关于2009年南宁市中考的成绩

等级组合 组合人数 累计人数
(A+)6A+ 78 78
(A+)5A+1A 159 237
(A+)5A+1B+ 6 243
(A+)4A+2A 183 426
(A+)4A+1A1B+ 41 467
(A+)4A+1A1B 2 469
(A+)4A+2B+ 1 470
(A+)3A+3A 224 694
(A+)3A+2A1B+ 52 746
(A+)3A+1A2B+ 3 749
(A+)2A+4A 148 897
(A+)2A+3A1B+ 40 937
(A+)1A+5A 30 967
(A+)1A+4A1B+ 6 973
(A+)6A 3 976
(A)4A+2A 1 977
(A)4A+1A1B+ 4 981
(A)4A+1A1B 2 983
(A)4A+2B+ 2 985
(A)3A+3A 20 1005
(A)3A+2A1B+ 65 1070
(A)3A+2A1B 7 1077
(A)3A+1A2B+ 20 1097
(A)3A+1A1B+1B 3 1100
(A)3A+3B+ 3 1103
(A)3A+2B+1B 1 1104
(A)2A+4A 97 1201
(A)2A+3A1B+ 198 1399
(A)2A+3A1B 6 1405
(A)2A+3A1C+ 1 1406
(A)2A+2A2B+ 122 1528
(A)2A+2A1B+1B 11 1539
(A)2A+1A3B+ 30 1569
(A)2A+1A2B+1B 8 1577
(A)2A+4B+ 3 1580
(A)1A+5A 130 1710
(A)1A+4A1B+ 269 1979
(A)1A+4A1B 14 1993
(A)1A+3A2B+ 227 2220
(A)1A+3A1B+1B 30 2250
(A)1A+2A3B+ 117 2367
(A)1A+2A2B+1B 21 2388
(A)1A+2A1B+2B 1 2389
(A)1A+1A4B+ 22 2411
(A)1A+5B+ 2 2413
(A)6A 71 2484
(A)5A1B+ 187 2671
(A)5A1B 10 2681
(A)4A2B+ 228 2909
(A)4A1B+1B 21 2930
(A)3A3B+ 104 3034
(A)3A2B+1B 11 3045
(A)2A4B+ 19 3064
(B+)3A+1A1B+1B 1 3065
(B+)3A+1A1B1C+ 1 3066
(B+)3A+2B+1B 1 3067
(B+)2A+3A1B 1 3068
(B+)2A+2A2B+ 4 3072
(B+)2A+2A1B+1B 4 3076
(B+)2A+2A2B 2 3078
(B+)2A+2A1B1C+ 1 3079
(B+)2A+1A3B+ 5 3084
(B+)2A+1A2B+1B 12 3096
(B+)2A+1A2B+1C+ 1 3097
(B+)2A+1A1B+2B 2 3099
(B+)2A+1A2B1C+ 2 3101
(B+)2A+4B+ 2 3103
(B+)2A+3B+1B 6 3109
(B+)2A+2B+2B 4 3113
(B+)2A+2B+1B1C+ 1 3114
(B+)1A+4A1B+ 1 3115
(B+)1A+4A1B 3 3118
(B+)1A+4A1C+ 1 3119
(B+)1A+3A2B+ 13 3132
(B+)1A+3A1B+1B 27 3159
(B+)1A+3A1B+1C+ 1 3160
(B+)1A+3A2B 5 3165
(B+)1A+3A2C+ 1 3166
(B+)1A+2A3B+ 59 3225
(B+)1A+2A2B+1B 73 3298
(B+)1A+2A2B+1C+ 3 3301
(B+)1A+2A1B+2B 31 3332
(B+)1A+2A1B+1B1C+ 2 3334
(B+)1A+2A1B+1B1C 1 3335
(B+)1A+2A3B 3 3338
(B+)1A+2A2B1C+ 1 3339
(B+)1A+1A4B+ 71 3410
(B+)1A+1A3B+1B 59 3469
(B+)1A+1A3B+1C+ 3 3472
(B+)1A+1A2B+2B 34 3506
(B+)1A+1A2B+1B1C+ 6 3512
(B+)1A+1A1B+3B 19 3531
(B+)1A+1A1B+2B1C+ 4 3535
(B+)1A+1A4B 4 3539
(B+)1A+5B+ 14 3553
(B+)1A+4B+1B 32 3585
(B+)1A+3B+2B 27 3612
(B+)1A+3B+1B1C+ 4 3616
(B+)1A+2B+3B 16 3632
(B+)1A+2B+2B1C+ 1 3633
(B+)1A+1B+4B 6 3639
(B+)1A+1B+3B1C+ 1 3640
(B+)1A+5B 1 3641
(B+)5A1B+ 7 3648
(B+)5A1B 6 3654
(B+)5A1C+ 1 3655
(B+)4A2B+ 67 3722
(B+)4A1B+1B 58 3780
(B+)4A1B+1C+ 2 3782
(B+)4A1B+1C 1 3783
(B+)4A2B 10 3793
(B+)4A1B1C+ 2 3795
(B+)3A3B+ 233 4028
(B+)3A2B+1B 221 4249
(B+)3A2B+1C+ 3 4252
(B+)3A2B+1C 1 4253
(B+)3A1B+2B 63 4316
(B+)3A1B+1B1C+ 9 4325
(B+)3A3B 17 4342
(B+)3A2B1C+ 5 4347
(B+)2A4B+ 275 4622
(B+)2A3B+1B 316 4938
(B+)2A3B+1C+ 11 4949
(B+)2A2B+2B 207 5156
(B+)2A2B+1B1C+ 16 5172
(B+)2A2B+2C+ 5 5177
(B+)2A1B+3B 87 5264
(B+)2A1B+2B1C+ 11 5275
(B+)2A4B 6 5281
(B+)2A3B1C+ 3 5284
(B+)1A5B+ 201 5485
(B+)1A4B+1B 358 5843
(B+)1A4B+1C+ 9 5852
(B+)1A3B+2B 337 6189
(B+)1A3B+1B1C+ 20 6209
(B+)1A3B+2C+ 1 6210
(B+)1A2B+3B 266 6476
(B+)1A2B+2B1C+ 30 6506
(B+)1A2B+1B2C+ 2 6508
(B+)1A1B+4B 72 6580
(B+)1A1B+3B1C+ 15 6595
(B+)1A1B+2B2C+ 1 6596
(B+)1A5B 4 6600
(B+)1A4B1C+ 1 6601
(B+)6B+ 80 6681
(B+)5B+1B 180 6861
(B+)5B+1C+ 7 6868
(B+)4B+2B 312 7180
(B+)4B+1B1C+ 28 7208
(B+)4B+2C+ 1 7209
(B+)3B+3B 305 7514
(B+)3B+2B1C+ 25 7539
(B+)2B+4B 119 7658
(B+)2B+3B1C+ 6 7664
(B+)1B+5B 17 7681
(B+)6B 1 7682
(B)2A+3B1C+ 1 7683
(B)1A+2A1B+1C+1C 1 7684
(B)1A+2A2B1C+ 1 7685
(B)1A+1A2B+1B1D 1 7686
(B)1A+1A1B+2B1C+ 4 7690
(B)1A+1A1B+2B1C 1 7691
(B)1A+1A1B+1B2C+ 4 7695
(B)1A+1A1B+3C+ 1 7696
(B)1A+1A4B 1 7697
(B)1A+1A3B1C+ 1 7698
(B)1A+1A2B2C+ 1 7699
(B)1A+1A1B3C+ 1 7700
(B)1A+4B+1C+ 1 7701
(B)1A+3B+1B1C+ 2 7703
(B)1A+3B+1B1D 2 7705
(B)1A+2B+3B 3 7708
(B)1A+2B+2B1C+ 4 7712
(B)1A+2B+1B2C+ 2 7714
(B)1A+1B+4B 5 7719
(B)1A+1B+3B1C+ 6 7725
(B)1A+1B+2B2C+ 2 7727
(B)1A+1B+1B3C+ 1 7728
(B)1A+1B+1B2C+1C 1 7729
(B)1A+1B+2C+2C 1 7730
(B)1A+4B1C+ 3 7733
(B)1A+3B2C+ 4 7737
(B)4A2C+ 1 7738
(B)3A1B+1B1C 1 7739
(B)3A1B+2C+ 1 7740
(B)3A3B 1 7741
(B)3A2B1C+ 2 7743
(B)3A1B2C+ 3 7746
(B)3A3C+ 1 7747
(B)2A3B+1C+ 1 7748
(B)2A2B+1B1C+ 11 7759
(B)2A2B+1B1D 1 7760
(B)2A2B+1B1E 1 7761
(B)2A2B+2C+ 5 7766
(B)2A1B+3B 5 7771
(B)2A1B+2B1C+ 17 7788
(B)2A1B+2B1E 1 7789
(B)2A1B+1B2C+ 9 7798
(B)2A1B+1B1C+1D 1 7799
(B)2A1B+3C+ 4 7803
(B)2A1B+2C+1C 4 7807
(B)2A1B+1C+1C1D 1 7808
(B)2A4B 7 7815
(B)2A3B1C+ 13 7828
(B)2A3B1C 1 7829
(B)2A3B1D 1 7830
(B)2A2B2C+ 2 7832
(B)2A2B1C+1C 1 7833
(B)2A1B3C+ 1 7834
(B)1A4B+1B 1 7835
(B)1A4B+1C+ 1 7836
(B)1A4B+1D 1 7837
(B)1A3B+2B 5 7842
(B)1A3B+1B1C+ 15 7857
(B)1A3B+1B1C 4 7861
(B)1A3B+1B1D 1 7862
(B)1A3B+2C+ 5 7867
(B)1A3B+1C+1C 1 7868
(B)1A2B+3B 40 7908
(B)1A2B+2B1C+ 75 7983
(B)1A2B+2B1C 9 7992
(B)1A2B+2B1E 1 7993
(B)1A2B+1B2C+ 24 8017
(B)1A2B+1B1C+1C 6 8023
(B)1A2B+3C+ 11 8034
(B)1A2B+2C+1C 1 8035
(B)1A2B+1C+2C 1 8036
(B)1A1B+4B 72 8108
(B)1A1B+3B1C+ 103 8211
(B)1A1B+3B1C 6 8217
(B)1A1B+3B1D 1 8218
(B)1A1B+2B2C+ 43 8261
(B)1A1B+2B1C+1C 11 8272
(B)1A1B+2B2C 1 8273
(B)1A1B+1B3C+ 20 8293
(B)1A1B+1B2C+1C 4 8297
(B)1A1B+1B1C+2C 1 8298
(B)1A1B+4C+ 2 8300
(B)1A1B+3C+1D 1 8301
(B)1A5B 46 8347
(B)1A4B1C+ 41 8388
(B)1A4B1C 3 8391
(B)1A3B2C+ 51 8442
(B)1A3B1C+1C 6 8448
(B)1A2B3C+ 22 8470
(B)1A2B2C+1C 6 8476
(B)1A2B2C+1D 1 8477
(B)1A1B4C+ 5 8482
(B)1A1B3C+1C 2 8484
(B)1A5C+ 1 8485
(B)5B+1C+ 3 8488
(B)5B+1C 1 8489
(B)4B+2B 21 8510
(B)4B+1B1C+ 28 8538
(B)4B+1B1C 4 8542
(B)4B+2C+ 2 8544
(B)4B+1C+1C 2 8546
(B)3B+3B 153 8699
(B)3B+2B1C+ 146 8845
(B)3B+2B1C 11 8856
(B)3B+2B1D 1 8857
(B)3B+1B2C+ 36 8893
(B)3B+1B1C+1C 9 8902
(B)3B+1B1C+1D 1 8903
(B)3B+1B2C 1 8904
(B)3B+3C+ 7 8911
(B)3B+2C+1C 5 8916
(B)3B+1C+2C 1 8917
(B)2B+4B 347 9264
(B)2B+3B1C+ 271 9535
(B)2B+3B1C 24 9559
(B)2B+3B1D 2 9561
(B)2B+2B2C+ 142 9703
(B)2B+2B1C+1C 34 9737
(B)2B+2B1C+1D 1 9738
(B)2B+2B1C+1E 2 9740
(B)2B+2B2C 2 9742
(B)2B+1B3C+ 50 9792
(B)2B+1B2C+1C 25 9817
(B)2B+1B2C+1D 3 9820
(B)2B+1B1C+2C 3 9823
(B)2B+4C+ 7 9830
(B)2B+3C+1C 3 9833
(B)1B+5B 367 10200
(B)1B+4B1C+ 428 10628
(B)1B+4B1C 24 10652
(B)1B+4B1D 2 10654
(B)1B+3B2C+ 357 11011
(B)1B+3B1C+1C 50 11061
(B)1B+3B1C+1D 6 11067
(B)1B+3B1C+1E 2 11069
(B)1B+3B2C 3 11072
(B)1B+2B3C+ 221 11293
(B)1B+2B2C+1C 41 11334
(B)1B+2B2C+1D 3 11337
(B)1B+2B1C+2C 2 11339
(B)1B+1B4C+ 51 11390
(B)1B+1B3C+1C 7 11397
(B)1B+1B3C+1D 1 11398
(B)1B+5C+ 5 11403
(B)1B+4C+1C 1 11404
(B)6B 188 11592
(B)5B1C+ 351 11943
(B)5B1C 29 11972
(B)5B1D 2 11974
(B)4B2C+ 390 12364
(B)4B1C+1C 49 12413
(B)4B1C+1D 5 12418
(B)4B2C 1 12419
(B)3B3C+ 299 12718
(B)3B2C+1C 28 12746
(B)3B1C+2C 3 12749
(B)2B4C+ 54 12803
(B)2B3C+1C 2 12805
(B)1B5C+ 3 12808 
 

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