NYOJ题目98成绩转换
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Azim6lYWJ8vgGk5sPEvupPlqdO+MffFvtqs92+zdiJ4F/x8G9/PHpi7rs3+MpZ+Orom83DYaL2shQmxpu9Okzsq+Y0LUkMwbLHCWq3T6PVvqr2r++Fj9ew/ZKe7MvKSxrOqRpOPPXQ7i4udHEfBqfA1TDqZXSk8mEiaiWDnXvEgV5Z6winG/1Zr+4oG1lZmRjVrw67bVVVm21VVaP8tvI4rj6IbxwmusUMpwKjHsrJMLHdrkoJwgQsmw0TcYwYff3VuX+m7Vdw7uRlqYCQ+baNvsLTIsnMWsQfGnzlzH7k/Eo2p+7zlYk6aQnidivz/TtUIoKyeP9dObeyh91un+yW/S5c6NHiHoG5TpbFykS3EetK982uif5qhl2bnO2v2ofdx22326CRySSIfbXZ7vZRagiGYIyOSbTxUwd6ap9kNMdwWN+0A+XoA7mqMnHYbTdVlax9m0L3YQ/FUcdx1UFM/wX2dbR+N43DRPvKXJgYVi+bHqfDRPMHtNHhAcXmwkTUnG13u6r/595HjNE/06Fxe32jVidt5MQrw7f9um6OaMa0+zi7qisqE7nPCZYXnzcHVezo+3H8BbpC2xB134l1fdhV0dfykdoz47kz66lGfTRJdjxBNoF0SxrOzhfCxPI+jJedaQPjMBHPnP/7XXugV5Qlhv0RLLRr1Lbb5SFJywdxUt/0Vum4kiGWjcY7rDiOxx3EbDUp6CTJhIkuYk2EiXGWOLKbo9lOtQcoMN/NUdd11IQG30rZMBG3hUVxIrMWk83s2srExHrlzmmz38RL3RzRt3ByRhdO239g37kxnGGF39vZFRm+AHf7cGFtlnjlXo87NaJu79dUJjITjjdmnBEW2qFV+zDZpri6HrVGdfS3PT6HnmiNFg70lEwy3cQL2myHURdzf+5HfEj0TrTAUcfAuF2vc1NPHse1BzFuuts39lUXpEZhIujtmAgTw/LGpbHpvTLaw6/c5UBd12vDxGaz2VTVUmViOEluTZ7yv8LbhYlRk5erVMRh4dAPvFgZJurRi+mJbn9OtUm+POfWPXyhL5E3JYVd9+trwkSzc+OT1aitDxrfVUbTj0NGWmVfWHZafVjch/02jfZGrsnpX2v+ZvfxX+7qA72yJy+YP+gW7JvIzA5bdFwfYhwhttkLbdLjtXAc1x7E4B9T1O+yy/8jbrcr81b8r6OdLog8x4YJoMRcmBi+GFZUJg6jYZH9Mt7kn+xbhYnMctKXJsNEMMO6MJEtrQcfuM9eRdJ/f+6Dk7Hwe7idPO51CArHUztq4q382fVQ756KJ/1A1eT/48wRndF2De6ob2ycohZuNrWwD/u35ypT8e5Mzp2Tv4i1B3r4PVn90R9pcoIetqzj1jxa+7f4F7XvBsjkMmP3+jHHceVBHOePIU5la1HBisydAwxhavxPszRMHAzAhEVHdXMk9cy6/2ealGwjb/QvcSFMzJ6MRd+D2W+3UUFl+Ebaja5qSOqrk6dzcUU2+nLu+jCawnZ6UptrdKLXk2/OKGxklxGv9/Quzr6dLeUkK7Sv0pfSRR4OQ7fNuHWPyhRBDogb+BX7sOnxSe5Lli9NTdZwshWhVQc6eS35q5noOxpyeB+MooQ0v26pdv/ESXO8tH2VDMJMtmH029JxXHUQs9k+bf6jv+Z4meEejLpT4mLY+M4iwgSc2JFhYtefIQxfKNX4RlCZRZSeTpVWJsJieL9K0w1vdrlpG54/YY2+x8anScOSwj6F0WpkIkT/2iv35FRYmHo/swq5M8RYM1Nwvp+vVoWdEUEwGG1c/+q4Cj65Dye2M66sRX3xs6pxb97UgZ7aHbN/ZvvgmspoKdl/NdMHcR+l3rhUNLwftLlTBZvpdcwssF/1NQdxnywn+kc9qnzORL3kOI4n1M0B72xFmOA8LGUJvgAHEfiUhAkAoIgwAQAUESYAgCLCBABQRJgAAIp8yjCxfF0XAPBZLIaJ7urv8d0O1jTx6UXg2XkzLwbzrQkTrhkHgA8zHybiByB0N+nL3mI6Y3Qvpvn7GCcLPIwfyzT/QdIEAHyE2TCRPgwheFpE+8piA57cNXg0b/bF6ZWY+Iz8A50AgHcwFybGz0aoqrnHIeUEjXz2UUrjF/9nzeMP4x6R4WlB6eorVwDAqS1VJqJnem222/RBfevDxPghf20GWFjguOaQBpDcA4UAgHcyGybSp/FtqyrX9mcfa7lLH1/9ujAxUXEII07w6GZpAgDe3dLVHMnDNXNdFfvd+MnY4WMmj+zmSB+UvEk7McKpFp8NDQCc2Nr7TLRjI9OG/LUDMPv/n13guJtld0gWWQW1CBeIAsAHWBMmorpAeCXnil6F8QUh6bxTC9xX+VtZBJFjX8UTSBMA8P4WB2CO707VdS0sNttBH0TaLRHNO35xX03eFKu/RmM0V98j087o7hMA8B4+3+2099U4AsRDI47JB/u9MAEAJ/X5wsSbcZ8JAHgPZxwmAID3IEwAAEWECQCgiDABABQRJgCAIsIEAFDkE4SJ6M6X6+6rCQB8GothIr2v5HAHqeVGfzxv90o8b3C/7lyYSJ/mteajAYB3Mh8mhlZ+/Jitped8jecd5hg/RKN7lHj0LI9kadE9ud2NCgA+h/kwMXrmZ5Qg2ieJrp03/8yv6bkicXTxRC8A+DQWujn6R3e23Q9RW79Qm0jmjZ492s877sLIaOeOHuk1flSYdAEAH2HtmIlc18ZSR0fy1NEoAkzNO65MNK+8/lFfAMBJLV/N0Y2Z7OoI4zAxNPTBIM3dPpm3maybIt+dEVcvwg8ZVSYECgD4HJa7OYYhk9vdIdfNsd+l13k0mSGdtw4u78hfkdHWLqJIkQsT0gQAfB6zYSItB2x3++SiiukGfTxvkB2yQzdH3SDh1SPjmogwAQCfwuLVHOmIh/DS0NnbPWTmres625URTx0Ju1KiS0NlCQD4HJbGTGTHQ2zXjYJM5o2HYwb21eR9qA677Wbz/1SjKz7GgzTFCwD4GB99O+3c6IdXXrmx3wsTAPD+PjpMvA1jKADgw5xHmAAAPowwAQAUESYAgCLCBABQRJgAAIoIEwBAkU8QJqJbaS7dVxMA+GTmw0R8+6jw6Z+T96ycn7d70lc8b3CH7dkwESyy2teHXSV2AMCHmw0Tw/NA6/7hXOGzOebuE5WZd5gjelhHXTdL69LGRJiI75U5cwtuAOA9re7mSPNAPfHsz+l5o5wwFRpmXh+9sa/c9BIAPtzaMJHWJep6sTaRzBs/LTR8Guii7e5/Jh4qGizN7bQB4EOsDBNtlojjw8ow0RUwRg8iz807rkzsq832//t/hQUA+KTWhYkuD+TDRPYx5btRZ8hhtx2myHdnxNWL4UP+R+UBAD6rVWFiGByR6+YYhlpmUkU8sKK7mGPiYpC2dhFFiuZDckMmAIDPYE2YCPJAWJpY1cuRH6SZfXXUDbLdHfr4YgAmAHxSK8JE3PKHl4Yu1woyqSHTlVHnr9bopg7ubhGVRUQJAPgElsPEKA90nRlHjL3sfsl3b8zcMyK+TGOyl6R5Q7gAgA/w0bfTjm9F1YgvF10dEfZ7YQIA3t9Hh4m34T4TAPBhziNMAAAfRpgAAIoIEwBAEWECACgiTAAARYQJAKDIJwgT0a00V91XEwD4PNaFifY2Uv19tKee1LU4b3cPy3je4A7b2TAR38Vq+kFhAMD7Ww4T0ZPD42dzLN4nKp53mCN6plf3XrWvpx5NPvq4Nl64TxUAfLilMJE0+1GTnn8i6OS8UU6YCg0rw0S3eHECAD7afJg47LabqqqGh2REbf18bSKdN35aaDdvtgcj16OR+bDoJtruqA0AH2M2TDR5YN8/AbzajfoaJpvv0bz7qFAxNe+4MtG+kpth6rnlAMD7mQ0TacfEZrvNhYmhuhANj0jmrXbha/nujLh6MfoQYQIAPp/1YaLrthh1Vex3UYRoU8Uu1yHSXcwxcTVGW7uIIsVMmNCzAQCfwHI3R9Axsd3tg1dWDJmI5g2yQ3bo5qgbZLs7DIHGAEwA+JyWB2AOV3NGjfvi7aUy8/avj2ec6rHoM4RLQwHgc1q8z0TfMxEVDda15PG87W/5IDFzQeim+p/cJR/JxzdLly4A4L199O20c30V8eWix+SD/V6YAIB39tFh4s0YjQkAH+NswgQA8DGECQCgiDABABQRJgCAIsIEAFBEmAAAiggTAECR9w0T0S24l+7HDQB8BYthorsd5VK7n3kOeX877WDe4MkcU2EifLToq+6DCQC8o4UwET7Wa7ZB31fpu8Mc0eNA6/qw23bP6phMKMl746UDAJ/E+keQZx8b3tnv0lgQxYFsbjgiTAAAn9ZsmBg9OnwiTWS6QuIHjR9224lnf6baecJPDsoSHsABAJ/OXJiI48NSR0fyKPGobyM777j6MLwSj5sQHwDg8zoyTOzGwywPu90+M8tht42SRdprEZcu0s+bqEwAAJ/Ocd0cYYQYX7zRvh6kgFH3RbjoTbWPI8VEmAAAPrPVAzCXezm6yXL9Gclroz6Q7e4QJQhhAgC+iiMuDV3Tuu+rTNfFeGRENimEcSUNE6PlAgCfxOqbVs1UJYYuj2Cqto8jEyQmag79lRrZm1Y18zRvGUIBAJ/IO95Oe1+Ng8Ahulx0XUrY74UJAPg8vtaDvtxnAgA+na8VJgCAT0eYAACKCBMAQBFhAgAoIkwAAEWECQCgiDABABQRJgCAIsIEAFBEmAAAiggTAEARYQIAKCJMAABFhAkAoIgwAQAUESYAgCLCBABQRJgAAIoIEwBAEWECACgiTAAARYQJAKCIMAEAFFkKE8/Xt5cXdw+/kpd/3lzcXl7cXl7/zM/268cmMxcAcH4WwsTvh6vby4vH5/jVl/u7yyZMjN6q6yZJTL8LAJyVuTDRlR+6n83977qu66fHy4vby6sfz02kyBYnujzRzgIAnK35ysTTYxgIXn797lJC04XR1C3yeaKrXujsAIDztiZMXN1dXtzePP18uLq7jGsVw8/Vj5d05rmoAQCci9kw8XJ/d3lxd3PdhIn65f4unwyeHpsJEs/XRk4AwNmbDRPP17eXF48P922YaEdLdD839z82F3cPTz82+fLDMOTCyAkAOF+LAzC7gZZ9mBj+Zz5MRMlDcQIAztURV3PcPdyvDxPtgImbp/5/TroZAMBHWXEHzJdXdHO0Uz4+18OlpKMRmgDAGTg+TKyoTLQljb4a0YzENHICAM7RCcJEexFHWIqI7k4BAJyT48dMLHRzhB0cgfYeVjo7AODclFQmml6MX0GY6AZV5IZbuocVAJylNwwTc0misfSsUQDg63lFmLh+7B660RUbLu4efqWDLvO6B4C5UhQAzsWKMAEAME2YAACKCBMAQBFhAgAoIkwAAEWECQCgiDABABQRJgCAIsIEAFBEmAAAiggTAEARYQIAKLIYJg677Wa7O4Qv7av0lWMddttNta/rfbUZq/bBB00apipYh/mlpNs52u7Dbtu8sK+aJaX/PbH+88evT++4zWbTbcZht21WM93R/cp3B6qfMr8KwZ45Yp+Ek86tZrAeg6k/wvGUcztuzYFr9uZ7HM/Wvoq2HeDzWwgT42ap2o+++o/9nt1XK+eZTC3ljfVht91st7k4kW2Jt7tD/kObF/dVs1/a9zNNb7PTgldXNXq5ZSw5aqHtoYh2dL9J291hWMuJY9E1y+HmrN0noyY9/249kSWyGxq+nttf4ZtrVzLc8OLjmEuk4wOXifAAn9hsmGi/0qLvv8NuW+1f/123XA8InKwy0ceZbK7pmrF2u5vmYrwu1S4XO6r9KI60SaT732FHlJ7tTlUmjrGvNtvdLkwO+TCxsK+C31ftk+jtaq4ykc7ZFkoyUw5hoPn73CXtdr8xa1ey+duPNrrgOPZ/QUk2ye/f1Ykb4BOYCxPRGVv7Dbivuq/C11QH+nnWNYOnqUzsq7QxSD5kojax3+3SvdEvL2kGRjX/pm3YBQ3Pq8LEcm3imHAx7MX9mjBR14fDYX4VkqLAwj5ZVxciKegAABnZSURBVJmI9va+2jRRNjmN76aMqijpn0863/JKjv84jjuO40QQLzFew2RnK04AX8fSmIml5utVbXrzHTt9shrklbf94CYnDB31fbIZLy9Xfd5Xafvadm/vhvPVw67abseBa9SfcKrKxOJ4iWAn9+3VQpjolplp2zKbsXqfZMPEaIFpmNhu00Y2aPmjP6C5bo5VK5kfL7TmOHYfnT08/Yu5soc0AXxFx13NEbdecUuzpvXq5sp9R76u2nDEp+/icW3jqnJ0ttl376SdPHHW6U+Fhyp5te/KN8Gs3bRRqf247V03ZCIXs2Y+K9zG+crERDEpOWzH7JP2vb5Jz//NjCsT6admRnyMXw93w9qVzHQ1LBzH7ACI9FCsDBN6OoCv450rE6Mu5+itzJfy0Q3nzAePhvDlStBV1X/b943RYb8PTmGHtqefK1mNtv0LG7Oo/RpGYqxc+4kt2u521eS5a9Jqh43nxLTDas+EieTIVFWuK2pxn8Rn7kuVidwhD1rltLsmswdyi14+cJlutrnjGAXSCceEibcoXgG8i4UwkXydFo74688DX1OZmBxA8fqVmfjANUmm2meDVlh92Sa943H6KGspMifG8QiAaPFxJEiP6KbaRzWYNZWJzMCHYTvX7pNoVESuOtFtYbbuEA2UHY+rbDYhv8i1KzkbJvLHsVv0W1QmhAngy5gPE2ub1aMcESbCr9NxC1D2RXtEEXkyx6TjJ+LwkDay0ZRV9dqWojko8Ucle2PuHDxqztIdnPYdjMPEvmqr/EEHTlu/GUoX6/ZJFAZG+ziICBNhIp0y8/pUZWLdSs50c/Qz5o/jujETswMwdXMAX8jqMRNdH0D69Xx8tWB9mIhan/erTIzWcpRjuiZpvz8EeSsZgTF6ZdSLk//4uRVr90i6C6OhHOM9lWml+vY/rNFXVdLcJ+3vdrsdenpGH9fWndbvk6hT4fVhIj9qIbPIYcKVKzk9ADP+sMk/o4mutKgnZiLMGYAJfCUrwkRwJhycS76+PLAyTDQ90FU/avJjw8Tc0IRNtKL7ahOOrRj69UdnnfmPnyxuxxX2prEMz36H1jFd2fEih4GH3WjC/PjYdETA+LPa7oRqHxzAlfvksNtud/vd9M1Qx50XuZ3WH51oDevxYYt3w5qVHLfn64/jSLKFYX0jt2GyBPCFzIWJpLGqi8dM5BaSzyXRd/ZMZ0tBFXgqTORatfxnV0njlVYIuleO22VLY0fq5RPi8abkV2Hf3bVh1GAGYxiSIRPBmX9uhdIGfWqfdAvfBZeHHlOZSMdH5PdQ1ui6nsmV3I5vWvVu9HEAX8nqbg7ex4oswTv6mAKBsgTwtQgTMKupcrxjwhtXdwA+OWECACgiTAAARYQJAKCIMAEAFBEmAIAiwgQAUESYAACKrL2d9uJl9qsecXjYbcNHXGbuYRjc4XnykZ7xYxcOwT0Uu2dCRv9N5818/OyNIt/yPt6HmZtHl93K4E1uTjpe5txapTsm90yQtYdm9fq8+uFo3e2xR8+/+HPvNOmGFsBbWQwTyw8OjR4DXdczj1mo+7sEpw9qzDzzeqIND2/rHCy0ezbEsB6ZODJq3PLvJt4uTJzyFslvHya6x3FnHlWV/RuYeaLn8qHZRw9QH15Jnry66m9sYluS+4LX2ftM9lv3FsdpzUa9heyT3UZbMfmiOAEUW/EI8hXfNV3r0Hw17ZYesNRN0r6RDxMTbW/2gZmZZmUuBDVP1ZjKRal8GePYxmZdfecIy88QKfq0fudnn3wZPnqtOWTj1al2Kw9N/5StzPM7o2eOrf0bW/N4leEBZZltzm726/bh/EaV6rd06Umk05vmISDAG1h60Nd8s9w/yDoqJkw+rTF6ruRymKjrw+Ew3zIk7UcSWZJ+kA+sTIQPqHq7Mke4pGTBr+8RaJedPDo0XXbmT2G/243O/buFLR6aLmKGxabwgeir/8a6mceVj8WncsbLnN6Dq5vfpY0qWvgg3pLsVsxtmuIEUG7FmInhi2j0JRQ9R7IPF9Ml6P57ayFMZB9N2X9q+mXbdv3uhtO+w67a9g1aVF4fh4nFZvcNx0w0LcV0Ojvmc04VJoJq1NCwjesquaL5vkrj4OpD02xNt03DI9aDv7yVf2P1UpgY/tCWny4eL6b70LWHaWGjRhMf/TfQiDYluxXV7KZJE0Cx5TARnkgewpGPcWs2+rYelpA2L/0X7HxlYuIkPmkphu/F5o3+adj7avRs6/a94PnaE835wkCRzFOw5wQN4ooNWmtdmDhuJZMReeN6+CboaTjEbeWwh4M/kNWHJio4tNsyaneP+BtLN62fvjsK+aiQ/8uaGUiRr5uF5ZaljZofpTG7/GAJJWFCTwdQbKmbY107tEtzxcyYiWCS4ft1JkwkzWFV5QoFmY8YFh70yQ/ntbOVibnz+te1/TO95a8PEwuOXOpy89q1fHFbWdeH/T6oPQyhoZ9l9tDU4bLaUZ99tJkq36/t5uga2uAymlGQmdjafT9W+LVN7aqNKm/Hi8NEWZ8YwIrKRO4bv/8tc4reff1ONWz9cL3hpHZNZSIz8KFfi3G4GSoB27AaEHTM5KsTYRP0lmGiPzN/98pEkYkz1jXVjrbhXn1oosrBUM9Ii0qr/sbCXRF3rO2GDVodJrr/jf6KV++/2Y0aPucVCx8IE8CHWwoT0RfzIeppnmwE584ap6/WmAoT+6ot14+6V4LSRdKLMvySbXD3VZ9n4tU+VZiIP/5tFvhxYWJpVQbrD83wZj/UMtPuTn9k8ncVhYmhFQ/DzP812rZ4mVODczbRSq3p5li3UZmFLy0/WNOpCs6KAZi6OYByS2FiRVdHXJ5Ie9Hr6Lsr+N/+lGlm2u12O5TORwWS9nx/vz8E561JH3/0SlRe/xJhYuZr/oPDRHJAsjWCIw5NLo9MDi+Y/xsbhZZq33/kMMn//r//9+gTw+2d3/Pr9u2qjXrtwgfJYJzsVsxtWjB/cZUE+EMtD8Cc1DeC4Tlf+/vEF300LDAseUcj+MLa8rjMXfU3CNhX0aTd/SP6IRJDB37YQ7Ifes8nctHKAZhHOz5MLISaBe8ZJibbx5WHZqndXf03Fg6w7JJH90Hd9hx22+3u/8+Ph33L5vQ1YeLoT8ge8exWTGza8A9wNLAEYKWjw0Tw9ZX5wplrhZtv8+bKyFFNIBjDkAyZCE5HR5/TdZ6P38ue0W6aOylNjMB758pEsCPnChNz781845+uMrGiVrVJ8kO0VuNXjmy4Zv/GqioNbMF4hWHt+7GQTsGjvaAyAbxOQWWCU3t9bmGNVySZc2MXAG9CmOAP1lQ5/tTENq7qAbyOMAEAFBEmAIAiwgQAUESYAACKCBMAQBFhAgAoIkwAAEWECQCgiDABABQRJgCAIsIEAFBEmAAAiggTAEARYQIAKCJMAABFhAkAoIgwAQAUESYAgCLCBABQRJgAAIoIEwBAEWECACiyFCaer28vL+4efiUv/7y5uL28uL28/jkz78v93eXF7eXVj5fClQQAPq+FMPH74er28uLxOX61TQkXmbcykwkTAHDO5sJEV37ofjb3v+u6rp8em4jw3GSFoDjxfB1MNg4Tv35slvIHAPDVzFcmnh6jcPDrdxcImo6Ppm4x5AlhAgD+PGvCxNXd5cXtzdPPh6u7y7hWMfxc/XgRJgDgTzQbJl7u7y4v7m6umzBRv9zf5UdcPj02EwgTAPDnmQ0Tz9e3lxePD/dtmGhHS3Q/N/c/Nhd3D08/Nl1PRxMmln6ECQA4J4sDMLuBln2YGP5nFCYSruYAgD/AEVdz3D3cCxMAQGLFHTBfVnZztO8OvRjjMNH2g8ze6goA+FKODxOTlQlhAgD+RMIEAFDk+DETujkAgEBJZeKpruvu7hHCBAD8od4+TKz4ESYA4Hy8IkxcP7a9Hr+6Z3NknlGepzIBAGdnRZgAAJgmTAAARYQJAKCIMAEAFBEmAIAiwgQAUESYAACKCBMAQBFhAgAoIkwAAEWECQCgiDABABSZCxOH3XYT2u4O0fv7qnspnXKs2ifLDV+YW4E109WH3TZduXpfbfKfcthtR5uSXdi+auZP/zs5ddbcRxVvSzTJsZ80swabaj+xRauOBwB/lNWViUxjNd1+ZZvd1nLw6BYaLiXXsPVvjkNH88pkGNlX861i88n7alPth5U47LaZeUbRI//uauu3Jd798W+rY9jY0r4BgMRsmEha86ZFW3PuPRkmDrvt2nP1ru1uCgm7JLj0rWWSMqp93IJPtebTrW12G6t9pk6zD1+pqvLKxHHbcoIwsbpmBACDhcpEnwpyVYijKxPtSe9MbSJsOKMPTj8rbC2jTxuVMLZVlcsTSz0HzXKi5XZLiRr1N65MHLEtbx4m+s8+vp4CwJ9sqZujbZW65iVqZl7XzZGOtRgmDBYe5I3pEQntnEFvxNTnjtd0X22226mxE/tqs2mqId0KHHbVtl+56FOyYeLVvQzHbMvUII1k97xmHSaLUFHgA4C6rteMmTjstpvtdhs03UGj2hYNVklmq+u6PhwO4+UNgvZ0ujIRN73ByoRNe9IAtmMws23+MGagWWbbqlb7fdU34kkNIIweRa3va7ZlmDVXmVgeoRKv5NTo1Pl4CMAfbc0AzLhHIGrGj+/mWN2wzVXxp1rL7W5XhXWCPg6MQsrSJmRyRruYYZZuc96sMnHUtiT7ONmS1/ZzTIUfYQKASavDRHza2505v6KbI5xrFBii5jg8L5+9miOYNz6bz4aJuJ3NlUPmztrTvpGoAyhXnTi+DV63LW8eJiaSV7xOADCyHCaa0/g3GYBZ18nlCYdDWFZfG0HaxaRt6Waz2VTVUmViX23GS4o3I1p29MGjmYft6UY7THbUrLduW05QmQi3Z7xOwgQAeUthou8RyLROrwoTK7o6RuWJ7e4wGSaG5a04m5+49HHo9qjruj7s94egMDK+uCJaQNT5sT5MxB852jcfUZmItiezvgs7AoA/1myYiE/aRw3jMQMO1gg/IO1aWVGZaBvg7AiGfqDoxGql978YigPtagzrk0x62G2bO05UE/eMzH7i7B5asS31mlR2ojAR3CDThR0A1PNhYnkY5bhUcXxDFsw0HU2mhKMv+ga4GbnQXNHZzlpV4w6K7IpU+zTG5O601aSs7qZV1S64PHRdZWK212BpW9bs2jeqTOSPqMoEAKE1AzB5a0YgAHBGhAkAoIgwAQAUESYAgCLCBABQRJgAAIoIEwBAEWECACgiTAAARYQJAKCIMAEAFBEmAIAiwgQAUESYAACKCBMAQBFhAgAoIkwAAEWECQCgiDABABQRJgCAIsIEAFBEmAAAiggTAEARYQIAKLIYJn792FzcXl79eOleeLm/u7z+2f32++HqNv314vF53dKer28vL+4efiUT/by5uL28CBc7Xsh4LgDgQxwbJppfL25vnuq6ruunx8uLIBC0Ez/eXN1eXgQ/fSyIlpZPHi/3d92MuVDSrcBcZAEA3s/xlYk2QFz9eGnTQBcsurc297+76kLf3v9+uLq9vPrxMiytKz90P5v73+HCn5tIkS1OdHminQUA+EhzYaLNCv3PzX1fFRj9XP14abstbm+exhFkHCbC5FHXdf3y63eXEpo6R/fpuTzRVS90dgDAh1uqTLTNdliZqOt6XJOo664acffwK6xeBNNnw8TV3eXF7c3Tz4eru3xMyXx6PR81AIB3tBQmmmLDqjARjJ8Ixj00/RE/x2Hi5f7u8uLu5roJE8m4znSxcWoJVszICQD4YPNhoh/tuBwm+j6Ru4dfTUv/+NwVNrJhopnm4b4NE10WCbtU7h6efmzy5YdhyIWREwDwoWbDRFxgeHwejaIIag8/utb97uHXz5uo/HB78zQxALMbaNmHieF/5sNElDwUJwDgA82FieCCi6bVT8ZApJWJu83V7eXF3cN919Jf/+yGZC5ezdHOtS5M9J+eHboBALynxTBxdZdeGlrX2TETz09NdLi7ub7rY0RU0kgGYNZ1PZQujunmaKd8fK7HIz0BgHe2cGlo15yvupojuaNlV3vo70ixIkysqEy0i+0/ukktRk4AwAeZHTPx/PQzc9Oqul4XJsJm/s3CRObqkujuFADAOzviDpiToy/7qyqiMNG28c3oyLVjJha6OcIOjsDEzTAAgHfwittp1/WKykQ7Qdr7sL4y8RRM34SJblBFbrile1gBwEc5TZhoOyPGTfuvtNtibZiYSxKNpWeNAgAncYow0XRYxI16cHFHNLghDRPX/W00w7tgpYMu51bVlaIA8K4WwwQAwBxhAgAoIkwAAEWECQCgiDABABQRJgCAIsIEAFBEmAAAisyFiX/++ec/AOCP988//wgTAMDrCRMAQBFhAgAoIkwAAEWECQCgiDABABQRJgCAIsIEAFBEmAAAiggTAEARYQIAKHLqMPH9r03r29//nnxrAIB3d9ow8f2vzV/f//vvv//++/fvb+IEAJyjd+vmkCYA4Dy9W5j4/temq1IAAGfkncLE978MmgCA8/QeYeLfv7+JEgBwrk4eJiQJADhvJw4TujcA4NydNEwMN5noGIIJAOfGHTABgCLCBABQRJgAAIoIEwBAEWECACgiTAAARYQJAKCIMAEAFBEmAIAiwgQAUESYAACKCBMAQJFTh4l///4WP+QreKHlqaIA8JWdNEz8+/e3PiqE/z/4/pcniQLA13bKMPHv39/CpPD9r1GayLwEAHwtpwwTSdkhyRaZFwCAr+ek3RxhmmjGSoTZQVkCAM7BiQdgDsMtv/39PSpE5MdQAABfzTteGvr9ryBLGHkJAGfivcJEHB6UJQDgbJw2THz/K3cziX///qYsAQDnwh0wAYAiwgQAUESYAACKCBMAQBFhAgAoIkwAAEWECQCgiDABABQRJgCAIsIEAFBEmAAAiggTAECRU4eJ4VFf4cO+8g8AAwC+oJOGiehJ4/0v3//qM4TnhwLAl3fSMPH9rzAq/Pv3t81f3//7/ldYjojyBgDw9Zy2m+Pfv791VYiuHhEGjH///rbZbNQmAOArO/0AzG58RJsYmsJEGyPa/xMmAODrOm2Y+P5XnyK6/22zRTSUQpgAgK/rlGEiGQ/R/Po9HnNpzAQAfHEnH4AZXw/61/f41XiIJgDw9Zx4zEQ3xHLctbHZGHsJAOfAHTABgCLCBABQRJgAAIoIEwBAEWECACgiTAAARYQJAKCIMAEAFBEmAIAiwgQAUKQoTAAA/PPqMAEAsEiYAACKCBMAQBFhAgAoIkwAAEWECQCgiDABABQRJgCAIsIEAFBEmAAAiggTAEARYQIAKCJMAABFhAkAoIgwAQAUESYAgCLCBABQRJgAAIoIEwBAEWECACiyGCZ+/dhc3F5e/XjpXni5v7u8/tn99vvh6jb99eLxed3Snq9vLy/uHn4lE/28ubi9vAgXm/Fyf3cZrxgA8BGODRPNrxe3N091Xdf10+PlRRAI2okfb65uLy+Cnz4WREvLJ482JVzMhhJhAgA+i+MrE22AuPrx0qaBLlh0b23uf3fVhT4N/H64ur28+vEyLK0rP3Q/m/vf4cKfm6wQFCeer4PJxmGiTTlz+QMAOIG5MNFmhf7n5r4tS2R+rn68dO39zdM4gozDRJg86rquX3797gJBU+foPr3LE8IEAHxKS5WJid6EUU2irrtqxN3Dr7B6EUyfDRNXd5cXtzdPPx+u7vIxJU4qwgQAfDJLYaJpwleFiWD8RDDuoUkAP8dh4uX+7vLi7ua6CRPJuM50sTdPwgQAfE7zYaIbbrkiTPR9IncPv5qG//G5a/KzYaKZ5uG+DRNdFgm7VO4enn5sup6ONtYs/AgTAPDOZsNEXGB4fB6NoghqDz+6AZV3D79+3kTlh9ubp4kBmN1Ayz5MDP8zChP5dXM1BwB8sLkwEVxw0bT6yRiItDJxt7m6vby4e7jvagzXP7shmYtXc7RzCRMA8NUshomru/TS0LrOjpl4fmqiw93N9V0fI6KSRjIAs67roXSx1M3Rvjv0YozDRPuJs7e6AgDe2sKloV1zvupqjuSOll3tob8jxYowMVmZECYA4JOaHTPx/PQzc9Oqul4XJsLrL4QJADhXR9wBc3L0ZTcG83cUJqJrNdeOmdDNAQBfzStup13XKyoT7QT9bSGmljZZmXgKphcmAODzOk2YmGzXf6VXZxwZJlb8CBMA8K5OESaaDou4UQ8u7oieOZ6Giev+NprRXbDWUJkAgI+wGCYAAOYIEwBAEWECACgiTAAARYQJAKCIMAEAFBEmAIAiwgQAUGQuTPwDAPDPP//888/rw8R/AMAfT5gAAIoIEwBAEWECACgiTAAARYQJAKCIMAEAFBEmAIAiwgQAUESYAACKCBMAQJHTh4l///622Wy+/f3vibcEAPgQJw8T//797dvf3//+Jk0AwHk6dZj49+9vm7++N5FCmgCAM3TiMNFmif/++/6Xng4AOEunDRN9lpAmAOBcnTRMBFlCmgCAM3XKMNFcxxGSJgDg7JwyTCS1iH///iZNAMDZOWGYGPVrSBMAcIbcARMAKCJMAABFhAkAoIgwAQAUESYAgCLCBABQRJgAAIoIEwBAEWECACgiTAAARYQJAKCIMAEAFDlpmIifQe4ZXwBwjk4eJv76Pvx//wsAcDbeLUzEvwAA5+JdKxOyBACcn3ccMyFKAMA5et9uDmMwAeDsvF+Y0NEBAGdJZQIAKOI+EwBAEXfABACKCBMAQBFhAgAoIkwAAEWECQCgiDABABQRJgCAIsIEAFBEmAAAiggTAEARYQIAKPL6MAEAsEiYAACKCBMAQBFhAgAoIkwAAEWECQCgiDABABQRJgCAIsIEAFDk/wD/wWI8y4N9rgAAAABJRU5ErkJggg==" alt="" />
----------------------------------------
除10简化,将数据量缩小。
AC代码:
import java.util.Scanner; public class Main { public static void main(String[] args) { Scanner sc=new Scanner(System.in);
int times=sc.nextInt();
while(times-->0){
System.out.println(solve(sc.nextInt()));
} } public static char solve(int score){
switch(score/10){
case 9:
case 10:
return 'A';
case 8: return 'B';
case 7: return 'C';
case 6: return 'D';
default: return 'E';
}
} }
题目来源: http://acm.nyist.net/JudgeOnline/problem.php?pid=98
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