信息来源： http://58.59.177.154:8080/zkzz/sectionStaAction!inityl.action 成绩段 | 人数 | 累计人数 |
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| A+(6A+) | 127 | 127 | | A+(5A+1A) | 179 | 306 | | A+(5A+1B+) | 26 | 332 | | A+(5A+1B) | 2 | 334 | | A+(4A+2A) | 171 | 505 | | A+(4A+1A1B+) | 42 | 547 | | A+(4A+1A1B) | 8 | 555 | | A+(3A+3A) | 120 | 675 | | A+(3A+2A1B+) | 63 | 738 | | A+(3A+2A1B) | 1 | 739 | | A+(2A+4A) | 66 | 805 | | A+(2A+3A1B+) | 22 | 827 | | A+(1A+5A) | 14 | 841 | | A+(1A+4A1B+) | 3 | 844 | | A+(6A) | 2 | 846 | | A(4A+2A) | 3 | 849 | | A(4A+1A1B+) | 1 | 850 | | A(4A+1A1C+) | 1 | 851 | | A(4A+2B+) | 1 | 852 | | A(4A+1B+1B) | 2 | 854 | | A(3A+3A) | 17 | 871 | | A(3A+2A1B+) | 27 | 898 | | A(3A+2A1B) | 7 | 905 | | A(3A+1A2B+) | 13 | 918 | | A(3A+1A1B+1B) | 4 | 922 | | A(3A+3B+) | 1 | 923 | | A(3A+2B+1B) | 1 | 924 | | A(2A+4A) | 57 | 981 | | A(2A+3A1B+) | 80 | 1061 | | A(2A+3A1B) | 9 | 1070 | | A(2A+2A2B+) | 45 | 1115 | | A(2A+2A1B+1B) | 13 | 1128 | | A(2A+1A3B+) | 19 | 1147 | | A(2A+1A2B+1B) | 3 | 1150 | | A(2A+4B+) | 2 | 1152 | | A(1A+5A) | 92 | 1244 | | A(1A+4A1B+) | 120 | 1364 | | A(1A+4A1B) | 8 | 1372 | | A(1A+3A2B+) | 95 | 1467 | | A(1A+3A1B+1B) | 14 | 1481 | | A(1A+3A1B+1C+) | 1 | 1482 | | A(1A+2A3B+) | 48 | 1530 | | A(1A+2A2B+1B) | 7 | 1537 | | A(1A+1A4B+) | 16 | 1553 | | A(1A+1A3B+1B) | 2 | 1555 | | A(1A+5B+) | 1 | 1556 | | A(6A) | 42 | 1598 | | A(5A1B+) | 95 | 1693 | | A(5A1B) | 7 | 1700 | | A(5A1C+) | 1 | 1701 | | A(4A2B+) | 115 | 1816 | | A(4A1B+1B) | 24 | 1840 | | A(3A3B+) | 102 | 1942 | | A(3A2B+1B) | 12 | 1954 | | A(2A4B+) | 35 | 1989 | | A(2A3B+1B) | 2 | 1991 | | A(1A5B+) | 3 | 1994 | | B+(3A+1B+1B1C+) | 1 | 1995 | | B+(2A+1A3B+) | 1 | 1996 | | B+(2A+1A2B+1B) | 2 | 1998 | | B+(2A+1A2B+1C) | 1 | 1999 | | B+(2A+1A1B+2B) | 1 | 2000 | | B+(2A+3B+1B) | 1 | 2001 | | B+(2A+2B+2B) | 1 | 2002 | | B+(2A+1B+3B) | 1 | 2003 | | B+(2A+1B+2B1C+) | 1 | 2004 | | B+(1A+4A1B) | 1 | 2005 | | B+(1A+3A1B+1B) | 2 | 2007 | | B+(1A+3A1B1C+) | 2 | 2009 | | B+(1A+2A3B+) | 8 | 2017 | | B+(1A+2A2B+1B) | 11 | 2028 | | B+(1A+2A2B+1C+) | 3 | 2031 | | B+(1A+2A1B+2B) | 4 | 2035 | | B+(1A+2A1B+1B1C+) | 1 | 2036 | | B+(1A+2A2B1C+) | 1 | 2037 | | B+(1A+1A4B+) | 34 | 2071 | | B+(1A+1A3B+1B) | 18 | 2089 | | B+(1A+1A3B+1C+) | 1 | 2090 | | B+(1A+1A2B+2B) | 11 | 2101 | | B+(1A+1A2B+1B1C+) | 1 | 2102 | | B+(1A+1A2B+1B1C) | 1 | 2103 | | B+(1A+1A2B+2C+) | 1 | 2104 | | B+(1A+1A1B+3B) | 3 | 2107 | | B+(1A+1A4B) | 1 | 2108 | | B+(1A+1A3B1C+) | 1 | 2109 | | B+(1A+1A2B2C+) | 1 | 2110 | | B+(1A+5B+) | 13 | 2123 | | B+(1A+4B+1B) | 14 | 2137 | | B+(1A+3B+2B) | 19 | 2156 | | B+(1A+3B+1B1C+) | 2 | 2158 | | B+(1A+2B+3B) | 9 | 2167 | | B+(1A+2B+2B1C+) | 1 | 2168 | | B+(1A+1B+4B) | 1 | 2169 | | B+(1A+1B+3B1C+) | 1 | 2170 | | B+(5A1B) | 1 | 2171 | | B+(4A2B+) | 7 | 2178 | | B+(4A1B+1B) | 14 | 2192 | | B+(4A1B+1C+) | 1 | 2193 | | B+(4A2B) | 2 | 2195 | | B+(4A1B1C+) | 1 | 2196 | | B+(3A3B+) | 62 | 2258 | | B+(3A2B+1B) | 43 | 2301 | | B+(3A2B+1C+) | 4 | 2305 | | B+(3A2B+1C) | 1 | 2306 | | B+(3A1B+2B) | 13 | 2319 | | B+(3A1B+1B1C+) | 2 | 2321 | | B+(3A3B) | 1 | 2322 | | B+(3A2B1C+) | 1 | 2323 | | B+(2A4B+) | 117 | 2440 | | B+(2A3B+1B) | 98 | 2538 | | B+(2A3B+1C+) | 7 | 2545 | | B+(2A2B+2B) | 45 | 2590 | | B+(2A2B+1B1C+) | 2 | 2592 | | B+(2A2B+1B1C) | 3 | 2595 | | B+(2A1B+3B) | 18 | 2613 | | B+(2A1B+2B1C+) | 3 | 2616 | | B+(2A1B+2B1C) | 1 | 2617 | | B+(2A1B+1B2C+) | 1 | 2618 | | B+(2A4B) | 3 | 2621 | | B+(1A5B+) | 145 | 2766 | | B+(1A4B+1B) | 149 | 2915 | | B+(1A4B+1C+) | 12 | 2927 | | B+(1A4B+1C) | 1 | 2928 | | B+(1A3B+2B) | 146 | 3074 | | B+(1A3B+1B1C+) | 15 | 3089 | | B+(1A3B+1B1C) | 2 | 3091 | | B+(1A3B+2C+) | 2 | 3093 | | B+(1A2B+3B) | 66 | 3159 | | B+(1A2B+2B1C+) | 19 | 3178 | | B+(1A2B+2B1C) | 2 | 3180 | | B+(1A2B+2B1D) | 1 | 3181 | | B+(1A2B+1B2C+) | 1 | 3182 | | B+(1A1B+4B) | 19 | 3201 | | B+(1A1B+3B1C+) | 7 | 3208 | | B+(1A5B) | 1 | 3209 | | B+(6B+) | 74 | 3283 | | B+(5B+1B) | 127 | 3410 | | B+(5B+1C+) | 8 | 3418 | | B+(5B+1C) | 1 | 3419 | | B+(4B+2B) | 168 | 3587 | | B+(4B+1B1C+) | 16 | 3603 | | B+(4B+2C+) | 1 | 3604 | | B+(3B+3B) | 138 | 3742 | | B+(3B+2B1C+) | 23 | 3765 | | B+(3B+1B2C+) | 1 | 3766 | | B+(2B+4B) | 47 | 3813 | | B+(2B+3B1C+) | 6 | 3819 | | B+(2B+2B2C+) | 1 | 3820 | | B+(1B+5B) | 7 | 3827 | | B(1A+2B+3B) | 1 | 3828 | | B(1A+2B+2B1C+) | 1 | 3829 | | B(1A+1B+4B) | 2 | 3831 | | B(1A+4B1C+) | 1 | 3832 | | B(1A+3B2C+) | 1 | 3833 | | B(1A+2B2C+1C) | 1 | 3834 | | B(2A4B) | 1 | 3835 | | B(1A3B+2B) | 1 | 3836 | | B(1A2B+3B) | 12 | 3848 | | B(1A2B+2B1C+) | 10 | 3858 | | B(1A2B+2B1C) | 1 | 3859 | | B(1A2B+1B2C+) | 3 | 3862 | | B(1A2B+1B1C+1C) | 2 | 3864 | | B(1A1B+4B) | 30 | 3894 | | B(1A1B+3B1C+) | 23 | 3917 | | B(1A1B+3B1C) | 1 | 3918 | | B(1A1B+2B2C+) | 5 | 3923 | | B(1A1B+2B1C+1C) | 1 | 3924 | | B(1A1B+1B2C+1C) | 1 | 3925 | | B(1A5B) | 7 | 3932 | | B(1A4B1C+) | 2 | 3934 | | B(1A4B1C) | 2 | 3936 | | B(1A3B2C+) | 10 | 3946 | | B(1A3B1C+1C) | 1 | 3947 | | B(1A3B1C+1D) | 2 | 3949 | | B(1A2B3C+) | 8 | 3957 | | B(1A2B2C+1C) | 1 | 3958 | | B(1A2B1C+2C) | 1 | 3959 | | B(1A1B3C+1C) | 1 | 3960 | | B(5B+1B) | 2 | 3962 | | B(4B+2B) | 12 | 3974 | | B(4B+1B1C+) | 12 | 3986 | | B(4B+1B1C) | 2 | 3988 | | B(4B+2C+) | 2 | 3990 | | B(3B+3B) | 79 | 4069 | | B(3B+2B1C+) | 42 | 4111 | | B(3B+2B1C) | 4 | 4115 | | B(3B+1B2C+) | 6 | 4121 | | B(3B+1B1C+1C) | 1 | 4122 | | B(3B+3C+) | 2 | 4124 | | B(2B+4B) | 184 | 4308 | | B(2B+3B1C+) | 119 | 4427 | | B(2B+3B1C) | 5 | 4432 | | B(2B+3B1D) | 2 | 4434 | | B(2B+2B2C+) | 36 | 4470 | | B(2B+2B1C+1C) | 9 | 4479 | | B(2B+2B1C+1D) | 1 | 4480 | | B(2B+1B3C+) | 8 | 4488 | | B(2B+1B2C+1C) | 2 | 4490 | | B(2B+1B2C+1D) | 1 | 4491 | | B(2B+4C+) | 2 | 4493 | | B(2B+3C+1C) | 1 | 4494 | | B(1B+5B) | 180 | 4674 | | B(1B+4B1C+) | 189 | 4863 | | B(1B+4B1C) | 15 | 4878 | | B(1B+4B1D) | 5 | 4883 | | B(1B+3B2C+) | 113 | 4996 | | B(1B+3B1C+1C) | 33 | 5029 | | B(1B+3B1C+1D) | 5 | 5034 | | B(1B+3B2C) | 3 | 5037 | | B(1B+3B1C1D) | 1 | 5038 | | B(1B+2B3C+) | 41 | 5079 | | B(1B+2B2C+1C) | 26 | 5105 | | B(1B+2B2C+1D) | 3 | 5108 | | B(1B+2B1C+2C) | 2 | 5110 | | B(1B+1B4C+) | 20 | 5130 | | B(1B+1B3C+1C) | 10 | 5140 | | B(1B+1B3C+1D) | 2 | 5142 | | B(1B+1B2C+2C) | 1 | 5143 | | B(6B) | 100 | 5243 | | B(5B1C+) | 179 | 5422 | | B(5B1C) | 24 | 5446 | | B(5B1D) | 8 | 5454 | | B(4B2C+) | 221 | 5675 | | B(4B1C+1C) | 59 | 5734 | | B(4B1C+1D) | 7 | 5741 | | B(4B2C) | 5 | 5746 | | B(4B1C1D) | 2 | 5748 | | B(3B3C+) | 148 | 5896 | | B(3B2C+1C) | 48 | 5944 | | B(3B2C+1D) | 10 | 5954 | | B(3B1C+2C) | 2 | 5956 | | B(3B1C+1C1D) | 1 | 5957 | | B(2B4C+) | 55 | 6012 | | B(2B3C+1C) | 25 | 6037 | | B(2B3C+1D) | 2 | 6039 | | B(1B5C+) | 6 | 6045 | | C+(1A2B1C+2C) | 1 | 6046 | | C+(2B+1B1C+1C1D) | 1 | 6047 | | C+(1B+3B1C+1C) | 1 | 6048 | | C+(1B+3B2C) | 1 | 6049 | | C+(1B+2B3C+) | 2 | 6051 | | C+(1B+2B2C+1C) | 4 | 6055 | | C+(1B+2B2C+1D) | 1 | 6056 | | C+(1B+2B1C+1C1D) | 1 | 6057 | | C+(1B+2B2C1D) | 1 | 6058 | | C+(1B+1B4C+) | 2 | 6060 | | C+(1B+1B3C+1C) | 10 | 6070 | | C+(1B+1B2C+2C) | 3 | 6073 | | C+(1B+1B2C+1C1D) | 1 | 6074 | | C+(1B+1B1C+3C) | 2 | 6076 | | C+(1B+5C+) | 3 | 6079 | | C+(1B+4C+1C) | 2 | 6081 | | C+(1B+3C+1C1D) | 1 | 6082 | | C+(1B+2C+1C2D) | 1 | 6083 | | C+(1B+1C+4C) | 1 | 6084 | | C+(5B1C) | 1 | 6085 | | C+(4B2C+) | 10 | 6095 | | C+(4B1C+1C) | 7 | 6102 | | C+(4B1C+1D) | 3 | 6105 | | C+(4B2C) | 7 | 6112 | | C+(3B3C+) | 45 | 6157 | | C+(3B2C+1C) | 49 | 6206 | | C+(3B2C+1D) | 9 | 6215 | | C+(3B1C+2C) | 18 | 6233 | | C+(3B1C+1C1D) | 7 | 6240 | | C+(3B3C) | 2 | 6242 | | C+(3B2C1D) | 2 | 6244 | | C+(2B4C+) | 92 | 6336 | | C+(2B3C+1C) | 144 | 6480 | | C+(2B3C+1D) | 20 | 6500 | | C+(2B2C+2C) | 61 | 6561 | | C+(2B2C+1C1D) | 23 | 6584 | | C+(2B1C+3C) | 25 | 6609 | | C+(2B1C+2C1D) | 9 | 6618 | | C+(2B4C) | 2 | 6620 | | C+(2B3C1D) | 3 | 6623 | | C+(2B2C2D) | 1 | 6624 | | C+(1B5C+) | 109 | 6733 | | C+(1B4C+1C) | 135 | 6868 | | C+(1B4C+1D) | 17 | 6885 | | C+(1B3C+2C) | 127 | 7012 | | C+(1B3C+1C1D) | 39 | 7051 | | C+(1B3C+2D) | 2 | 7053 | | C+(1B2C+3C) | 47 | 7100 | | C+(1B2C+2C1D) | 25 | 7125 | | C+(1B2C+1C2D) | 3 | 7128 | | C+(1B1C+4C) | 11 | 7139 | | C+(1B1C+3C1D) | 1 | 7140 | | C+(1B1C+2C2D) | 1 | 7141 | | C+(1B5C) | 1 | 7142 | | C+(6C+) | 37 | 7179 | | C+(5C+1C) | 104 | 7283 | | C+(5C+1D) | 11 | 7294 | | C+(4C+2C) | 109 | 7403 | | C+(4C+1C1D) | 37 | 7440 | | C+(4C+2D) | 2 | 7442 | | C+(3C+3C) | 56 | 7498 | | C+(3C+2C1D) | 21 | 7519 | | C+(3C+1C2D) | 3 | 7522 | | C+(2C+4C) | 18 | 7540 | | C+(2C+3C1D) | 4 | 7544 | | C(1B+2C+2C1D) | 1 | 7545 | | C(1B+1C+2C2D) | 1 | 7546 | | C(1B+3C2D) | 1 | 7547 | | C(2B2C+1C1D) | 2 | 7549 | | C(2B2C+2D) | 1 | 7550 | | C(2B1C+3C) | 1 | 7551 | | C(2B1C+2C1D) | 3 | 7554 | | C(2B1C+1C2D) | 1 | 7555 | | C(2B1C+3D) | 2 | 7557 | | C(2B3C1D) | 1 | 7558 | | C(2B2C2D) | 2 | 7560 | | C(1B3C+2C) | 7 | 7567 | | C(1B3C+1C1D) | 6 | 7573 | | C(1B3C+2D) | 5 | 7578 | | C(1B2C+3C) | 16 | 7594 | | C(1B2C+2C1D) | 20 | 7614 | | C(1B2C+1C2D) | 5 | 7619 | | C(1B2C+3D) | 1 | 7620 | | C(1B1C+4C) | 15 | 7635 | | C(1B1C+3C1D) | 31 | 7666 | | C(1B1C+2C2D) | 9 | 7675 | | C(1B1C+1C3D) | 2 | 7677 | | C(1B1C+4D) | 1 | 7678 | | C(1B5C) | 6 | 7684 | | C(1B4C1D) | 7 | 7691 | | C(1B3C2D) | 6 | 7697 | | C(1B2C3D) | 1 | 7698 | | C(1B1C4D) | 1 | 7699 | | C(5C+1C) | 3 | 7702 | | C(5C+1D) | 1 | 7703 | | C(4C+2C) | 29 | 7732 | | C(4C+1C1D) | 18 | 7750 | | C(4C+2D) | 2 | 7752 | | C(3C+3C) | 71 | 7823 | | C(3C+2C1D) | 56 | 7879 | | C(3C+1C2D) | 20 | 7899 | | C(3C+3D) | 4 | 7903 | | C(2C+4C) | 104 | 8007 | | C(2C+3C1D) | 92 | 8099 | | C(2C+2C2D) | 51 | 8150 | | C(2C+1C3D) | 13 | 8163 | | C(1C+5C) | 61 | 8224 | | C(1C+4C1D) | 81 | 8305 | | C(1C+3C2D) | 57 | 8362 | | C(1C+2C3D) | 9 | 8371 | | C(6C) | 13 | 8384 | | C(5C1D) | 34 | 8418 | | C(4C2D) | 20 | 8438 | | C(3C3D) | 1 | 8439 | | C(2C4D) | 1 | 8440 | | D(1B1C+2C2D) | 1 | 8441 | | D(1B1C+1C3D) | 2 | 8443 | | D(1B1C+4D) | 1 | 8444 | | D(1B3C2D) | 4 | 8448 | | D(1B2C3D) | 3 | 8451 | | D(1B1C4D) | 5 | 8456 | | D(1B5D) | 1 | 8457 | | D(2C+3C1D) | 2 | 8459 | | D(2C+2C2D) | 6 | 8465 | | D(2C+1C3D) | 9 | 8474 | | D(2C+4D) | 7 | 8481 | | D(1C+5C) | 1 | 8482 | | D(1C+4C1D) | 21 | 8503 | | D(1C+3C2D) | 42 | 8545 | | D(1C+2C3D) | 50 | 8595 | | D(1C+1C4D) | 27 | 8622 | | D(1C+5D) | 8 | 8630 | | D(6C) | 1 | 8631 | | D(5C1D) | 13 | 8644 | | D(4C2D) | 31 | 8675 | | D(3C3D) | 59 | 8734 | | D(2C4D) | 60 | 8794 | | D(1C5D) | 41 | 8835 | | D(6D) | 13 | 8848 | | E(1C5D) | 1 | 8849 | | E(6D) | 30 | 8879 | | 合计 | 8879 | 8879 |
(此贴子于2016-07-10 17:57:23被迷恋粉红裙修改。)
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