1Vy610OXGpKcyb3dXRa8nr6veUT9JzHmXH2L8+962Rj51d387FOy2rlc/dSz4R/kzc/KU84Nt1yttUjj5PZVzus+5dqp4rb5kflyhyySTYGaM7eQM1dkufP6A4H66mfiCzpzHtvkPMIdMr/7S2sAfDOd73Xg+9u26Tp5arwTRLIdGcnKPbhS8N1ixO1vbJ4n+xwASI7kByr9cTJhSKdgqHJDkz85pefQev7t6WXelLAaKidRyS1OdHrq2eCP7mZ51klNtyxaJDNX18kmb6mxqc5Ze6ZMHu/Nl7zn5KE7nPfiu4HQ+NytMv4OkUWb2iTaOnHOY6vk9th06YTP7zrv9B0PZdYGAigO426XVW3L5ZbFc2Nq57tCzP4mTl7Pk30OACRF4gOV22TPC1bBcKXLzHV3PX9ZKETpfTVcmfvqY7nrJst4mTwzWhO1SepWO6HpinNkiiyWZwK/xs89s1hk5nVyhfdrH25Wkm6qEm6mEtOk0AkloSYstz7r3RDhNT0Mrhs8KBvXrCXrstQdw031ch5Vfu4ZWTxzkXw7FZyc1/i9xTJz0ZIswcnnvRfB5zHn27JoZvj9BFBs5si3F82MBBHv+5zab6T3aX5ttbNnlMVz3dvTISf7/WJl7G9yiT5P9jkAkFQl0+TPBCMTkryQ5V13Q1arOP+Gbje3eWEqdV9nSlofKj2KecV1mqgCNVHmR11D0xzRFoHrU+0BnxM3T12R++jp4rkyX5a4750eRXWKGnPDKUjK5i6WWwLN5ZbLHXKHtjEM0vXG3yFTgs3qNi2S9U6hxS+wmCaLq5+SdAWb+xzDy9y+Xm4zRQ1Tc2X9ok2px7x6Yzh8BZkAOeWc9Ov1mjxOOSfnO5DFODlnivP2ULoBitq4K66TmYGm0JsfeUhkib8f2mRCylwvuIy7fZWzTPdzzj7G21et8o625LpfnIz9TTuizzMT+xwASIKSavKXDkbuZao2SkOSCVDBddPXQ/PuwyaK+6OcPooZ/FEfP3lmuvZq80bnp3umXOdXT2Uzc5EsSVXfuEdRnV907yiqE2icMDXTCTTB5nKmvb+zWlr8etrUZUnwqKzXZLHOT4MaBp3nOHNmoBmjCUFeM0XzGsKBaM7t2ZrXuEFsZkb7xnyaPMb3LzMBcP3GrAUqAMUivV8Zd/tjgRpptyld6CBUFoXdL9v+pj3+82SfAwBJlfhApe30gjVM6aDkhyq9NHnKXHdv929LX9dLnXfTV8KMu0K0ksqtiXJreNzaHL3JCVtebY87UMUUabdyJtcR1phAEyvHeuP0kGvqqKxbi+Yfgd1sqqK+K0ucF+QHQfO8/WaK3ms1TXNyHCkOsquNyiGPghiA7hY+cGKaDftN9+ZqNXh+Cr1f4fubPA7wsM8BgKKW+EBVXV4ufcvbpE+5OJfupNf7OMv69nbnq8rLpKJXmbdcL7NP5b2S+Ja4zUJMADFB5hbx8pSmFydCuUdAN9WZ4f2cCFNctBbNPQLrDabhPHk3CLqFCH3e6WaK3lHcTTrgxh0yXgs5eQYrw3s/woN4ACgl4YNHbp/LuYtvkeWm6Z4zLb/FrJeb7f3yl/dBLgBAUUt8oHrub86Ql66pkT9+wZmurZGXv1grL19XK3/ypj//Xa384K+GyOwzq+W/vjxSXvl7Z7phpLz6lVHymk7zR8nr/+NMef3GM+WNm86Si2qrvEdOFr8v0kMPaW3OZEkf8PRrgG4N1VxZM4HErw0L0oEwvKsq63peLVSgEJGqRXtOm/Z5YdDURGkzRq1xi2mmaEbJ8go4TrB6KEcXg/BzcN+PUxo5K/T+Aigu7kh7Mxd92z145DUjXrTpsdTBJHcf1A7L+8Xt8+JFnmcu7HMAoKglPlB98qldMuPXO2X6r3bIBb90pl9slwt+vl3Od6ZpS7bL1Ce3y9ef3y3PvX9UzvvJhzLliW1y7uPbZPLiD2SSTo99IBP/91aZ9OOtMvFH78vqD495j5wwXl+kxYuDtTkuE7YWLzaFg4Kb92fwA8n80PmanrvVHSUrzR/Banx4FD4zZPlquWV5upDihqfVUvdMnaxO1aC5g20s/t73ZH1gVEIdNfDWjGGGs70ur+Yu1UHL5fb3WixzM06uqaNs+ctiRtxymAJVAZ3OAXQhM/qosy+6ZXlqYAlXuj+V7kPmZ4yg48oMQ/ndzxW/v4kV+zzZ5wBAUiU+ULWZbk9tXj+oYH8q/9K9rp2o0v2r0rf7/aj0Uu+bXG7QURlt+MdPdiKHIxhMTsGcx9pk+S2r5Y7xXr8CZ3rm6uigFFqJtMrUIPlDEbt9ENbHnP/JC09O6AvWoLk1V04BJhgQx90uV9eNjzxetnNHOc9V35SMDt1us8FNiyT0GsrK5ossyf5YWuDRJomFdzoH0Cn8Zr+p/YGeq9vZp4dHzHG+687+xd8P6dc8o+neHHnMWaYHgHQdMwppXvcLyzqARD7PMxb7HABIgjInjHToKAxNTU1SXV3tzXW+cT/5UA63tJpQpKnJvBo/ZOmlE5Q+M6avXD+pv9z8bIN3u3ebt55ZX4OVc9Oy60fJZ8b21QdDSXCHWXdKLxkn8S2YnlNrfJ18ty1QuwYAKR24v1HscwAgEZJfQ2VqmDQgpWunQqP3aUo6GQhN5nb3uo4QmFrfu92siBLiNj1c/L0CBq7I4rmH7hDJp78DgB6q4/Y3in0OACRDaTT588OTmdzrweZ9ziKzYro5oHv9pLkeXF/kRMtJaW5p6dDpeHOztJw4YZ4vut6425fIIrlDxoc6cxVGh06euz54fi4gWXQfpPuiuH1UZ0w9db/XEfsbxT4HAJIj8U3+Rj/2gRw53uoGK+cf/9LUSOkKzvXZo/vIl6YMlBuX1ptloXWcy+D8kjn9ZGZtb71nh2lzktrxpuMyZPAgGTJksLcUALrGnr37ZN++A1Ll7Ju1D09XYL8HAOgpSqDJn7bcazOTH4z00sx7NVHOrJQ5//nL0rVUeqmP4V76Tf86WllZL6mqqpI9+/abQg0AdBUNU3tNmKrqsjCl2O8BAHqKEulD5V+GA5K/TBPVsaYms0wDVjBIBZsG6jKTvjpBWS8tXFQ7hYt9sn8/hQsAnW+vE2b27N1vgo0GnK7Gfg8A0BMkvsnfyP/1fqjJX7gZn3t91ohecsVZJ+V//ld6mXPhXHH+1yBlrruB6pd/019mjarQJZ2itfWkHDt2TGqGD5NBg07zltpZuXKldw1AEsyePdu71vn2OQGmYfdH0qdPH+nVq9xb2j3Y7wE9V1fu94DukvhA9aM3D8qhJidQ6Yz3UoKv6MCBQ1JTfUKmnFEpz2/TKij/djd0Gc6lu6hNrp9cJcP7de6R3NaTXuFixKkVLrRg8Y3tZ3lzQNpLl/X3rqFY1NXVdVnBYv+BA7Krfrf07dNXepV3b5jydeR+b/Lkyd4cgGLWlfs9oDslPlDlokdo6xt2Sx+nUFFeJIUK30mncNHUdGpHbAlUyIZAVXy6qmDRE/Z7BCogGQhU6CkS34cqG1OoqG9wwl2foitUKH1O1VXVsssp+Bw4eNBbCgD22O8BAND1SjJQHTx0yClU7JbqPn2kd++OHQK9I5U7z007i+/YWS+HDh32lgJA4djvAQDQPUouUB0+fFg+3L7TNDvs3bvzBpfoKPoc9Wjytg93OM+90VsKAPljvwcAQPcpqUClR2i3bttuRrXqXVH8hQpfRUVv6dOXwgWAwrHfAwCge5XMoBQHDhyUV199TXqV95Ly8t6pE1jqoOh6Ut84uW4LylxPlzhvnvNfRzy+0s1w4uQJvSKfuOjjctpp7XfYZlAKZMOgFMWnMzpn99T9HoNSAMnAoBToKUoiUOnIUffee6+sWrVK9u3b5y1NpsGDB8usWbPkvvvua7dTOYEK2RCoik9HFyx68n6PQAUkA4EKPUVJNPk7evSoNDQ0SEVFhfkxTvKkr0Ffi56vBQCyYb8HAEBxKIlApZVsWitWKgWL7mgyCSBZ2O8BAFAcSmZQisrKSjNUcNyPdZImfQ36Wjq4JSaAEsR+DwCA7ldygSrbVF5ZLm2D26Tt9DZzPW4dnfwfd/+yqyc9UquvBQDaw34PAIDuV1KBKlvholefXrL32r2y8/GdsvFHG2X/5/ZnLVzoD3vwsqsnChYA8sV+DwCA7lcyfaj0xzhbYaBldIuM/tpomTdynkwdO1U+/PyH0jqsNXV7dxUisk36fGj6AiAX9nsAABSHkqmhCv4o+5M/LwNFaqtr5SLnv4nHJ0rL0RYp61uWWkebuQTvF5xyPW7w9uAUXSfblGsdAGhPcJ/jT/48+z0AALpGyQWq4KQ/0Ho5sH6gvPLGK/Lj934s/77m3+WMXWdIv8P9Uuv468VNcbcH5/3bg1N0nWxTtnV0OQC0J9v+Qy/Z7wEA0DVK4sS+Bw8elCeffFL+8pe/yK5du7ylYccHHZe95+6VshNlMvTdoVLReOo/3mVlZR3eRKWmpkYmTJggN954owwcONBbGk9PcAkgOTryBJfs9wAkASf2RU9QMoHqF7/4hWzcuFHq6+vNMn1Z+sMfvJ5tmS96Wzbt3Z5NtvsFl48YMULOOeccueGGG+S0004zywAgiv0eAADFoWSa/EWH+w02K4lrjhJc5k/R27JN7d2ebcp2v+jyXr1KZrMA6ETs9wAA6H4l8wumP8bddQ6Vjpz0NegEAO1hvwcAQPcrmUClTUeGDBlijnomddIhkPU12DSrAdDzsN8DAKD7lUQfqsOHD8t//ud/mr975MgROXr0aKiPQBJoYaJfv37St29f8x5+4QtfkAEDBni3AkAY+z0AAIpDSQQqfQlr1qyRhoYG8wPd2trq3dJx9G909hFUfXydhg8fLtOnT+/0v5c065bcJk+s8WYKMeOr8uj8qc6VdbLktick74eonSf33HWZDPdmT53+/eVSc89dclnwQdctkduW13Tw30KpY79XmtjPAUDylESggkN/rIK/wqkf14h81/OEf9xrZV70RzKrmB/1yN+KKzjUzrtH7srvD+TQIM8/uFB2zX1Uwi9Nn9NbcsGj8yW9OMu6nfLj37EFjYbnH5SFu+bGbj9z27Kd3py+9dH3Ir914nXntgUyP7tR8Z9l97u+bOcM+WpoH5DU70Jp7ufy3rYNz8uDC5dJdM1s2848bpb9ZTz2cwAKoIGqIx07dsy7hi6z9sm2BQsWtD251puvX9H2gDO/ILXAtfZJZ9mCJ9vCS7OrX/FA+jEdOr9gwQNtK+q9BVm46wWej0+fZ2CheT4PrGhLPZz3vB9o7w+0q75txQMxf9955U9mvP4s6+pzDT63DqF/P+b9K/Rv+ds3ZhurjO0c/Xw48lknTvdvWyA787nL8iH2P7vRfWByvwslvp+LyNi25n1s//fIf7/Nts98s2KxnwNQKMapLQHr3lqjh8Xkcv/A2fDL5MZ5tSJr3pJ13iI9OvjEmswjs7kMv+yu0JG+4dOmS63slF0N3oI4zt9ZuExk3j0xRwmnzs99dNB53nNniOzM/QdkyW23yW0x05LUiy0iehQ19Rz1aOdOWbYw/LxNjeHOZbIwtexBeT7LW6BHWW/7mciNjz4qX3Xeq0zrRD8OM74a2M7O+67rrln+vLgPm886MTp92wKnwPmuLV9TK/NSO8IA57afOZ/dGTOc/WJIsX4XevZ+LkPctm3Y5fyVGhmRozKo/f1lDPZzACwQqErA8JpoIcFTW5NqWqGhq3be5XmHKTsN8vxy/Ts35tksMKpB6nd5V3PSYPioPJqa7hHNj/lZI08Ef+Rv0yZAztIngsucKdqOw5bzA3tX6nl+1Xnm2mwy+NydSX/ptR9Daln2ZpUach/N1WSmoV52OX+jJrLC1AvMr7xbQMxnnQxdtW0BG87nUxNT7OczfdvlNd4iX1F/F3rufi4s17bNrd39ZQb2cwDsEKhKwPDLbpR5skx+5x+59I7GzrvR/yFxj8LWjBB5/sHAj+mDOY7AZnB/1HbO+GrmUTtfw1p50/nRrsl1yDCXdb9z+zfkOgJ4yuILKdruPr3MmfI+nFmMMmsRGzJ+5fNZJyAR2xY9lvf5mhtTCl63xAkTzh7yxqwl5FL8LpTQfi7LtnW3UTg4nnLtHfs5AJYIVCWhQXYFjz7GdNRVa54wbR/SP7BOMWNhzlDlhKhUAFsob06/J3dzB9MEI3q0N9p0ZYmzJCDYBOSJTq5FM0ejS5zX5GTNE4H32QTswCcin3Wiin3bogfzaxUyP1/a5Ms0dc5WS1GK34WS2s9l37am9ikQDu9xEqP+Bp5SqGI/B8ASgSrxNPRom/XgEUk9Gqlt2L0dv/cDG27GMFwuu3Ge1Do/BqmarQzOOnelf7BulJ+ZH42sP1jDa5yfoqipMt+7v/7gZQg1AblHpr+5sMCaM0RNna/9BQJHbhfukrmRI9H5rBPCtkWxylY7leoLk7vfKN+FIpaj5jFKA5Zutpx939rDtgVgiUCVdF4ThVCnaj8sOTHrLQ0/w0eIdh2wbsbgSf1gmQeNYf7OTnlzre1PifO8TY/eNyX3Q8T3D8hP/H07q2+BDqubftx8O2s70ym2XdFCovsDr9N8Ga7NYwJ96lQ+66R02bYFCuHWYMiMCyKhyVse+b65w3F7+4DAd6w4vws9fT+Xbdtml7U/cb7YzwGw5Y3212EYNr2LecO0ZgzvGlruDpmbMZRrvsPOBuQalli5w81Gh+x1RW/LGHJWmSGLcz2nuCGBo+KHCDZ/P2PY3q4cTrhjtbct0rINrxzU/jqdv22BAmXb/2WR6zOcVgzfBfZzhW5blWufmO/+svO3LYBSRA1V0vl9AELNHBrcASRq/aHU3aNmO5ctDDTXWydLtK/VjLleM0CvnXhqBZ0PtxV3+yPoAcPsxwvNABm1enQ0c0jcBu3olZN3RLJ2ukzLWpmmzS9yN+HJxvz9mhHxR53z4r5H9pVHzuvTPmmh5iDR9/3UrVsSfO/1b7qd8oMjDuezTlTnb1ugMA1r35SdMkNy7JLaVZzfBfZz7W3b8HZz1je/T1mGzS8A+zkANso0VXnXO0RTU5NUV1d7c+gq+mMSOrt85IzuRkPkzPKhdbyCRE1gWXR9008rzx/5dUtimpOE7x93lvnY510w/fGOnKnfvJY3ZXr07P3e6941N3LOEX3+0bP6m8fYJXMLLuh4763zRmacxb+hQRqGO3/B337aHj/PYX7N+ydx75e+fm1244o/c38+62TRrdsWSDOfs135f2fc/WRNZD+W1O9Cae/n2t+26b/nyv37lH1/mQX7OQAFIFChNER//CI/2KYgtWtuzA9doKAxPBwgMwpW+jfeuqCgH0v3B1fPyZLfOVfcAp92pM9vfQA9CPs5AChKBCogT1poWF5TwNFrAEgY9nMAUDgCFQAAAABYYlAKAAAAALBEoAIAAAAASwQqAAAAALBEoAIAAAAASwQqAAAAALBEoAIAAAAASwQqAAAAALBEoAIAAAAASwQqAAAAALBEoAIAAAAASwQqAAAAALBEoAIAAAAASwQqAAAAALBEoAIAAAAASwQqAAAAALBEoAIAAAAASwQqAAAAALBEoAIAAAAASwQqAAAAALBEoAIAAAAASwQqAAAAALBEoAIAAAAASwQqAAAAALBEoAIAAAAASwQqAAAAALBEoAIAAAAASwQqAAAAALBEoAIAAAAASwQqAAAAALBEoAIAAAAASwQqAAAAALBEoAIAAAAASwQqAAAAALBEoAIAAAAASwQqAAAAALBEoAIAAAAASwQqAAAAALBEoAIAAAAASwQqAAAAALBEoAIAAAAASwQqAAAAALBEoAIAAAAASwQqAAAAALBEoAIAAAAASwQqAAAAALBEoAIAAAAASwQqAAAAALBUVldX1+ZdjzVp0iTvWn6ampqkurramwMAAACA0lXW5vCudwgCFQAAAICegiZ/AAAAAGCJQAUAAAAAlghUAAAAAGCJQAUAAAAAlghUAAAAAGCJQAUAAAAAlghUAAAAAGCJQAUAAAAAlghUAAAAAGCJQAUAAAAAlghUAAAAAGCJQAUAAAAAlghUAAAAAGCJQAUAAAAAlghUAAAAAGCJQAUAAAAAlghUAAAAAGCJQAUAAAAAlghUAAAAAGCJQAUAAAAAlghUAAAAAGCJQAUAAAAAlghUAAAAAGCJQAUAAAAAlghUAAAAAGCJQAUAAAAAlghUAAAAAGCJQAUAAAAAlghUAAAAAGCJQAUAAAAAlghUAAAAAGCp3UB1vLnZTAAAAACAsLI2h3c9w559++WZFSulublFLjr/PLlw2hTvluyampqkurramwMAAACA0pWzhmrV62+aMKVee/sdeWPtenMdAAAAAJAjUB1qbJQd9bu9ORehCgAAAADSYgOV9pla9fpb3lwYoQoAAAAAXKE+VDvqG0xYitZMxbn5+i9IVWWlN5dGHyoAAAAAPUWqhurFVa/K0hUv5hWmBvbv510DAAAAgJ4rFag+Pm1Ku0GpqrJCpk6aIJdf+snY2ikAAAAA6ElCTf4ONx6RpStWyiHnMkqHTD9/8gSpbCdI0eQPAAAAQE8RGpRiQP9+MmTw6d5c2sgRw8x5qNoLUwAAAADQk4QClfajen/bdpnwsbGh5n81w4d51wAAAAAAvtCgFBs2bzFhavYlF8tVfz07FarOPmuUuQQAAAAApJlAtbZuQyhMKW3+p6FqrBOmhsY0AwQAAACAns4MSqHnn9qzb79MmzzRW2yPQSkAAAAA9BShUf46AoEKAAAAQE8RGpQCAAAAAJA/AhUAAAAAWCJQAQAAAIAlAhUAAAAAWCJQAQAAAIAlAhUAAAAAWCJQAQAAAIAlAhUAAAAAWCJQAQAAAIAlAhUAAAAAWCJQAQAAAIAlAhUAAAAAWCJQAQAAAIAlAhUAAAAAWCJQAQAAAIAlAhUAAAAAWCJQAQAAAIAlAhUAAAAAWCJQAQAAAIAlAhUAAAAAWCJQAQAAAIAlAhUAAAAAWCJQAQAAAIAlAhUAAAAAWCJQAQAAAICldgPV8eZmMwEAAAAAwsraHN71DHv27ZdnVqyU5uYWuej88+TCaVO8W7JramqS6upqbw4AAAAASlfOGqpVr79pwpR67e135I216811AAAAAECOQHWosVF21O/25lyEKgAAAABIiw1U2mdq1etveXNhhCoAAAAAcIX6UO2obzBhKVozFefm678gVZWV3lwafagAAAAA9BSpGqoXV70qS1e8mFeYGti/n3cNAAAAAHquVKD6+LQp7QalqsoKmTppglx+6Sdja6cAAAAAoCcJNfk73HhElq5YKYecyygdMv38yROksp0gRZM/AAAAAD1FaFCKAf37yZDBp3tzaSNHDDPnoWovTAEAAABATxIKVNqP6v1t22XCx8aGmv/VDB/mXQMAAAAA+EKDUmzYvMWEqdmXXCxX/fXsVKg6+6xR5hIAAAAAkGYC1dq6DaEwpbT5n4aqsU6YGhrTDBAAAAAAejozKIWef2rPvv0ybfJEb7E9BqUAAAAA0FOERvnrCAQqAAAAAD1FaFAKAAAAAED+CFQAAAAAYIlABQAAAACWCFQAAAAAYIlABQAAAACWCFQAAAAAYIlABQAAAACWCFQAAAAAYIlABQAAAACWCFQAAAAAYIlABQAAAACWCFQAAAAAYIlABQAAAACWCFQAAAAAYIlABQAAAACWCFQAAAAAYIlABQAAAACWCFQAAAAAYIlABQAAAACWCFQAAAAAYIlABQAAAACWCFQAAAAAYIlABQAAAACWCFQAAAAAYIlABQAAAACW2g1Ux5ubzQQAAAAACCtrc3jXM+zZt1+eWbFSmptb5KLzz5MLp03xbsmuqalJqqurvTkAAAAAKF05a6hWvf6mCVPqtbffkTfWrjfXAQAAAAA5AtWhxkbZUb/bm3MRqgAAAAAgLTZQaZ+pVa+/5c2FEaoAAAAAwBXqQ7WjvsGEpWjNVJybr/+CVFVWenNp9KECAAAA0FOkaqheXPWqLF3xYl5hamD/ft41AAAAAOi5UoHq49OmtBuUqiorZOqkCXL5pZ+MrZ0CAAAAgJ4k1OTvcOMRWbpipRxyLqN0yPTzJ0+QynaCFE3+AAAAAPQUoUEpBvTvJ0MGn+7NpY0cMcych6q9MAUAAAAAPUkoUGk/qve3bZcJHxsbav5XM3yYdw0AAAAA4AsNSrFh8xYTpmZfcrFc9dezU6Hq7LNGmUsAAAAAQJoJVGvrNoTClNLmfxqqxjphamhMM0AAAAAA6OnMoBR6/qk9+/bLtMkTvcX2GJQCAAAAQE8RGuWvIxCoAAAAAPQUoUEpAAAAAAD5I1ABAAAAgCUCFQAAAABYEfn/Y3g36dbJAtgAAAAASUVORK5CYII=
现在我想将硬盘只分1个C盘就可以了.
所以这里就牵扯到.
1 重做系统,
2 合并1个分区后, 还能恢复原版系统不?
然后服务站收钱吗? 水窝老用户,支持下 不错,支持下楼主 不错不错,很好哦 黑哥的论坛,要支持 不错,支持下楼主 我喜欢黑妹,可以约起来吗 来顶下,攒一些窝币 来顶下,攒一些窝币 我是来抢楼的