NYOJ题目1049自增自减
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9sk0mNjKx4ZV2uqvkBEFnijANj0k4Z3ZiD2uoH5KJ6SI+tLrwJV48UbV8PDV9sM85r9aVnzy+lc8eghshck1anfq6MLCjShuBSgmUm1TZ1dWaL9zGRktlD6PLXyDV2bhPd10594q6/cbIFLm/GpJKX7O6pe3awyi+2g6Ctq0SKyzvI2ZXHT9nBkt1XeHqmG5xW0hpGz/WltlW2QNaphaU1qhdIG78InNrSbTW6PSt1TtoO2cKRpU8SbFK6rSJbr4nB/h00YFAsst+bNy9tT33ioMDlDYus79SNM+nA6NY/eJwtWaoN3r63HinSl1/DyiNL7z5IT4VpwwZnjeyJqbI6lYnBppZqCC5o9uYtnf2zi5h94q60s9WWzM5b32VpN5A9VCJmtza70NGSyZTterlvyHK93awOD9o06bSC6ebaVbfehTsxcmDUX5uRpmbbmV2R7NEymHjhkQCvZcIvkXZfnIMTRPp4UHiXe21n6yyVTCtPF3R5mWz5XXIWiDxIZ8/+mZ0xW0ldZRHxKZF6dtUdNFphqdikkrvc5hpdeny/l1ZwUNXgqdIenPr4EmnLs2XqEzerQ5DYrC7KE7vyxpn9+pqx9EnHef21OenASGfsHl2DyrP1DEqWlgJvR2iUov4y25Vfn6c/g+ffbMm0wubq9XfPBYPywVd78HxxyQk0rae+U0qLq8xVOcENCoyeEEdXoV5h6YiKLH2eeJvrZUZX55IWBisJ7PfDWMVqc2GjJifmwVoE5xpd9OgGr7ez3uB6G6bulLbVwgubHylOj9ODu/LyiL90551N4qfs+Dmu+9/RE1OlZHw1Z5wvJm3P+KIrG7DehuByI9ODgktvWHn32QuPukvaWVn66DYpHnLb9XIsUkSOiuChONq80bmCFZYmnl62lf/GK98F8nekPXBzbixSjJ40493VoP5shaUTbra2ytknskHq5eeduyPTJxULtqE+sdj7XXa2DS59nvj2H21PfN1H93v9qIu0qrDfN6vDrRTFUFE6YCLFKrPED7/Ii6JSSf0llp4cJlU+eDay0y953cHbcVGkSP8cLVM/xVRe1bvCa3t2fxM8x9WXUqk2uNFmnO8qLQy2p7TceLHSsiKdZXwfVRaULRZZ+jyReiYdUZEy8fZfuOn60zerY5I43VRRKV9vYeTlUGlevWR844weGPXmTXoVVJ6tHJOlkqXWtjqwoa1opJjRPSz6CX2XvKIqf2afyi4ueA6qzzj6+oyfgLJPTTp/jbY20sJ6gfgpctLJ9MJ1Cc5+4dLnCdZT6TO6z5ZcstzI9MDe7NxF0f3wR3l1gg0bvLqzTZp62F+yceJbpv5sfMbuus8+j52ebXVgQ1uTRyki05tLT0ylE3HwfD14YUfOjJNqLrU/W1ukfL15oy3sLqhSW/rU5YXjdU5aevpscOnzBI+Q0p+z64w3b/TgnLQrm4i8RuqHZZM2X/4Sm92MRecN0qB8fe9caY/AtU34EOnoxBcw2utEuqv01F/vgC/p2OKn1NLighs52D9Vtk/9qcomKrUhLVapKrvlI2sUX/olRjfO6LOT1r2yxKnNi7Q/vqBWBqs82v7g9Ejh7C6bt39nzBhco1fZKXC52/iNDwDgjRMpAIAGRAoAoAGRAgBoQKQAABoQKQCABkQKAKABkQIAaECkAAAaECkAgAZECgCgAZECAGhApAAAGhApAIAGRAoAoAGRAgBoQKQAABoQKQCABkQKAKABkQIAaECkAAAaECkAgAZECgCgAZECAGhApAAAGhApAIAGRAoAoAGRAgBoQKQAABq4t0ixWCy6j7sqhbPPXqNJkWVFCpQ0b1KwZGVLRqYAcAfuPFJkH6cT31SkGC1TavZbiBSVxzPaCcANufNIER+lmP2OP9Ke+rhC5dlseyb135W17k6pLCjepEjJeDt32/VysVxvQ2UBeHX3EylKHVilfPdBtJ+b3qrRKaVnSyWDPXdk3nQp9QZUmlSZtxI4sk3a7Xa7zWqxWCxECoDbcT+RYq8bFNJOq1RyNxopNqvVZmzZSZlSr5kNAaVeORIU4gb1V0JD99lKy7MRIfvf7CLSJnUKblYiBcDtuOdIkf3v6dnBxOaRorLoyuPss/WuPdfZb9fL/cPlert/v3/om8v9d63ZleQx2vhS4dG5RAqA23LPkaKbGwZvrHe5fm7wbrtn1ihFdlmjoaFeMvh4t790sFxvd7vN6twx15deKZALLpnVLKecYeHRjSNSANyWO4wU2Tff2ZKVP/cOF/QH+sGhXibS10YaPOh3Iz33aaxiMHaSLb+oxou0hZGtN7ouIgXAPbmfSFHoVkfuKBwtdnDZKEX2QVoyFhSioxS73SFUpJdjKo9LE+utmlFyNzdSZLcJAK/ufiLF3qmXGu2eXzhS7HI9aKVwpVXh8LFZHW6lOLdrJIJcPEoRL7mbFSkqCwLgdd1npOj+WXpTWyqZn6VFpEj/rLcq0muWy2xWxyRxuqkiUn8pUtS3z2lKpOTgsUgBcB/uOVJ0e6xJ755foD31WUoxaFfos5P+u3MXRffDH1cYpRg0tb6ds9s8nz9OzR7eu+LCB8AbdZ+RotvrBDu/a0eKwaJL3XmkWLb+eHsy/XehwkikqNcf2eajKQeAm3A/kaLUTVY6v0ixy1tVqvzU2koHP3g222FXuvBSe9LHu1yCGV1ovf7BlMXEtATAbbmfSAEAvCKRAgBoQKQAABoQKQCABkQKAKABkQIAaECkAAAauLdIkX75QeRLFBp+R8LUr7uIFJjx/RPzmjS18dnZS3P5IgqA+3bnkSL7OJ34ipFitEypka8VKeKzT3oWgFt355EiPkoxewwgrbA+rlB5Nrv0SSGpso7dKZUFxZsUKbnLRaJ8y7frZe6nzAG4FfcTKUpdWqV890FwrmCdlSmlZ0slgz13ZN50KfUGVJoUL59NEsOSm9VisViIFAC37H4ixV63A+v2o6Pvni+PFOniKiEgXWjDZDOoc9C8bIHus8H4EokUlRiRFM78lDkAN+SeI0X2v6dnBxMv7MsrC6o8zj5b79pznX3398v37/cPfXOlR680O5IVunOlGzM711i1IgXAbbvnSNHt6gbvwne5Dq/+pjy+9NFIke28L3m82186WK63u91mde6Y60uvFMgFl/zKplOymzcwRaQAuG13GCmCgWD0PfS8pe8KXXLprfxo2+q1dRzGKlabXWnetP7Ridkpg+gwWLXSClby0G63EykAbt39RIrS++lID1csdrhtcNhVl55Ke+XK0mNBITpKsdsdQsUgUtQflybWW5UGiG68yK5vaaEd+UhRrxOAt+N+IsXe4K1zpWsMRYpZSx+0JFK40oZw+NisDrdSnEPFSASZNUoxKBaPFJVmHNqfRIqxFALAG3KfkaL7Z6mfK5WszDJj6fHykSVW++NDkjjdVBGpv5QVIlGsGyPSeDGx/TuRAuDW3XOkqPdzrz5KcSpWSTCVIYrOXJ27KLof/rjCKEWlwkGwyK5IYRt0mp1cYJod7wB4YfcZKbr90ODN96Bk6c9Llr5Lut5ILxvpO6c2Mpc/ihVeEilKGzk7BYC7dD+RotRxVgYAIsWmtqFUVfdNfKWX7T67iBltT/p4V+j76wuN1zy6mgDcn/uJFADAKxIpAIAGRAoAoAGRAgBoQKQAABoQKQCABkQKAKABkQIAaECkAAAaECkAgAZECgCgAZECAGhApAAAGhApAIAGRAoAoAGRAgBoQKQAABoQKQCABkQKAKABkQIAaECkAAAaECkAgAZECgCgAZECAGhApAAAGhApAIAGRAoAoAGRAgBoQKQAABqYHCkWi0Xk2UXZ1DrTMsE2xCu/Xsm4SVtsXv3NS7aaN52rVE+r+i8XPwjjx3/whXCN1QkuPVLswiP58sPvStsHGNU4UqQFGp6nguUjJbOnuXjcucaZq20nemE9lcbUO4mXjBTxHuvVI0V9rkikmNQrzxOvPLjul58KpoaSyJYErmc8UlTec0Q65tI5dFKdwWqz07N1Dh5MWqN09iaC22F25btYjzVjXwSfGm1epLXzFt1wN3UrDC5xdG92D6f4lm97nNS3eUSpkdnH9WaU2jNaQ/MdDUwybZRi0it29Pw4Y7mj57LB9NIpqfKgsvTKlMuV6rx8WZHT+tQ9W5oyr7Xd/VjpkCoHUrqjg/3fvNaWljtY9KTaskdsfNGXrFTkCImXvGSz17dG5XhovpeBGSZEihmnsPos8XPB1LPzrt9LpQXSE9boCT3a2s1qtRlraK7Mlc6MwY15Wv3g7hg8lT6Y1Lzu0iutLS1ldB1Hy09t8Ght3aae1iu7PSvHZLdMukdardTUI6Qy5UKV4yr9s77ZgVfRMlKkZ8wmZ71Ktzr7jDM4G07qESvt2e3mR4prKG2QYC8yWrJ5pNhVh5pePVLM2J7ZFewWK63jpAaMzji1wtIaje79iN1uu17uHy7X283q8CDTqty8tfWdfRwCTUQjRdqP1juh6gmlV+domV35TFH5MztL9iRYrz+74unEs+mRorIdBttkasnSxkkLjG66YMniZikYbP9I4V31GMs2o/TnC2zPtJJ0LdJ6BiXrixjdJpevUfrgwse73W6zOgSJzSqfJ0rr2G1edpOmMwIvIxQpuue+0hlqULit0pkieDqunHEiK5U+7v53b/9Wa6gfLiJlsuvVRL3O7JYsFRvdnm3blpYZPeRGj5PJTay2J/tscCnxtg2OzOYrVaphxt4p6c90GKsYxOvKouuvyuwD4CWFPvExeJD9c3R6tmTs1BN93zPjjBNZqbSq2pnrgnsp6s24UKQLrO+RtNtIK5/X8u7slYMhvtciq3OhUiWRY7gyvV4s/e/ojHGzj5BKPaXHB9v1shMp6odcpObsXFO1OkLgHWp/e2awe4jUkJ1S6ldKxUpt6z6on5JKc+UX1ChStO3/dmPn2Us25q68U4LtD+7TUoWRuerlZ4hsz0g3POlFMWPGuNEaIlt+NyF8bFaHWymKr5jgdqu/fiepHIrAqGtFisipv15DaUqw+6n3goMzVOXBbuxsPlzQzY5SlKbUt2R9evYwqMwV6bRmTGne+45Wkt0OkS2Z7URLh2W1w55s0p6aUb5vszomidNNFaOzR16DF2YCkQIucZVIUXqv0CRSBIuNRor6XPWqrt3lv3CkmBQapj7VNlJkD603Him6bZ79oihVG5wxIlhDPcGkQSeXezp3UXQ//NGvJG1SdqvGN3VQk3wG79O0SDF2pjgUq5QPVpguenRKWmG2QGX2yoKufYoZLOUai6vUWd9W8XrSZ4MrEjxmSttn9PCY16pgmyvPdts/WMd5bbvqcThaedryyCyTGhDfOPWdHmkb0Nz8UYoZ5YNnz0q/Xo8g9ZPR6PkoPQ2lJ6l6nzfPyy+lPr2yxEozRvuDSNsqx0ypPdmmVjZjk41Zak+9SZF66m1r0vKpldc3WvfZ0c0+aeNXZo9s3qtuKyDLj5sDAA2IFABAAyIFANCASAEANCBSAAANiBQAQAMiBQDQwIRfIq1PGUwPfip96mfHR8u/5MfTr/r1BjNKXrhtL2zApINk6rFxjVVru33iLZyx3OAsb+rVAbxD0VGKGamiXizy7Izy2QJpkyKmNqa+lNlrFC/8upGi1IDZR85gSiVhzDa6PWekn8GUSOFII5ukirT9M47S5sdV2sL08Rt37e3z3jbLja4vuxmRYvQMGz+B1k/ZpzNpRNrI0rz1Jg2anV3ByqqVtsPgcXCNJq172p5644Oy9afLrW/nSsNK61Jf+ux1uWR7jjZsl2yibA3x1a8saMYaLZKDP7hJg9ukiUGDr724Jl5g+9zTZtmszkfm/nddzlOOv6Z4i+vL3vx7KUZ3c/2kGZl9xhK7D0ZrmFFhfaXSWeoLmncqTx+n7Wl1mhvUk60/Mu8l03djx1LQ1DbX21NvWGTf1ZtXqmrqni21J/haaHUgxb38Ei/xYq29q82yDxGdn2M+/y5tsAbeqpmRIttxVopNmqs+b6mGtLPJlinNkq8HOU8AACAASURBVO2r6g2Or3tp9tlLzz41mJjtOabq1llZo3QV6usVWfdJuzK+LhfuteBT8aMoWyzdvIM/4zu3XtVowwZ74cLDabdZDXqOSksuXdaLaLx9ykvJPn6zxjdL9yftk6Pi5taXk/FIkT3dlx5XSmb/rHcq9XkrDY7UX68krarybKR56doFT+6lRkZKXv5q7G634PoONtolbahs/9nVxmeMHGP12dOtVzkmI6+O0jETLFlqeX1Nuy289IiqRorKAfZmNd4+hUVkH79lkc1yCBXb9bJ/TNzi+nJy6b0UpZKl01z9cCk9my4rcsasH46RgzVtdqX+bJnKoqee3INNjSzlkgqz7cw+lTagclTUj5D6oTJ1vbITJy2islJTlx4/bIJlKsW6y6pv+WsZG6XgPdmul+ehCu5Dg098VHqX2XWm9Z/+G+mBTn/WC4/2atl1rPcBo+2celofbWS32GBzVdoZVKonu/TsmtaXHnw2sqGCFrljoFQysvGzj4PbrTTLaMvnFausaaTm2bp35J0JF+/ddr10INybmZGi3rvMqzNbbemEm513cMYv/TfesHoPka1tUoMrs9cblp1eadjsPjjeNaYTS9t8tJ56yQv7v2wsaFVh/chJ/6yXLKk3pt7ObMlWm2KcUYqsTuZ6P9tns1quty86UtHwVU/JnEhRPxl1T5H1s+GkzmZ03rSqbpdW6t5K85Ye1NtwSQdcmTjj2dFOKPjqyq5FaVdmO63RrVRpZ3bflZo9Y40i5h20lTUqvSiCR3hl65XsCvtidJO290qRInhsvDevuFm6d1B079S8nlc42t+lOfdSpBPTkpUeovtn6fSaLVz5s9Tm0uk1cv4dlCyt6WgjS02tNKCyRsFnI7spuA0r9QyOinTr1ecqtS3byPRBpXC9zklPRfZyuvsqjcxOHF3K6PRLno1stzZEirfktTbLZtWPEPsLIFc+MkZfmzQxIVIE+8u0Yx7MUvpzUuF6x5D2cPXevbTo+lEYadLlHdi8ZyPd9oUd8C7ZqpU/p7Zt8Gx2lng3HCwzr18fbduM9Q0uutWz7+Ek+x7WcYYX3yyH+yc6EaJz1efKYxWS5Qu44r0Ui5x5iyvV1q02XcTlkWJSsfTPbsOCS2nVYYxu9iabInJUDLZ89s9JzSjNe/kaTaow24z6xHidu+oBH6wh/mz8hXmj7n4F57FZaG7yV12lJ7X4eSpyBF/YBVZmGT0dB8vsOqf7eCWj2y2ts9KpZDuYeDc2aWNGlp7+mV334NqNtra+7pesUbzCdGXTGrJrFNmelQZUpme3Xn3eyFy37r7XbjabhWvw4+YAQAMiBQDQgEgBADQgUgAADYgUAEADIgUA0IBIAQA0IFIAAA2IFABAAyIFANCASAEANCBSAAANiBQAQAMiBQDQgEgBADQgUgAADYgUAEADIgUA0IBIAQA0IFIAAA2IFABAAyIFANCASAEANCBSAAANiBQAQAMiBQDQgEgBADQgUgAADby7SLFYLOrPlmQrmVq+VTuvNG+82funRhc0ryXxuVo1ILIfK2XS8qXlZqdPOlouOTAAruq2I8XpJF7v0dO5pj6VTn+BbqDSmPrKvlikGF3W24kU3Qf1gySy9EHUiNdzYaSoR5zRZgNc1U1GivQcWj8pV99VDusZLRNZYvOlp22oL7H0VN2iP/aQPijVP2+NIm2INLj0VHdBpZUa3ebZpi7Kx95oY7JbKbJSs3crwMuYECkuPKM1nz1+Uo4vesbZfFJvUa950iaqbJB5m7re6cYXdEkzZnTVkQLZakvZpb5hI8kjO6W09G7JyIEkWABv1v1EitK5eJc7fVdKRorV2zbp7J92G8EGpE9d2OssCr1d2sj6grqzTNqe2XUMtrleIN3IpXZWpmQflCaWnkrbU/kzuJUA3ohopMieCie58FSY9mqVzim46Nld72C5oz1EpUOt1FOZXu/SZqxXt/sc7UrjfV6pZHCNRtelssVKm330SI48NXUdJ6WEYEapH1cAL+/qkeLCE19l9ng9wQ4gYlBPvORoe4LtjJScupsGO3e0whltqz8u1V8qkG12Vmnjl/b+Ltmz2WKjO32woEjJtG2TtgPAq7vJUYrTlO7JN3LKTmec3eD46pR6tfrjXbgrrTyYJF5hfUGlTnS0D07rjzS4UrjeATc/IAfPDo7PyqLTIzktVllZkQJ4IyZEimBPXKlh9rzp7KfGVLrkQeFIxxapLfJsvWRliaPtTMunVc3b1OnslS6wsqDgHom0JNLg+E4fVH6aPWJqycp/Bw8GOzFbrL5l6luguPkAWgtFikgnMamSy2fPni7jHVhpjQaP0w4pLVnqVy5ceuTZUoHItqpUNXgwqc8rPTu6TeLPjlbebXmlVZO653qx4K6p7KDsn5dEivpqAlzDy0WKhrIdxrxOvVIy0u1Fkk09cwQjxaT+r22kiJSMPDt12wZbW29nus2zD+qy1UaWPnicHreXlAxOjGxMgCbGI0X3xFo6yb6KJifcyvTRbi943g92n5PaOfWpeZGiVEM8UkzqquOtnbHr01ZVVieYGOJrMXXbloLF1IP5jbxUgXfiJr89c695pBicweNRIN5ZVpoxO/qMPhtsT/NIEW9hk2ezx0O6UyqHTTBSpIkku9NL1UZKVpa1S8gNwBtxD5Ei26lXTt/1DqBSYfCEHuxTI/3W1C4knSve34xugbTkoPJKmwdl4i2ZNG9l3UttHl3cIjnMgs0eHIHp5h3UWWlGZRGR7QnwMm44UgAAb4dIAQA0IFIAAA2IFABAAyIFANCASAEANCBSAAANiBQAQAMTIkXly4KyxSpTSk/Vv9kp+/1LM74PKlum+fcF3ccXEE3aQTMqrM8eWfpu4oHRSrBtkWfbtiT4bGRX1r+D6/LFRZaeLRbc3Zfsowt32aTjPF7mknPg5S+0eRpu9nnb0Ln9Jd1ApIgXiy93arWnF+2kTusOjrx5OyheYX3eC5f+RiJF96lIL9j8SItv89JKdR/UGxbfm/Glz2t8vMIZhWcsPVhnsJGR1s7eNRe+cOq1Tfqz9NTUg7BebdtX3IVb79ZNjhTZc0rpQO/OVapwMCW7R4Ovn4hKPZX2BGeZtPS3L76DKmVm7MruU5GNGd7g2/VysVgsFsv1NrgJyoIrEtzpUzdU9SjL7JpKzfWlBEum00dbWF/ftIbIutdbOLp94tszsjVGN8WFW6n0OLL66byz1310g0xqZ2lxk5oxacsHWxLfR1Nbe2eikaK7k0rPpmXqOyzdx9klVuaafcTvxg67UktGD7t5jXmDgjuotN3Sx9mSleMqMmXS9M3qkCW26+VitcnOEpFultGNEDwwmh9p2WM7uxcqeyeyXpEdWlnfdOmV9Y3s7np7LjnY6su9pGRwHeu7MlssrXDq1phh9JBIW1hao0kHVb0xlemVTTRj0U224S2aFimymyl7XsgWLu2/9CVRWlY6vf5aKr3kKvXXlzj6Sq60YVjvZjXer0XKXMfUHVT5Mz0jZI+Q0hJHN2Zop/dyxGZ1SaZIWptdx0rhSJ0Nj7TIlHQtgrUNdmV9F1cW151YX2hkdw8mpv8dVJ5d8dIWqLRt6sp2pwzaH6+53qT69rxw3bOLHlVq6q66lUoTI00qzV46ZkrtjKzRJU29A6FIUT8os9OzO2BX2LuVXZLus/oRGVR5tVQOski1E6a/iUhxvBawWK63m9XhwW4X3kGlAtlnuw8qL87KoVJpz4jTGMVud/E4RaYNkdbWV/l6R1p8A46uVH2XVWqom3SwxUVW/MKDrdTawX6MvFhmv2TSIye4PS9c93nqR0ikMZV1j2/57HaLN3t0ev2pOzYeKdLDvTs9MrFS7eBx/VAYfSHFy5QWGl/TeSvV8yYixX4hhyCxWZ173Xk7qPJsqZ6u0lylvVnZ3YPC/RDRMlKMHk7ZlY1PrC+9suhKtZWSwZrjqz+6lF1gdU5LCe7uSpvrW75SYVbl2VKdlWLZaqc+Lj01Ou/UdZ+n1NTRA6m+40p11tclvoKjm/SSyu/J5Hspdv19XzmsRyvM7uzRF0ArlWM329Rss+vzZo/j/VDAUL9/i5Rp6jBW0V1CfAeNbop5h0rldVuZvfTUNSLFYAukDUhXvN7OtkdaZVmjS5/a/tLOGmyNUjsnHWz1tSg9VZ9x3sE2uw2VxdXrSY+K0uER3J71xkSaN1Xl0B08HswSOQ5LEyvH52DplU1amrHkGlvv7bs0UgwedHdG/bgffVwqMNrOyEsu0oBuhcH2VJaeacObGaXY7Q6hYhAp6o+7m6W+ibKHyi78Gh7dkqFDJXzhI3u0pAUqrU3LZyspLbfVkTZaZlAyXVy2PaUasg0eFCsprXJa7ehqZpebLn3QpFL9k1pef6q0jqWFZhc9uqGCxZqse0lldbL7KNvy+rpPmljZGosrndurVaXVjha7IfM/8VHZ96XpwddDpcDovrywMdliwYM7vpSDCyJF6wNxszrcSnFe2owdVNqM2ZdxvViltkj9mWOjmyLKiWL0qL68tZViVzrSWlVbmR7cpyXxg61y1I0urvKqmbr7IgVmn+7qxUoii64XiLTh8jNPq1d9cGL9dXGlV1ylnmyZpifzV9YgUuxmvUhmHPSRI+DCAyJb26Bk8JVcr3m3ezuR4vzxh9NNFbu5Z6VJf8aLXXgC3et+iLT0zRTxF3n2+MzOGHl1XO9Ii5+Is/NOqjZebFfea/UGZ7dJacuXllvfevUtX1+RUp2jhePFmlSVLRBZ98gGmdTstq+jwcTKdrjeK64ycVINN2r+h0grjyPHxNSDPnicjb684wu90rytNKq5cxdF98MfF0SKyH7P7s3Sn5N2enWzHNewGuWCJ836Sk3aepWJlx9pswsPtn+6zSNn3sqWnHc26D7oLr0016D8aGOCuyBSprRx6s2otHMxJtue+Iv3ksMvbvTF2+R1FNzy13jF1Z8abeqtm3MvRWXK4AioH/TZ6dn6B+eFyryR11t8jSaVvMbLr+QFjsLZO6hScvBgdFeW6kwXXW/ANdSbl9042dnrEy880uKH9GB69mW16++ySM2V3THYRJGDbVAmPZzSBqf1BA/RyCrUi1U2ReSYGV1ufds2efHO2BrpizqVrTCyTeorUppYqSS4gvGJlenvxMzbM+cd8aVdm+7m+N4aPUTqM0aO++5BXypZej1c4/B6mUN20g6qb4RsJdlqs3UGN3tkVzZR3+/pumS3XnbGtkdaZcVnHK6jm7HSjNH9Mrq5Kk1Kj4F6O7PrsggcbLOlNaQ7ujLjaNvSdk7anvF1v3A7VNa9sgXqK1JvUmXLlxqTrnu6iMii3y0/bg4ANCBSAAANiBQAQAMiBQDQgEgBADQgUgAADYgUAEADIgUA0IBIAQA0IFIAAA2IFABAAyIFANCASAEANCBSAAANiBQAQAMiBQDQgEgBADQgUgAADYgUAEADIgUA0IBIAQA0IFIAAA2IFABAAyIFANBALFJ8//j0+PD85ddg8s9PD0+PD0+PH38W5/z1Y5GZEQC4M6FI8efLh6fHh6/f+1N/f35+3EeK5KmDXz8W9QIAwJ0YjxTHoYjjv8XnP7vdbvft6+PD0+OHH9/3waI0UHFMFYe5AID7FBml+Pa1mwl+//pzDAr7Kxr7MYxiqjgOZrj8AQB3LB4pPjw/Pjx9+vbzy4fnx/64xfnfhx+/M/OPZA4A4PYFIsXvz8+PD8+fPu4jxe735+d8OPj2dV8g9f2jOyoA4L4FIsX3j0+PD1+/fD5EisNdFMd/nz7/WDw8f/n2Y1EchzjfjeGOCgC4U8HbM4+3YZ4ixfnBaKToRRADFQBwlyZ/4uP5y+dJkeJwI8Wnb6cH11gNAOB1hb898/e8Cx+Hwl+/786fO83dwgkA3LS5kSI2SnEY4TiNTOzv03RHBQDcnWtGisMHPbrDEr0vtAAA7sbceynGL3x0L3l0HL75yuUPALgrl49S7C9q/OpHiuP9FrmbMX3zFQDcn2tEilqe2Av8hCkAcEtmR4qPX4+/3HEcdTjcITG8JTPv+HNiPlMKAHchHCkAAMpECgCgAZECAGhApAAAGhApAIAGRAoAoAGRAgBoQKQAABoQKQCABkQKAKABkQIAaECkAAAaCEaK7Xq5XG/70zarxWKx2pTKL5IZCuUKVVTmWITqnr6g01puVvvCw/8XS2flG7lZFbcaANyuWKRIO+T9lFpHHek6p3avxxSzWSUddr1f72aCXMnuk/v6V5vzPNv1MtPKJIDkn710nQHgJoxHikEPvNr0u8ti1zk+MlBKAfm3+Ps4sT4ubrteFrrmNG8cI8F+7GS96j99auZ+ACQNG8Ppy/WmO2W1MkoBAKFRit7b8CQILFeryhvy6ihGKYxser3+4FrHOcTsnxguYFjxaYzhUOumFCl6K9hb4WP5Xn4ySgEAZ5FI0bkMkO09d8MM0Jm4zN9TkR0QWHQuNBznOqSS2mWNYXAZRIrOosq3Phxn36wWi/1AxrH8dr1ansJBb/WzkWL8ng2RAoC7FIgU/TDR6ZC7/WiaGw65INvHblbpjRidP0M3dxa75uzwR6fbL45SnGvclz6EkdVmszplhzSrnAJI8NJHNn0BwK0bjxS9AYXler3qvjU/9b3ZWx961xuyFZcjxehb/WK/nEaKfumRCx+ZhR/W7zzjMVfNHKUQKQC4P+HvpciPUpQiRb9nzfeimYsfhUhRuExSGAnI3EvRW0Lxwkfmic5NG8k1nONab9fL/EhFPlpU7mcFgNs1JVIsFovFahUYpUjGCbJXMopv6A+lz0Gk3AuXxkdqnXZllKLXpF65TKXHZR9vNUlGRtwxAcA7MuVDpLFRisKnO9NbH2pjEYc7Gc49/aWR4lh5L6oM27HdbLadVqSfcumtQO9ySDhSbNfLGd/UBQBv3YwLH9kbCPof0MjWkHSm1Tfy3YGNyy58HD7FEbyX4jwas+h8oOR4haNb0Xa93H9DxWoz8v1Z1a0AAHdhVqTY3ziw/4jl8tx9jl1x2A0jR/W7roadd3iUoqKWTQ6rlaSN3CWc41ddnb95y4UPAN45PxsGADQgUgAADYgUAEADIgUA0IBIAQA0IFIAAA2IFABAAyIFANCASAEANBCOFIWf7sgXHC237Xzr5PGnQ3r/L5aOfSl3vCUAQAvBSFH9lY1er97NBNUfvuj8lOl5nu16mQkBSQDJP5trtEgBAC8iEikm/NLVMRLsfwpjXfqBrmxCOfz6aD+nbLpT9r/lVcwz47nH73UBwJXEftw809vn+unTGMPhR7Tqv/l5HMXo/Qpo58dHMz8bVh+lyP1a+uDvU521n0wFACab8kukh/6431N3+ulO6ijf+nCc8/Cb4fsfNT38qulqucxdP8lHivSyhkgBAK8mGim6Awjbbeev2q96F0cpDiMfp9KHMLLabFa53wo/PH0KIIWRkimRAgBoKnbhI2K53g6jwMiFj8ztk4de/zzjcemtRykAgKaCoxTdcJDEhl4v373CUbzwkXmic1VluVwmUWS53h7+nxup2LfA7ZkA8GpikaL7/n673e4/z5G56WGgMkrRG0Holduskp7/uPjjJ04LV1qMUgDAq4lFisDFj2SoYrneliPFdrPZdgYVeh/6GEzZDS6H1G7e6Kt9L4XbMwGgqYu/kDv5aqvwvRSH9LD/solDZDjMPvgmjO16uf+GitVm5PuzekQKAHgxMyNFp18vf3Nl+YaG9Wo4Y/p1WvurK8evulqtOx8kbTBKAQA05WfDAIAGRAoAoAGRAgBoQKQAABoQKQCABkQKAKABkQIAaECkAAAaECkAgAaCkaL7Q2EHybdYzrGtfMt28jsfE78Kc/8Fno1/KGy7Xo58kfdwuyTbadv5HtDj77L2/t+Grxzf26xebjNEXhOnwzJ3zJfmDh8a5ZfJZtX5sd+S3qyxV3i6xMx804756k8K+eU/eMNCkSI9Ca02yct+xml7wtl+asdw7FAzv2t6geNPr6dNyZ6nDz9ckj1n7tu22pyf366Xw5L7jdyZGg1WUwLY/Gw4u3mhZiRHWO9HXyYcdC/2xezVLXlqc/E3fGuzR4//yroO0/DID/Nm3kXEFliIP9FjflfbEH5MGN62QKQ4nFt6r/PternaBE865Vqn9HoT3rbs48TpR0EmLWmsFce3VtlQcfwF9uV6ezjVpg1frXPhY7VJQsnph9SGfWlgVYIp4dS6KXuxs/LTmlfsFQvNKJXvTg/2tE1G1LJqb/kHO3jYkmqkCPz272K1CS0/+R2/wjzpb+6Mrc6wULZBxxdDro7cMV/dXSIFvG3jkaL3luL0mi+eF2NOs0XOEbWRhv7ZZ3Ct41z5/olLckW/EZk0VRin2KzXw613qm/wq+7Hp7vb+ZBBjuVCkWLau/JwMDz2cufCwealM4aaUYgL6R4PrOsLdEUjLUm73+qFj+jrarjUzN+FFe8vIfM6Ki3/vIhe5ZvVYv8uo7z40DG/G8lTIgW8YbF7KcbeM10w2H04DxVPH4Unzymn89amdKI+nonm3l7Q+ZnUcz+XPe3mRuQ3q8NqDH8Efn1+k79dr5bLNKYdlnY+9UZ60Inj/OORohgJxpoXyhLFZuQjxXDqq49T7A2aX9oH4etwh2Og/MLrvAACkeJ4XPZC8SDh9kZIKo0sR4rlcrgP++k4dMzvajvLKAW8bXM+8dF/XZ/OMNEx4G7/kzs/DM8uyXufzp+ht9iDXmdaOzf932Hv19XLKL0LRMPLRL1L6IdZ9it6aM5qcxz66Y+Nn0aTT9t4rAOd2HvWN+Fg9dMnS82rzhhqRr87LV3qCEaK695PkTS+sLjjKmXG/Acvjt6LYLvt30RSyS61YYLD45ExgHUp5qcDCukoxbDlh2NxyjGf/DXY0CIFvGGvNUqRXIbvPTWorx4p6gu/6O1p2l+lU7br5WK5WnVHSw73cGw2nfdk59NoqeHnM37v/eLpVHy+Q2O00e0ixbEV2Z011rzLRimSJmTvY3kDkeKUGIsvk1PMWi4PB8vYbZLdF8FmvTz270nBGZEiuk69stlrFLl7KXbDocNOMgod8zsXPuB2hSLF4BV/+VuF03uVeKTIn6RzZ9SrnozKPVhk8KMwlt0dtumNHXeWtl/TV4kUncb0N2OweTPvpcg//eYiRTYc5xa3XS+X6/XxbXvxEsR5/lU9yHeD6mi5/oLyc9Ve4/2hs9ooRW/28vWb4jG/qx3BRingbYtEimhnOdWkSJFdQO9aQ6XK6jOTBHuwQ9H8Eof3VfT76OHbtV7JwRvcrOb3UvR12jStefVNF40U827PvNq9FJvjRyNHI8WwZP5VdU5ouTGh3t042SthsVGK8nhB4c+pkSJpc/yYHz5fayXwxky8l+I4yj+8cDzrdT47UnTPxocrs5VT8WWNTBtX68K6S0nemh3buNl0bzod3JmRTOkPHEfS27RVnRopOuY1L9aM3koUbkaJJ7xZiSIeHwORYrteHd62DxuS2V3ZoLQZ3rWbU4tY+wVt18vep3TyrajcS7HJfARsl48U55ts4sf8Lh4psjMDrygcKTo3hnVGNS8ZpIhHivw7oG7LOtd5yyMpLx8piks8bLr92PbpMvx5KPt8KToZ5Q9s6wlv3cdGmvKXtQtdW7d51RkjzcjfnTmY5dIBo5oJoz2RUYpiS9KXQb651RdBpNHnzDf9wke2cYV7KQorEjzmd6VjZ9jK46peawAKmG48UqTXiluNPubfcmQ7ivr9ofXr0k0bXYoUYzewntftdEbtNi0z5aLWXvNuxJszc2OEuvBT0dPnIwu7fdMpua0dL8v1epUGteFrcMa69gfzRkYphqs3/mrrXeMYrPdm2jFvlAJu1cQLH9yK7brRd4beugl3vwzns/kAphApAIAGRAoAoAGRAgBoQKQAABoQKQCABkQKAKABkQIAaECkALgTte8P9iWjXF8wUmS+Wy/9CqHoN0jmvkGo/g2H6bMzvoW38wW+1TZN+ZKoaJ0XNDvajNIXQFd/pSrT0OZNnPalW6PfOX6lNRo5eKM/ZFfU+UL7dmr7vf8bYxn9r6FMv1A81tbgd8RPsT394vmFNce+5Sz7U7KNlHfQlJ+QTZob/EmA4XwNVjG7U7brZfdHd6rrMvztnmCbRlpf3Zqn39dbNDisavXM/Va9+zI/UoyfVqds4Wpl2UQxcd9FGzP+Uu//FsGkZlwnURx/ILqY1QaBaey12bSJU7ZnpV+vRL42a1TZNdnDb9KOP55+Mr+6eYHqfo8fa+lGXy6LvxmWtqD9ObSzQy/9Gv1KA8+rfSqQHquX7azaDhrbdJXdVz36rjlKUW5z/QWR/nhw7qdsR1QXcX5y0DN0lnAskz0hpF8Qn3+xnk4++dOKH0KYHimKJ/387xyN/YRR1TldDiYmM48cl+H3yZkD68I6I+t5WtdZTlu5uLn3r+hCS9JfXmjYyAnb87zszC+EZUbIWq/RhEgR+1WrXunV+vgCavZF6eP7PXLCPm3d/k9snH+ao1bDxQn5+q+OyNvbXqSIZ9XAkis7KBoppm6iK45SVGsY+Y2YZBDsuGXKP+YybaX7g3LdXZr8zlz5Z/nG3y52d8tlSf5ujUeK3s49/uRRZ2uWt+HYe7nOeFlvF5XHxjarxWoz3Ju9uLNan5rbSaen3zOq7u1DeytHc/dXRmN19qtvHmD7L4PAG/Lavqv2djPy94Tt2WlJJ4aExigbrVE4UtT62czSc0O++ycuORji+72WfzpjAYHz9tDkIyL6Wmn7Vq++1GtFitEdtF9Wae+sNiO/RpvZRtHwsVxv+y+sWPC/YK8UX1vR34cba8+gntIwV7enyNXeG+vIruxx+1c2xqUDazdv3oWPbfc9V3U0armsHa7nPXeuaB8MtqVIsVwOX539EZTuabJXbr+s8uuuGxc6p/7z2mWOlXCdtdf73LPnoO89b8deeE+a0V2H7ktr5C3p/DPKhO3ZW7XcSypRJAAAHG1JREFUprneGsUiRWE3dp49v9NfVLqMSy7qju/3U44YbJkZZ8FyDp5+QGQXM9iig/cswatWVdk9m9mRy/WmTaQI7KCpFz6OTRlGinT3dOcb5qVOhefXRnATF9s7HF3Mv0Q6Q3RjBq3M6if8iNihut9fl90T8d7HKaZFitohkW7G42G73+vFi3C92NcdueguuV+690o67cL+kdB7qZReN5kzZueI2G63nb+Gh0q8zsq70k32J6FHX3G99DRc8+Q9yHknFOtcl8JRNu5PEdmew8aVpvdGhtquUShS5EbJBoEjdKlhMHvI1P1eWr/MIT9rlGL6mbMUKZIwf6q6yXhFrZJ+R58dpbjSDjotK61/ODjficaZUYrB8RQZlerUuolmtpHd3UuBmXde0VGKsaMqm8P7oxK9ZycPDdc6q5i2g2y3Jx4p+ls6EuS6ZfqDwNGXaWbYPPuGMPfiOpfYlG/pHmaTkE5/FogU9RHOOYdvuu3TKee1n5IFhmW7cWB6pJiyPXMzV/qB9ms00tjy+8tBpKjvzYvewUzb7731GzxOZ5o+ShFdlcKGze2FY5WHFhYTWqfKS95f73ab1eFO1OzVhMmH/JQd1I0U/eGIfqSINCK3DZP1SSvab8bgKl4SKcrNzl8OKi+j+L6sdHSLFC9uPFJ0B1Fr5910KyaHQOmYGI6dDZ5LRyl6z4xEiv3ThQO9PnDYfxl1ysbrzI6rVBswRy3gnVtZG5Iclj3VWxqjmdC08e1ZbFy2nVdZo9AoRamlhUhRXacWg6PVYN9Z9WzKDbbz+qMU6VbZrpfL1arRZ4+Kp/jNan/r1Wo97OYr7Z2mvIOikeJYS/QwmlD2lSPF5nyrVRIIJr0bKWf8yefXTYMLHyJFSOkdT/VQi+yZ43XH83v5NLcWIsVuOLFy4SMcKXorut12K6mWrdV5bNu0U/YU8UiRXpK5bqSYsj2Hq/Qaa1R5w9OpMt+0w8qdqyifXRv0VofWBiJF/thLlj9s00gbp585wxc+zqeFeQvqKxy5p7cFxz4sd0nrZSJF7oSQvSbQqytzsiwto9y04kjQpLrGI0WyOr21ObWi3ptEX0y9xkw4ds5tuiRUXDQSeQcmR4rzK2C1GdnyI/tlM7yb8jz6WPpqlFw/c56zRaQIxOPKUGKxka8+SrFdL/fvyMY64FLP023ocSMFWj5le/bac1jednBX25XW6NzW5XpzvDV4f+tHsp619/idTiptS7mVc1VfYcdTW+911nn2/GRAprWT12F8hsNrdtu7zHrhS6SYKE4deq9ne+VRipFm7/fl/mLN6IhPbUf2e8/Iata3xjGgrdab0lhU/3JEdpm1BFDuqQPHcGQFk5Az77Abb+edD2HMGKU4ThjdXeXX0ya5ySZ/nl4V76Xo1ZW8TI41TI8UFZeOUpQu+Vw/UizymzLdfeXTRueF0nljd9EZd7hJDgfFdrvd9TfMIGS2X6P6FdTh4usHTfewe70LH/ttuZ5yXkzqGu1RLz54k+2zXJ8/CHPckBd27CNHaRIp2u6kQKQoz5kbR5rUuNIyumNAu9zZeFJt5zpyV4+Stckn3HO7pkeKuW2uL3qwkaKKzWx12nzzxiPF8Tjun8EHl/8mf9VVbiml0eTMKEXvxRVZRnK1Jjpzp+hwFafUmbmaPaH1Yypbuv+meeQ9fVJp/vx1SdzOb89zR9wbBcuuR/M1irxP623h+tui0Rw70soJSvu9c7RV23p+nxq4EJJfjbbvufortCnfAx002sDXH6VIJ/eOo+7+G7RmcBKMDjjN32PlrTm8Xlh4UeTCS7949s1YfvWLehviZbvvQOwySgFQMH+A+AVcckWcnDe9u1+d4223EykAgCZECgCgAZECAGhApAAAGhApAIAGRAoAoAGRAgBoQKQAABoQKQCABkQKAKABkQIAaECkAAAaECkAgAZECgCgAZECAGhApAAAGhApAIAGRAoAoAGRAgBoQKQAABoQKQCABkQKAKABkQIAaECkAAAaECkAgAZECgCgAZECAGhApAAAGhApAIAGgpFiu14u19v+tM1qsVisNqXyi2SG/syHp7fr5aKkV/lmVa/x3KaybGsrFY9U16k3WHK53tZXOdvS/QydRm5WmVXZrpfdqYM/qw67d7teJttov+zVJtLopOGDOkZaEdrD57KVCkObYrPqb1QALhOLFOk5eT+l1m3VT/pJ95ULLYPigdN/pVcqtbVdRxZZ2vC509I76398/tSL59LcSKTIJYBqF7xcb3fb7XawOaqbPZdAUpvVfgWO/68VnNDBj7YssimCRxUAEeORYvD++9DXnU7ElSgw9j5534cU3v72Kh15i3xeSChSzH/DHY4U1YAUjRTlqoaRor+Pluv1Kt0u/ZQSW/fq+o5vjOHoxHBcYMKOCBU9JpfQpoiuBABBoVGKXg+WDPEvV6tC/1m7NFJbROatcugt//RRiuzb/Worqw0JdHm7JFKccs5opMhfXTkWPc12eO99HBaIDCYUhz2KwWikL943NVMguYhTaUB/tpHhhEHOjW4KAxUArUQixWa1v1lgtSme+bNd+Wa1WC5zJ+xj73t+ZtBjdKsbGTC/IFJUQkChe9usFovlcplt0HkVuo04L/U8tdOS3tDJIFIMm7dcr1fnus4DLoeqjnmj17Riz56uWFKo1tkeFpZ9ertedjrw/Mbtj18EdsRg83THm85bdRi9QptCpgBoJBAp+mGi8065e7U6nxsO1zWyXdphpup9jftx6+y9gZ0Opn/fYjBSVG4ZLL9j7t4XkHm7e44UmW4xFyn64SI7StHt8TblSLFdL5fL5X5HdTfr4S36YjHsbvsNLN1+W9pzh3oPtV905WDCjuivSb+C/tEY2hRj6wnAJOORotedL9frw0c1ukGj3iEVuvnxoexy2U6VSaSo6V8jqBSuRIr+W+vcQEt0lKI//nLezocOsb9Ch84xHym26+VyvTkuKvtRhuFFqHRcaLjOhf122gbd20D6dcc+/nIcyIjsiMBoy2FrTt8UUz4aA0BZ+Hsp8qMUpUgRuBxxnik/7t2doxIp+nWHRik6qzJjlCJ535wMM4RGKVbl6zn9qyH7O1VO82R73c3qcDEhSSJp75zfpJmAl9uW3RSUbPn8ClV2ycQdUb1b5dyqqZtCpABoY0qkWCwWi9UqMEqR3P6Qu17djxSDc/pIh1eMFOnzlR7jslGKoVn3UpRqOn08o3dNonLhY/A46aSTCZVNustf0hje25hu+cxuPn3/SK4NnZom7ohpn6mpbwoXPgDamPIh0tgoReEDBsmJez/Tdr1crSORovyuNO0xFovlerM9durbbWHYvMEoRbbJrSLFZnUIFrHPR1wWKTrr1rk9tJcH0nsQxq5c7dcg38Sx1alMz7a/tJyxTeH2TIBGZlz46I5S7A3G/AvdQPf2/N0pJqxK3zkwMix/blav2ysufnjrw67YY1V6/JFIUXyv3V+lQMn+pf5ZkaJSZdKI0y493gt7vOWz1tmORYpCDszMNn1HTIsUtU0hUQC0MitSrE83zp+6jfR2w1Iti3N/db4LYWSUIq1j2E2Hlj6IBOVL9aWOLDZKUZx34ihFud75oxS92z2zjeyuf/WaQD1SdK94pDOOjhsMd0Tsjs/p14Bc9QBoJhwpeI/u/D38na8ewMsSKaiqfG3EjSt+RgWAWUQKAKABkQIAaECkAAAaECkAgAZECgCgAZECAGhApAAAGhApAIAGRiPF4Jc5drvYV18DAO9KZJSiHyH8KgIAkIhd+DjHiHygqP9k1tgPagEANy96L8U+SpRGKEQKAHjn4rdn7n9eOn/JQ6QAgHfukkixn5I4xIf6swDAXXHhAwBowO2ZAEAD0Q+RnmLEdr1MQ4VIAQDvXOyrrnoRIvPlVwDAO+cLuQGABkQKAKABkQIAaECkAAAaECkAgAZECgCgAZECAGhApAAAGhApAIAGRAoAoAGRAgBo4KqRIvNrIJuV3wcBgDt07VGKfoTI/zQ6AHDzpkWKOT9ifo4RAgUA3K3rR4pjlBAoAOCOvUSk2IcKgQIA7lgkUuwDQeIQH+rPdmsQKQDgbrnwAQA04PZMAKCBa0eKXozYrpdCBQDcpet/1VUvQmS+/AoAuAO+kBsAaECkAAAaECkAgAZECgCgAZECAGhApAAAGhApAIAGRAoAoAGRAgBoQKQAABoQKQCABkYjReZXOTYrv9MBAPRERin6EcJPlAMAidiFj3OMECgAgIzovRT7KCFQAABZ8dszN6vFQqAAALIuiBT7CYvFYn+nxeBPAOA9ceEDAGjA7ZkAQAPRD5GeYsR2vRQqAICB2Fdd9SJE5suvAIB3zhdyAwANiBQAQAMiBQDQgEgBADQgUgAADYgUAEADIgUA0IBIAQA0IFIAAA2IFABAAyIFANDAhZEi83sfm5VfAAGAd+fyUYp+hPDj5wDwLrW48HGOEQIFALxTbe6l2EcJgQIA3q1Wt2duVouFQAEA71YgUuzTwmKx2N8zMfizV0ikAIB3yoUPAKABt2cCAA20+RDpKUZs10uhAgDeoRZfddWLEJkvvwIA7p4v5AYAGhApAIAGRAoAoAGRAgBoQKQAABoQKQCABkQKAKABkQIAaECkAAAaECkAgAZECgCgAZECAGhApAAAGhApAIAGRAoAoAGRAgBoQKQAABoQKQCABkQKAKABkQIAaECkAAAaECkAgAZECgCgAZECAGhApAAAGohFiu8fnx4fnr/8Gkz++enh6fHh6fHjz/rsvz8/Pz48PX748XteIwGAty4UKf58+fD0+PD1e3/qISg8ZJ7aZUuKFABwt8YjxXEo4vhv8fnPbrfbffu6Twnf93GhP1Dx/WOnZBopfv1YBIIIAHA7IqMU37728sGvP8dMsL8Ush/D6KUKkQIA3pl4pPjw/Pjw9Onbzy8fnh/74xbnf8fQIFIAwDsTiBS/Pz8/Pjx/+riPFLvfn5/z92N++7ovsBMpAODdCUSK7x+fHh++fvl8iBSHuyiO/z59/rF4eP7y7ceic+1jHynG/okUAHA3grdnHm/DPEWK84NcpBjwiQ8AuHeTP/Hx/OWzSAEADIS/PfN3/MLHocD5ukYaKQ5XRsa+IwsAuBFzI0VtlEKkAIB3R6QAABqYey+FCx8AQMfloxTfdrvd8asmRAoAeKeuGCkC/0QKALgTsyPFx6+H6yC/jr/xkfn18yKjFABwX8KRAgCgTKQAABoQKQCABkQKAKABkQIAaECkAAAaECkAgAZECgCgAZECAGhApAAAGhApAIAGRAoAoIFgpNiul8v1tj9ts1osFqtNbbbNapHMFlrYoN5CPdv1clHUn6FfZ7Vdw8WnzUltVlNmOT69WWXaPbYoAHiTYpEi7SL3U8Y6//5fp9Lb9XLY5W9WpynZSrMdbbnnHmSGfsFcEuk/u1pXwkoujPRamNSfrI3cAMDdGY8Ug7fSq01/zGIwfhGKFLtehNh1etlhb3xYWqFPj45SHDr8/VL2M3X69H4Xn47HjAw5dLfPobn9dDHMNvIEAPcoNErRew+ejNYvV6tzLxyNFN2evNOn9zr0zSozEDKIM+OjFMdCp3GV5Xp7ej7p4s8zZq9KlK6XnLbQZlVc/U6p3HUkALhpkUixWS1Wm313WLoEceo88x1x/hrAPkr0BgmGkWK5XKY3RSzX2+r4xDDvdNJAp/37lqZ3XHQixXBVy0mgMw6Sb8YgWZxGSybEFgB4ywKRoh8mOr1mPggMZi2OUuxOlXWmpaMUu3SQ5FiiW3v9RtBhAw/LPdwx0R3PWC6XM0cp9k+e1/G8zF7bhpdCOjW4IALADRuPFL1308v1enUajjgFjV7vmb+McKqq12/mIkWvBz9fD8kMHgw6/c6ARK//H97CscjdL7lftdOFkXRVDs1I08CxFacgUYkUh7IiBQD3J/y9FPlRiosiReDCR3rbZD9SDEYpOrOfHg5vnzy1JNu391Zl0ijFeKQYbqx8DQBwk6ZEisVisVitWo1SBG/PzLSjNEpx6LaX6+3od0lst8fxi8GYxfRRik6r6jeS5FYxu14AcIOmfIi05SjFcGzi/CHSeqQYXMXI3EuRyQnnVp/u7Cx13+FRin41SVP3Txe+nysSKfrXUwDgrZtx4aM7SrE31g8P36un385w/KhF4V6KXjPOn/7M1X5qQS9hDOs5tzP9EorYKEX/2yzSj9mevmZjmB9CkaLz/Zo+/wHATZgVKdanz1+eevbQm+nxr7bOj1L08kP5iyhWq2VxGKHWpOSbrjb1j6h2v9iie8vlsZm58Yrz1H6kyH2ApveEUQoAboOfDZvFnQ8A0CdSAAANiBQAQAMiBQDQgEgBADQgUgAADYgUAEADIgUA0IBIAQA0IFIAAA2IFABAAyIFANCASAEANCBSAAANiBQAQAMiBQDQgEgBADQgUgAADYgUAEADIgUA0IBIAQA0IFIAAA2IFABAAyIFANBAMFL8+rF4eHr88OP3ccLvz8+PH38e//rz5cNT58/jlIev32MVfv/49Pjw/OXXoNDPTw9Pjw+DmtN60hkBgBc2L1Ls/3x4+vRtt9vtdt++Pj70M8Gh/NdPH54eHzr/TuGgV2E+f/z+/HycsRBNjs2oZRcA4CXMHaU4xIgPP34fAsExXnSeXXz+cxxpOHX5f758eHr88OP3ucLjUMTx3+Lzn2793/fBojRQcUwVh7kAgNcxHikOieH079Pn09hA8q93IePp07c0i6SRops/drvd7vevP8egsB/2ODagkCqOgxkufwDAK4qNUhy67e4oxW63y45P7HbHkYnnL7+6gxmdWbKR4sPz48PTp28/v3x4zueVTAN6zajdcgEAXFcsUuxHHaKRonNrRed+iP3liZ9ppPj9+fnx4fnTx32kGNz4Oaw2iS+d5rmjAgBeTSRSnO6CDEWK04WS5y+/9p391+/HcY5spNiX+fL5ECmOiaR7neX5y7cfi+I4xPluDHdUAMArCUSK/kjD1+/J3RX9OytPHfzzl18/P/WGIp4+fSvcnnm8DfMUKc4PRiNFL4IYqACAVzEeKTqfyNh3/IMbIzKjFM+LD0+PD89fPh87+48/jzdsjn7i4zBXOFKc2lC6sQMAeAHBSPHhefgh0t2udC/F92/7APH86ePzKUz0RjgGt2fudrvzMMbECx+Hwl+/79JbQQGAFxP6EOmxR49+4mPwbZjHcYjTl1gEIkVslOJQ86kB+/jijgoAeHGBeym+f/uZ+aqr3S4cKbo9fctIkfkcSu8LLQCAFzP52zOL92Z2P3PRixSHbn5/42T0XorxCx/dSx4dha/QAACuavYXcu92sVGKQ5nhxYj4KMW3TvlTpDjeb5G7GdM3XwHAy7typDhcm0h791/DUYcJkaKWJ/YCP2EKALR01Uixv4SRvQEiueNhGCk+nr6Cs/fdWektmbUG+0wpALyQYKQAAKgRKQCABkQKAKABkQIAaECkAAAaECkAgAZECgCggfFI8S8AwL///vvvv5dGiv8BAO+eSAEANCBSAAANiBQAQAMiBQDQgEgBADQgUgAADYgUAEADIgUA0IBIAQA0IFIAAA28WKT479//WSwWf/1z3dUBAF7Hi0SKf/5aLP7z999/iRQAcK9eIFL89+///PXP//bBQqQAgPv0gvdSiBQAcL9ECgCgAZECAGhApAAAGhApAIAGXiJS/PPXok+wAIB749szAYAGRAoAoAGRAgBoQKQAABoQKQCABkQKAKABkQIAaECkAAAaECkAgAZECgCgAZECAGhApAAAGnixSPHfv//jB8MA4G69SKT456/F4j9//+3HzQHgbr1ApPjv3//565//7YOFSAEA9+kF76UQKQDgfokUAEADIgUA0IBIAQA0IFIAAA28RKT4569Fn2ABAPfGt2cCAA2IFABAAyIFANCASAEANCBSAAANiBQAQAMiBQDQgEgBADQgUgAADYgUAEADIgUA0IBIAQA08OYixX///s9i8Z+//3v8+5+/en8CAG/Sm4sU/+ulCD+IDgC34eUixT9/5UcbctMPoUKgAIBb8TYjxT5ULFzyAIBb8VYjxf6eCkMUAHAjrh8pDuMNPX/9U57+v//97xAoelMAgLfsTY5SnEYo3EwBADfiDUaK3iUPnyEFgJvw5iLFP38NLnckEwCAt+ctfi8FAHBzRAoAoAGRAgBoQKQAABoQKQCABkQKAKABkQIAaECkAAAaECkAgAZECgCgAZECAGigQaQAAPj3wkgBADBKpAAAGhApAIAGRAoAoAGRAgBoQKQAABoQKQCABkQKAKABkQIAaECkAAAaECkAgAZECgCgAZECAGhApAAAGhApAIAGRAoAoAGRAgBoQKQAABoQKQCABkQKAKCBYKT49WPx8PT44cfv44Tfn58fP/48/vXny4enzp/HKQ9fv8cq/P7x6fHh+cuvQaGfnx6eHh8GNWf8/vz82G8eAPCy5kWK/Z8PT5++7Xa73e7b18eHfiY4lP/66cPT40Pn3ykc9CrM549DUHioRpNuSZECAF7N3FGKQ4z48OP3IRAc40Xn2cXnP8eRhlMm+PPlw9Pjhx+/zxUehyKO/xaf/3Tr/76PC/2Biu8fOyXTSHFIPCNBBABoZzxSHBLD6d+nz4chisy/3oWMp0/f0iySRopu/tjtdrvfv/4cM8F+2OPYgE6qECkA4I2JjVIUrizkxid2u+PIxPOXX93BjM4s2Ujx4fnx4enTt59fPjzn80oSWUQKAHgzYpFi34VHI0Xn1orO/RD7EPAzjRS/Pz8/Pjx/+riPFIMbP4fV7pclUgDAGxOJFMebMWOR4nSh5PnLr33f//X7sdfPRop9mS+fD5HimEi611mev3z7sehc+zhEnJF/IgUAvJhApOiPNHz9ntxd0b+z8nS75fOXXz8/9YYinj59K9yeebwN8xQpzg9ykSLfQp/4AIBXMx4pOp/I2Hf8gxsjMqMUz4sPT48Pz18+H8cbPv483rA5+omPw1wiBQDclGCk+PA8/BDpble6l+L7t32AeP708fkUJnojHIPbM3e73XkYI3Dh41DgfF0jjRSHhY59RxYA0EjoQ6THHj36iY/Bt2EexyFOX2IRiBS1UQqRAgDenMC9FN+//cx81dVuF44U3Q9oiBQAcJcmf3tm8d7Mzh2a/UjR+0hn9F4KFz4A4KbM/kLu3S42SnEoc/oOiVKFxVGKb53yIgUAvFFXjhTFrv3X8BMc0yNF4J9IAQAv5KqRYn8JI/eLX6fvwjoZRoqPp6/g7H13VpBRCgB4WcFIAQBQI1IAAA2IFABAAyIFANCASAEANCBSAAANiBQAQAMiBQDQwHik+BcA4N9///3330sjxf8AgHdPpAAAGhApAIAGRAoAoAGRAgBoQKQAABoQKQCABkQKAKABkQIAaECkAAAaECkAgAZeLFL89+//LBaLv/657uoAAK/jRSLFP38tFv/5+++/RAoAuFcvECn++/d//vrnf/tgIVIAwH16wXspRAoAuF8iBQDQgEgBADQgUgAADYgUAEADLxEp/vlr0SdYAMC98e2ZAEADIgUA0IBIAQA0IFIAAA2IFABAAyIFANCASAEANCBSAAANiBQAQAMiBQDQgEgBADTQIFIAAPx7YaQAABglUgAADYgUAEADIgUA0IBIAQA0IFIAAA2IFABAAyIFANCASAEANCBSAAANiBQAQAMiBQDQgEgBADQgUgAADYgUAEADIgUA0MD/AxAjWgcn61H4AAAAAElFTkSuQmCC" alt="" />
---------------------------------
简单的字符判断。
AC代码:
import java.util.Scanner; public class Main { public static void main(String[] args) { Scanner sc=new Scanner(System.in); int times=Integer.parseInt(sc.nextLine());
while(times-->0){
int ans=0;
int n=Integer.parseInt(sc.nextLine());
while(n-->0){
if(sc.nextLine().indexOf("+")!=-1){
ans++;
}else{
ans--;
}
}
System.out.println(ans);
} } }
题目来源: http://acm.nyist.net/JudgeOnline/problem.php?pid=1049
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