南宁中考分数线2021年公布，在南宁考试的同学都比较关注南宁的中考分数线的情况，那么2021的分数线是多少？是怎么划分的呢？下面就跟小编一起来看看吧。
南宁中考分数线2021年公布
高中阶段学校统一招生工作在7月15日至18日进行，其中普通高中招生在7月15日至17日三天时间内进行，在录取时间内各校的指令性(含定向生和非定向生)和指导性招生计划同时完成。
7月8日上午，南宁市教育局中小学招生办公室对市区考生的原始分成绩进行了转换，发布了南宁市市区2021年中考等级成绩组合情况统计表。
今年，南宁市笔试科目仍然为语文、数学、英语、物理、化学、道德与法治和历史6科，所有考生的成绩均以等级形式呈现。从今年中考成绩来看，共有6A+考生110人，总成绩A+的考生为2571人。
今年，全南宁市报名参加中考的总人数为93474人，其中南宁市区考生为48250人，市区考生比去年增加1856人。据悉，今年南宁市区高中阶段学校计划招生48904人。其中，普通高中计划招收31220人，中等职业学校计划招生17684人。
相比去年，今年自治区示范性高中的名额有较大幅度增加，考生将有更多机会进入优质高中学习。一方面因为南宁四中新成为公办自治区示范性高中，学校今年计划招生756人;另一方面南宁三十六中江南校区建成招生，新校区计划招生756人。今年南宁市区12所公办自治区示范性普通高中(市一中、二中、三中、四中、八中、十四中、南宁外国语学校、沛鸿民族中学、二十六中、三十三中、三十六中和邕宁高中)共计划招生11826人，比去年增加1674个名额。
其中，南宁二中和三中(含青山校区和五象校区)共计划招生3888人，招生人数与去年持平。其中，南宁二中计划招生1512人，南宁三中(含青山校区和五象校区)计划招生2376人，三中青山校区计划招生1080人，三中五象校区计划招生1296人。
今年，南宁市区内公办自治区示范性普通高中继续拿出指令性计划50%的名额，分配给承担地段生源的初中学校。
南宁中考分数线划分
| 成绩 | 人数 | 累计人数 |
|---|---|---|
| A+(6A+) | 110 | 110 |
| A+(5A+1A) | 239 | 349 |
| A+(5A+1B+) | 6 | 355 |
| A+(4A+2A) | 326 | 681 |
| A+(4A+1A1B+) | 28 | 709 |
| A+(4A+1A1B) | 3 | 712 |
| A+(4A+2B+) | 2 | 714 |
| A+(4A+1B+1B) | 1 | 715 |
| A+(3A+3A) | 419 | 1134 |
| A+(3A+2A1B+) | 113 | 1247 |
| A+(3A+2A1B) | 7 | 1254 |
| A+(3A+1A2B+) | 7 | 1261 |
| A+(3A+1A1B+1B) | 1 | 1262 |
| A+(3A+3B+) | 2 | 1264 |
| A+(2A+4A) | 470 | 1734 |
| A+(2A+3A1B+) | 176 | 1910 |
| A+(2A+3A1B) | 6 | 1916 |
| A+(2A+2A2B+) | 25 | 1941 |
| A+(1A+5A) | 357 | 2298 |
| A+(1A+4A1B+) | 129 | 2427 |
| A+(1A+3A2B+) | 8 | 2435 |
| A+(6A) | 106 | 2541 |
| A+(5A1B+) | 28 | 2569 |
| A+(4A2B+) | 2 | 2571 |
| A(4A+2A) | 1 | 2572 |
| A(4A+1A1B) | 1 | 2573 |
| A(3A+3A) | 6 | 2579 |
| A(3A+2A1B+) | 10 | 2589 |
| A(3A+2A1B) | 1 | 2590 |
| A(3A+1A2B+) | 12 | 2602 |
| A(3A+1A1B+1B) | 4 | 2606 |
| A(3A+1A2B) | 1 | 2607 |
| A(3A+3B+) | 4 | 2611 |
| A(3A+1B+2B) | 1 | 2612 |
| A(2A+4A) | 27 | 2639 |
| A(2A+3A1B+) | 112 | 2751 |
| A(2A+3A1B) | 5 | 2756 |
| A(2A+2A2B+) | 97 | 2853 |
| A(2A+2A1B+1B) | 21 | 2874 |
| A(2A+2A2B) | 2 | 2876 |
| A(2A+1A3B+) | 35 | 2911 |
| A(2A+1A2B+1B) | 13 | 2924 |
| A(2A+1A1B+2B) | 3 | 2927 |
| A(2A+1A3B) | 1 | 2928 |
| A(2A+4B+) | 4 | 2932 |
| A(2A+3B+1B) | 3 | 2935 |
| A(1A+5A) | 125 | 3060 |
| A(1A+4A1B+) | 385 | 3445 |
| A(1A+4A1B) | 21 | 3466 |
| A(1A+4A1C+) | 1 | 3467 |
| A(1A+3A2B+) | 361 | 3828 |
| A(1A+3A1B+1B) | 54 | 3882 |
| A(1A+3A1B+1C+) | 1 | 3883 |
| A(1A+3A2B) | 4 | 3887 |
| A(1A+2A3B+) | 211 | 4098 |
| A(1A+2A2B+1B) | 81 | 4179 |
| A(1A+2A1B+2B) | 15 | 4194 |
| A(1A+2A3B) | 1 | 4195 |
| A(1A+1A4B+) | 85 | 4280 |
| A(1A+1A3B+1B) | 31 | 4311 |
| A(1A+1A2B+2B) | 1 | 4312 |
| A(1A+5B+) | 11 | 4323 |
| A(1A+4B+1B) | 2 | 4325 |
| A(6A) | 190 | 4515 |
| A(5A1B+) | 551 | 5066 |
| A(5A1B) | 40 | 5106 |
| A(4A2B+) | 739 | 5845 |
| A(4A1B+1B) | 153 | 5998 |
| A(4A1B+1C+) | 1 | 5999 |
| A(4A2B) | 5 | 6004 |
| A(3A3B+) | 765 | 6769 |
| A(3A2B+1B) | 224 | 6993 |
| A(3A2B+1C+) | 1 | 6994 |
| A(3A1B+2B) | 31 | 7025 |
| A(3A1B+1B1C+) | 1 | 7026 |
| A(3A3B) | 1 | 7027 |
| A(2A4B+) | 443 | 7470 |
| A(2A3B+1B) | 105 | 7575 |
| A(2A2B+2B) | 7 | 7582 |
| A(2A1B+3B) | 1 | 7583 |
| A(1A5B+) | 96 | 7679 |
| A(1A4B+1B) | 18 | 7697 |
| A(6B+) | 9 | 7706 |
| B+(3A+1B+2B) | 1 | 7707 |
| B+(2A+3A1E) | 1 | 7708 |
| B+(2A+2A1B+1B) | 2 | 7710 |
| B+(2A+1A3B+) | 1 | 7711 |
| B+(2A+1A2B+1B) | 1 | 7712 |
| B+(2A+1A2B+1C+) | 1 | 7713 |
| B+(2A+1A1B+2B) | 4 | 7717 |
| B+(2A+1A1B+1B1C+) | 1 | 7718 |
| B+(2A+1A3B) | 2 | 7720 |
| B+(2A+1A2B1C+) | 1 | 7721 |
| B+(2A+4B+) | 1 | 7722 |
| B+(2A+2B+2B) | 2 | 7724 |
| B+(2A+2B+1B1C+) | 1 | 7725 |
| B+(2A+1B+2B1C+) | 2 | 7727 |
| B+(1A+4A1E) | 1 | 7728 |
| B+(1A+3A2B+) | 1 | 7729 |
| B+(1A+3A1B+1B) | 3 | 7732 |
| B+(1A+3A1B+1C+) | 1 | 7733 |
| B+(1A+3A2B) | 1 | 7734 |
| B+(1A+3A1B1C+) | 1 | 7735 |
| B+(1A+3A2C+) | 1 | 7736 |
| B+(1A+2A3B+) | 5 | 7741 |
| B+(1A+2A2B+1B) | 16 | 7757 |
| B+(1A+2A2B+1C+) | 2 | 7759 |
| B+(1A+2A2B+1C) | 1 | 7760 |
| B+(1A+2A1B+2B) | 16 | 7776 |
| B+(1A+2A1B+1B1C+) | 2 | 7778 |
| B+(1A+2A1B+1B1D) | 1 | 7779 |
| B+(1A+2A3B) | 3 | 7782 |
| B+(1A+2A2B1C+) | 6 | 7788 |
| B+(1A+2A1B2C+) | 1 | 7789 |
| B+(1A+2A1B1C+1C) | 1 | 7790 |
| B+(1A+2A2C+1C) | 1 | 7791 |
| B+(1A+1A4B+) | 11 | 7802 |
| B+(1A+1A3B+1B) | 44 | 7846 |
| B+(1A+1A3B+1C+) | 1 | 7847 |
| B+(1A+1A2B+2B) | 31 | 7878 |
| B+(1A+1A2B+1B1C+) | 8 | 7886 |
| B+(1A+1A2B+1C+1C) | 1 | 7887 |
| B+(1A+1A1B+3B) | 17 | 7904 |
| B+(1A+1A1B+2B1C+) | 4 | 7908 |
| B+(1A+1A1B+1B2C+) | 1 | 7909 |
| B+(1A+1A4B) | 5 | 7914 |
| B+(1A+1A2B2C+) | 1 | 7915 |
| B+(1A+5B+) | 11 | 7926 |
| B+(1A+4B+1B) | 28 | 7954 |
| B+(1A+3B+2B) | 29 | 7983 |
| B+(1A+3B+1B1C+) | 1 | 7984 |
| B+(1A+2B+3B) | 14 | 7998 |
| B+(1A+2B+2B1C+) | 5 | 8003 |
| B+(1A+1B+4B) | 9 | 8012 |
| B+(1A+1B+3B1C+) | 4 | 8016 |
| B+(1A+1B+2B2C+) | 1 | 8017 |
| B+(1A+5B) | 2 | 8019 |
| B+(5A1B+) | 1 | 8020 |
| B+(4A2B+) | 8 | 8028 |
| B+(4A1B+1B) | 21 | 8049 |
| B+(4A1B+1C+) | 4 | 8053 |
| B+(4A2B) | 12 | 8065 |
| B+(4A1B1C+) | 2 | 8067 |
| B+(3A3B+) | 71 | 8138 |
| B+(3A2B+1B) | 189 | 8327 |
| B+(3A2B+1C+) | 7 | 8334 |
| B+(3A2B+1C) | 1 | 8335 |
| B+(3A2B+1D) | 1 | 8336 |
| B+(3A1B+2B) | 117 | 8453 |
| B+(3A1B+1B1C+) | 15 | 8468 |
| B+(3A1B+1B1C) | 1 | 8469 |
| B+(3A1B+2C+) | 2 | 8471 |
| B+(3A3B) | 33 | 8504 |
| B+(3A2B1C+) | 13 | 8517 |
| B+(3A2B1C) | 1 | 8518 |
| B+(3A1B2C+) | 3 | 8521 |
| B+(3A1B1C+1C) | 1 | 8522 |
| B+(3A3C+) | 1 | 8523 |
| B+(2A4B+) | 234 | 8757 |
| B+(2A3B+1B) | 506 | 9263 |
| B+(2A3B+1C+) | 21 | 9284 |
| B+(2A3B+1C) | 1 | 9285 |
| B+(2A3B+1D) | 1 | 9286 |
| B+(2A2B+2B) | 343 | 9629 |
| B+(2A2B+1B1C+) | 34 | 9663 |
| B+(2A2B+1B1C) | 3 | 9666 |
| B+(2A2B+1B1D) | 1 | 9667 |
| B+(2A2B+2C+) | 2 | 9669 |
| B+(2A2B+1C+1C) | 2 | 9671 |
| B+(2A1B+3B) | 184 | 9855 |
| B+(2A1B+2B1C+) | 57 | 9912 |
| B+(2A1B+1B2C+) | 11 | 9923 |
| B+(2A4B) | 34 | 9957 |
| B+(2A3B1C+) | 19 | 9976 |
| B+(2A2B2C+) | 2 | 9978 |
| B+(1A5B+) | 341 | 10319 |
| B+(1A4B+1B) | 667 | 10986 |
| B+(1A4B+1C+) | 25 | 11011 |
| B+(1A3B+2B) | 676 | 11687 |
| B+(1A3B+1B1C+) | 83 | 11770 |
| B+(1A3B+1B1C) | 4 | 11774 |
| B+(1A3B+2C+) | 10 | 11784 |
| B+(1A2B+3B) | 561 | 12345 |
| B+(1A2B+2B1C+) | 158 | 12503 |
| B+(1A2B+2B1C) | 4 | 12507 |
| B+(1A2B+1B2C+) | 20 | 12527 |
| B+(1A2B+1B1C+1C) | 1 | 12528 |
| B+(1A2B+3C+) | 1 | 12529 |
| B+(1A1B+4B) | 293 | 12822 |
| B+(1A1B+3B1C+) | 100 | 12922 |
| B+(1A1B+2B2C+) | 7 | 12929 |
| B+(1A5B) | 45 | 12974 |
| B+(1A4B1C+) | 21 | 12995 |
| B+(1A3B2C+) | 1 | 12996 |
| B+(6B+) | 155 | 13151 |
| B+(5B+1B) | 456 | 13607 |
| B+(5B+1C+) | 19 | 13626 |
| B+(5B+1C) | 1 | 13627 |
| B+(4B+2B) | 678 | 14305 |
| B+(4B+1B1C+) | 73 | 14378 |
| B+(4B+1B1C) | 1 | 14379 |
| B+(4B+2C+) | 4 | 14383 |
| B+(3B+3B) | 902 | 15285 |
| B+(3B+2B1C+) | 192 | 15477 |
| B+(3B+1B2C+) | 22 | 15499 |
| B+(2B+4B) | 724 | 16223 |
| B+(2B+3B1C+) | 208 | 16431 |
| B+(2B+3B1C) | 2 | 16433 |
| B+(2B+2B2C+) | 10 | 16443 |
| B+(1B+5B) | 345 | 16788 |
| B+(1B+4B1C+) | 67 | 16855 |
| B+(1B+3B2C+) | 1 | 16856 |
| B+(6B) | 37 | 16893 |
| B+(5B1C+) | 3 | 16896 |
| B(1A+1A1B+2B1C+) | 1 | 16897 |
| B(1A+1A1B+1B1C+1C) | 1 | 16898 |
| B(1A+1A3B1C+) | 1 | 16899 |
| B(1A+1A2B2C+) | 2 | 16901 |
| B(1A+1B+4B) | 1 | 16902 |
| B(1A+1B+3B1C+) | 3 | 16905 |
| B(1A+1B+2B2C+) | 1 | 16906 |
| B(1A+1B+1B3C+) | 2 | 16908 |
| B(1A+1B+1B2C+1C) | 1 | 16909 |
| B(1A+4B1C+) | 1 | 16910 |
| B(1A+2B3C+) | 2 | 16912 |
| B(1A+2B2C+1C) | 1 | 16913 |
| B(1A+1B3C+1C) | 2 | 16915 |
| B(3A2C+1C) | 1 | 16916 |
| B(2A1B+2B1C+) | 6 | 16922 |
| B(2A1B+1B2C+) | 3 | 16925 |
| B(2A1B+1B1C+1C) | 4 | 16929 |
| B(2A1B+1B2C) | 1 | 16930 |
| B(2A1B+3C+) | 2 | 16932 |
| B(2A1B+2C+1C) | 1 | 16933 |
| B(2A3B1C+) | 12 | 16945 |
| B(2A3B1C) | 2 | 16947 |
| B(2A2B2C+) | 7 | 16954 |
| B(2A2B1C+1C) | 2 | 16956 |
| B(2A1B3C+) | 4 | 16960 |
| B(2A1B2C+1C) | 2 | 16962 |
| B(2A3C+1C) | 1 | 16963 |
| B(1A4B+1C+) | 1 | 16964 |
| B(1A4B+1D) | 1 | 16965 |
| B(1A3B+1B1C+) | 6 | 16971 |
| B(1A3B+1B1C) | 4 | 16975 |
| B(1A3B+1B1D) | 1 | 16976 |
| B(1A3B+2C+) | 3 | 16979 |
| B(1A3B+1C+1C) | 1 | 16980 |
| B(1A2B+3B) | 4 | 16984 |
| B(1A2B+2B1C+) | 18 | 17002 |
| B(1A2B+2B1C) | 5 | 17007 |
| B(1A2B+2B1E) | 1 | 17008 |
| B(1A2B+1B2C+) | 27 | 17035 |
| B(1A2B+1B1C+1C) | 6 | 17041 |
| B(1A2B+1B1C+1D) | 2 | 17043 |
| B(1A2B+1B2C) | 1 | 17044 |
| B(1A2B+3C+) | 7 | 17051 |
| B(1A2B+2C+1C) | 5 | 17056 |
| B(1A2B+2C+1E) | 1 | 17057 |
| B(1A1B+4B) | 27 | 17084 |
| B(1A1B+3B1C+) | 82 | 17166 |
| B(1A1B+3B1C) | 10 | 17176 |
| B(1A1B+3B1D) | 1 | 17177 |
| B(1A1B+2B2C+) | 63 | 17240 |
| B(1A1B+2B1C+1C) | 16 | 17256 |
| B(1A1B+2B1C+1D) | 2 | 17258 |
| B(1A1B+1B3C+) | 27 | 17285 |
| B(1A1B+1B2C+1C) | 9 | 17294 |
| B(1A1B+1B2C+1D) | 1 | 17295 |
| B(1A1B+1B1C+2C) | 2 | 17297 |
| B(1A1B+1B3C) | 1 | 17298 |
| B(1A1B+1B2C1E) | 1 | 17299 |
| B(1A1B+4C+) | 2 | 17301 |
| B(1A1B+3C+1C) | 1 | 17302 |
| B(1A5B) | 32 | 17334 |
| B(1A4B1C+) | 70 | 17404 |
| B(1A4B1C) | 5 | 17409 |
| B(1A3B2C+) | 64 | 17473 |
| B(1A3B1C+1C) | 4 | 17477 |
| B(1A3B1C+1D) | 1 | 17478 |
| B(1A3B2C) | 2 | 17480 |
| B(1A2B3C+) | 35 | 17515 |
| B(1A2B2C+1C) | 19 | 17534 |
| B(1A2B1C+2C) | 1 | 17535 |
| B(1A1B4C+) | 9 | 17544 |
| B(1A1B3C+1C) | 7 | 17551 |
| B(1A1B2C+2C) | 1 | 17552 |
| B(1A5C+) | 3 | 17555 |
| B(1A4C+1C) | 2 | 17557 |
| B(5B+1C) | 1 | 17558 |
| B(4B+2B) | 4 | 17562 |
| B(4B+1B1C+) | 12 | 17574 |
| B(4B+1B1C) | 4 | 17578 |
| B(4B+1B1D) | 1 | 17579 |
| B(4B+2C+) | 2 | 17581 |
| B(4B+1C+1C) | 3 | 17584 |
| B(3B+3B) | 27 | 17611 |
| B(3B+2B1C+) | 105 | 17716 |
| B(3B+2B1C) | 9 | 17725 |
| B(3B+2B1D) | 4 | 17729 |
| B(3B+1B2C+) | 77 | 17806 |
| B(3B+1B1C+1C) | 12 | 17818 |
| B(3B+1B1C+1D) | 1 | 17819 |
| B(3B+1B1C+1E) | 1 | 17820 |
| B(3B+1B2C) | 1 | 17821 |
| B(3B+3C+) | 18 | 17839 |
| B(3B+2C+1C) | 1 | 17840 |
| B(3B+2C+1D) | 1 | 17841 |
| B(3B+1C+2C) | 4 | 17845 |
| B(2B+4B) | 153 | 17998 |
| B(2B+3B1C+) | 432 | 18430 |
| B(2B+3B1C) | 31 | 18461 |
| B(2B+3B1D) | 6 | 18467 |
| B(2B+2B2C+) | 252 | 18719 |
| B(2B+2B1C+1C) | 48 | 18767 |
| B(2B+2B1C+1D) | 6 | 18773 |
| B(2B+2B2C) | 1 | 18774 |
| B(2B+1B3C+) | 102 | 18876 |
| B(2B+1B2C+1C) | 32 | 18908 |
| B(2B+1B2C+1D) | 3 | 18911 |
| B(2B+1B2C+1E) | 1 | 18912 |
| B(2B+1B1C+2C) | 5 | 18917 |
| B(2B+1B1C+1C1D) | 2 | 18919 |
| B(2B+4C+) | 25 | 18944 |
| B(2B+3C+1C) | 14 | 18958 |
| B(2B+3C+1D) | 2 | 18960 |
| B(2B+3C+1E) | 1 | 18961 |
| B(2B+2C+2C) | 3 | 18964 |
| B(2B+2C+1C1D) | 1 | 18965 |
| B(1B+5B) | 408 | 19373 |
| B(1B+4B1C+) | 767 | 20140 |
| B(1B+4B1C) | 30 | 20170 |
| B(1B+4B1D) | 4 | 20174 |
| B(1B+3B2C+) | 654 | 20828 |
| B(1B+3B1C+1C) | 105 | 20933 |
| B(1B+3B1C+1D) | 7 | 20940 |
| B(1B+3B1C+1E) | 2 | 20942 |
| B(1B+3B2C) | 5 | 20947 |
| B(1B+3B1C1D) | 2 | 20949 |
| B(1B+2B3C+) | 455 | 21404 |
| B(1B+2B2C+1C) | 121 | 21525 |
| B(1B+2B2C+1D) | 14 | 21539 |
| B(1B+2B2C+1E) | 1 | 21540 |
| B(1B+2B1C+2C) | 23 | 21563 |
| B(1B+2B1C+1C1D) | 3 | 21566 |
| B(1B+2B1C+1C1E) | 1 | 21567 |
| B(1B+2B1C+2D) | 1 | 21568 |
| B(1B+2B3C) | 1 | 21569 |
| B(1B+1B4C+) | 181 | 21750 |
| B(1B+1B3C+1C) | 80 | 21830 |
| B(1B+1B3C+1D) | 3 | 21833 |
| B(1B+1B2C+2C) | 15 | 21848 |
| B(1B+1B1C+3C) | 1 | 21849 |
| B(1B+5C+) | 28 | 21877 |
| B(1B+4C+1C) | 14 | 21891 |
| B(1B+3C+2C) | 2 | 21893 |
| B(6B) | 316 | 22209 |
| B(5B1C+) | 691 | 22900 |
| B(5B1C) | 46 | 22946 |
| B(5B1D) | 3 | 22949 |
| B(4B2C+) | 916 | 23865 |
| B(4B1C+1C) | 145 | 24010 |
| B(4B1C+1D) | 11 | 24021 |
| B(4B1C+1E) | 1 | 24022 |
| B(4B2C) | 10 | 24032 |
| B(3B3C+) | 1029 | 25061 |
| B(3B2C+1C) | 264 | 25325 |
| B(3B2C+1D) | 10 | 25335 |
| B(3B2C+1E) | 1 | 25336 |
| B(3B1C+2C) | 26 | 25362 |
| B(3B3C) | 1 | 25363 |
| B(2B4C+) | 727 | 26090 |
| B(2B3C+1C) | 155 | 26245 |
| B(2B3C+1D) | 5 | 26250 |
| B(2B2C+2C) | 10 | 26260 |
| B(1B5C+) | 232 | 26492 |
| B(1B4C+1C) | 33 | 26525 |
| B(1B3C+2C) | 2 | 26527 |
| B(6C+) | 7 | 26534 |
| C+(1A1B+1B2C+1D) | 1 | 26535 |
| C+(1A1B+1B2C1E) | 1 | 26536 |
| C+(1A2B1C+2C) | 1 | 26537 |
| C+(1A2B3C) | 1 | 26538 |
| C+(1A1B4C+) | 1 | 26539 |
| C+(1A1B3C+1C) | 1 | 26540 |
| C+(1A1B3C+1D) | 1 | 26541 |
| C+(1A1B2C+2C) | 2 | 26543 |
| C+(1A1B1C+2C1D) | 2 | 26545 |
| C+(1A4C+1C) | 1 | 26546 |
| C+(1A3C+2C) | 2 | 26548 |
| C+(1A2C+3C) | 1 | 26549 |
| C+(1A1C+3C1E) | 1 | 26550 |
| C+(1A5C) | 1 | 26551 |
| C+(3B+1C+2D) | 1 | 26552 |
| C+(2B+1B2C+1C) | 2 | 26554 |
| C+(2B+1B1C+2C) | 1 | 26555 |
| C+(2B+1B1C+1C1D) | 2 | 26557 |
| C+(2B+1B1C2D) | 1 | 26558 |
| C+(2B+1B1C1D1E) | 1 | 26559 |
| C+(2B+1B2D1E) | 1 | 26560 |
| C+(2B+4C+) | 1 | 26561 |
| C+(2B+3C+1C) | 1 | 26562 |
| C+(2B+2C+2C) | 3 | 26565 |
| C+(2B+2C+1C1D) | 1 | 26566 |
| C+(1B+3B2C+) | 1 | 26567 |
| C+(1B+3B1C+1C) | 1 | 26568 |
| C+(1B+3B1C+1D) | 1 | 26569 |
| C+(1B+3B1C1D) | 1 | 26570 |
| C+(1B+2B3C+) | 5 | 26575 |
| C+(1B+2B2C+1C) | 11 | 26586 |
| C+(1B+2B2C+1D) | 6 | 26592 |
| C+(1B+2B1C+2C) | 17 | 26609 |
| C+(1B+2B1C+1C1E) | 2 | 26611 |
| C+(1B+2B1C+2D) | 1 | 26612 |
| C+(1B+2B3C) | 3 | 26615 |
| C+(1B+2B2C1D) | 2 | 26617 |
| C+(1B+2B1C1D1E) | 2 | 26619 |
| C+(1B+1B4C+) | 21 | 26640 |
| C+(1B+1B3C+1C) | 47 | 26687 |
| C+(1B+1B3C+1D) | 4 | 26691 |
| C+(1B+1B2C+2C) | 41 | 26732 |
| C+(1B+1B2C+1C1D) | 9 | 26741 |
| C+(1B+1B2C+1C1E) | 1 | 26742 |
| C+(1B+1B2C+2D) | 1 | 26743 |
| C+(1B+1B1C+3C) | 10 | 26753 |
| C+(1B+1B1C+2C1D) | 6 | 26759 |
| C+(1B+1B1C+2C1E) | 1 | 26760 |
| C+(1B+1B1C+1C2D) | 3 | 26763 |
| C+(1B+1B4C) | 1 | 26764 |
| C+(1B+5C+) | 20 | 26784 |
| C+(1B+4C+1C) | 36 | 26820 |
| C+(1B+4C+1D) | 7 | 26827 |
| C+(1B+4C+1E) | 1 | 26828 |
| C+(1B+3C+2C) | 34 | 26862 |
| C+(1B+3C+1C1D) | 8 | 26870 |
| C+(1B+3C+2D) | 1 | 26871 |
| C+(1B+2C+3C) | 13 | 26884 |
| C+(1B+2C+2C1D) | 7 | 26891 |
| C+(1B+2C+1C2D) | 1 | 26892 |
| C+(1B+1C+4C) | 3 | 26895 |
| C+(1B+1C+3C1D) | 2 | 26897 |
| C+(1B+1C+3C1E) | 1 | 26898 |
| C+(1B+1C+2C2D) | 1 | 26899 |
| C+(1B+1C+1C3D) | 1 | 26900 |
| C+(4B2C+) | 3 | 26903 |
| C+(4B1C+1C) | 10 | 26913 |
| C+(4B1C+1D) | 2 | 26915 |
| C+(4B1C+1E) | 2 | 26917 |
| C+(4B2C) | 2 | 26919 |
| C+(4B1C1D) | 1 | 26920 |
| C+(4B2D) | 1 | 26921 |
| C+(3B3C+) | 54 | 26975 |
| C+(3B2C+1C) | 118 | 27093 |
| C+(3B2C+1D) | 21 | 27114 |
| C+(3B2C+1E) | 11 | 27125 |
| C+(3B1C+2C) | 57 | 27182 |
| C+(3B1C+1C1D) | 37 | 27219 |
| C+(3B1C+1C1E) | 6 | 27225 |
| C+(3B1C+2D) | 1 | 27226 |
| C+(3B3C) | 9 | 27235 |
| C+(3B2C1D) | 7 | 27242 |
| C+(3B2C1E) | 1 | 27243 |
| C+(3B1C2D) | 1 | 27244 |
| C+(3B1C1D1E) | 1 | 27245 |
| C+(2B4C+) | 292 | 27537 |
| C+(2B3C+1C) | 445 | 27982 |
| C+(2B3C+1D) | 44 | 28026 |
| C+(2B3C+1E) | 5 | 28031 |
| C+(2B2C+2C) | 256 | 28287 |
| C+(2B2C+1C1D) | 59 | 28346 |
| C+(2B2C+1C1E) | 8 | 28354 |
| C+(2B2C+2D) | 5 | 28359 |
| C+(2B2C+1D1E) | 2 | 28361 |
| C+(2B1C+3C) | 80 | 28441 |
| C+(2B1C+2C1D) | 38 | 28479 |
| C+(2B1C+2C1E) | 2 | 28481 |
| C+(2B1C+1C2D) | 9 | 28490 |
| C+(2B1C+1C1D1E) | 1 | 28491 |
| C+(2B1C+1C2E) | 1 | 28492 |
| C+(2B1C+2D1E) | 1 | 28493 |
| C+(2B4C) | 9 | 28502 |
| C+(2B3C1D) | 10 | 28512 |
| C+(2B2C2D) | 2 | 28514 |
| C+(2B1C3D) | 1 | 28515 |
| C+(1B5C+) | 580 | 29095 |
| C+(1B4C+1C) | 810 | 29905 |
| C+(1B4C+1D) | 87 | 29992 |
| C+(1B4C+1E) | 8 | 30000 |
| C+(1B3C+2C) | 629 | 30629 |
| C+(1B3C+1C1D) | 149 | 30778 |
| C+(1B3C+1C1E) | 16 | 30794 |
| C+(1B3C+2D) | 9 | 30803 |
| C+(1B3C+1D1E) | 1 | 30804 |
| C+(1B2C+3C) | 317 | 31121 |
| C+(1B2C+2C1D) | 161 | 31282 |
| C+(1B2C+2C1E) | 10 | 31292 |
| C+(1B2C+1C2D) | 30 | 31322 |
| C+(1B2C+1C1D1E) | 3 | 31325 |
| C+(1B2C+3D) | 2 | 31327 |
| C+(1B2C+2D1E) | 1 | 31328 |
| C+(1B1C+4C) | 105 | 31433 |
| C+(1B1C+3C1D) | 76 | 31509 |
| C+(1B1C+3C1E) | 6 | 31515 |
| C+(1B1C+2C2D) | 8 | 31523 |
| C+(1B1C+2C1D1E) | 2 | 31525 |
| C+(1B5C) | 14 | 31539 |
| C+(1B4C1D) | 18 | 31557 |
| C+(1B2C3D) | 1 | 31558 |
| C+(6C+) | 343 | 31901 |
| C+(5C+1C) | 722 | 32623 |
| C+(5C+1D) | 68 | 32691 |
| C+(5C+1E) | 13 | 32704 |
| C+(4C+2C) | 804 | 33508 |
| C+(4C+1C1D) | 216 | 33724 |
| C+(4C+1C1E) | 11 | 33735 |
| C+(4C+2D) | 18 | 33753 |
| C+(3C+3C) | 661 | 34414 |
| C+(3C+2C1D) | 233 | 34647 |
| C+(3C+2C1E) | 18 | 34665 |
| C+(3C+1C2D) | 28 | 34693 |
| C+(3C+1C1D1E) | 4 | 34697 |
| C+(3C+3D) | 1 | 34698 |
| C+(2C+4C) | 348 | 35046 |
| C+(2C+3C1D) | 107 | 35153 |
| C+(2C+3C1E) | 5 | 35158 |
| C+(2C+2C2D) | 13 | 35171 |
| C+(2C+2C1D1E) | 1 | 35172 |
| C+(1C+5C) | 53 | 35225 |
| C+(1C+4C1D) | 6 | 35231 |
| C(1A+1A4E) | 1 | 35232 |
| C(1A+2C1D2E) | 1 | 35233 |
| C(1B+1B1C+3E) | 1 | 35234 |
| C(1B+2C+1C2D) | 1 | 35235 |
| C(1B+2C+2D1E) | 1 | 35236 |
| C(1B+1C+3C1D) | 1 | 35237 |
| C(1B+1C+2C1D1E) | 2 | 35239 |
| C(1B+3C1D1E) | 1 | 35240 |
| C(1B+2C2D1E) | 1 | 35241 |
| C(2B1C+2C1D) | 1 | 35242 |
| C(2B1C+2C1E) | 1 | 35243 |
| C(2B1C+2D1E) | 1 | 35244 |
| C(2B1C+1D2E) | 1 | 35245 |
| C(2B2C2D) | 1 | 35246 |
| C(2B4D) | 1 | 35247 |
| C(1B4C+1D) | 1 | 35248 |
| C(1B3C+2C) | 2 | 35250 |
| C(1B3C+1C1D) | 3 | 35253 |
| C(1B3C+1C1E) | 1 | 35254 |
| C(1B3C+2D) | 2 | 35256 |
| C(1B3C+1D1E) | 1 | 35257 |
| C(1B2C+3C) | 3 | 35260 |
| C(1B2C+2C1D) | 11 | 35271 |
| C(1B2C+2C1E) | 6 | 35277 |
| C(1B2C+1C2D) | 11 | 35288 |
| C(1B2C+1C1D1E) | 5 | 35293 |
| C(1B2C+3D) | 1 | 35294 |
| C(1B2C+2D1E) | 3 | 35297 |
| C(1B1C+4C) | 15 | 35312 |
| C(1B1C+3C1D) | 32 | 35344 |
| C(1B1C+3C1E) | 9 | 35353 |
| C(1B1C+2C2D) | 30 | 35383 |
| C(1B1C+2C1D1E) | 13 | 35396 |
| C(1B1C+2C2E) | 1 | 35397 |
| C(1B1C+1C3D) | 7 | 35404 |
| C(1B1C+1C2D1E) | 9 | 35413 |
| C(1B1C+4D) | 3 | 35416 |
| C(1B5C) | 8 | 35424 |
| C(1B4C1D) | 29 | 35453 |
| C(1B4C1E) | 4 | 35457 |
| C(1B3C2D) | 26 | 35483 |
| C(1B3C1D1E) | 5 | 35488 |
| C(1B2C3D) | 5 | 35493 |
| C(1B2C2D1E) | 2 | 35495 |
| C(1B1C4D) | 5 | 35500 |
| C(1B1C3D1E) | 3 | 35503 |
| C(1B1C2D2E) | 1 | 35504 |
| C(1B5D) | 1 | 35505 |
| C(5C+1C) | 2 | 35507 |
| C(5C+1D) | 1 | 35508 |
| C(4C+2C) | 21 | 35529 |
| C(4C+1C1D) | 24 | 35553 |
| C(4C+1C1E) | 6 | 35559 |
| C(4C+2D) | 17 | 35576 |
| C(4C+1D1E) | 5 | 35581 |
| C(4C+2E) | 1 | 35582 |
| C(3C+3C) | 136 | 35718 |
| C(3C+2C1D) | 218 | 35936 |
| C(3C+2C1E) | 26 | 35962 |
| C(3C+1C2D) | 95 | 36057 |
| C(3C+1C1D1E) | 28 | 36085 |
| C(3C+3D) | 14 | 36099 |
| C(3C+2D1E) | 5 | 36104 |
| C(2C+4C) | 374 | 36478 |
| C(2C+3C1D) | 534 | 37012 |
| C(2C+3C1E) | 75 | 37087 |
| C(2C+2C2D) | 295 | 37382 |
| C(2C+2C1D1E) | 92 | 37474 |
| C(2C+2C2E) | 6 | 37480 |
| C(2C+1C3D) | 99 | 37579 |
| C(2C+1C2D1E) | 31 | 37610 |
| C(2C+1C1D2E) | 4 | 37614 |
| C(2C+4D) | 8 | 37622 |
| C(2C+3D1E) | 3 | 37625 |
| C(1C+5C) | 398 | 38023 |
| C(1C+4C1D) | 661 | 38684 |
| C(1C+4C1E) | 59 | 38743 |
| C(1C+3C2D) | 563 | 39306 |
| C(1C+3C1D1E) | 103 | 39409 |
| C(1C+3C2E) | 7 | 39416 |
| C(1C+2C3D) | 334 | 39750 |
| C(1C+2C2D1E) | 114 | 39864 |
| C(1C+2C1D2E) | 11 | 39875 |
| C(1C+2C3E) | 1 | 39876 |
| C(1C+1C4D) | 116 | 39992 |
| C(1C+1C3D1E) | 33 | 40025 |
| C(1C+1C2D2E) | 15 | 40040 |
| C(1C+1C1D3E) | 3 | 40043 |
| C(1C+5D) | 23 | 40066 |
| C(1C+4D1E) | 9 | 40075 |
| C(1C+3D2E) | 1 | 40076 |
| C(6C) | 171 | 40247 |
| C(5C1D) | 391 | 40638 |
| C(5C1E) | 49 | 40687 |
| C(4C2D) | 562 | 41249 |
| C(4C1D1E) | 122 | 41371 |
| C(4C2E) | 4 | 41375 |
| C(3C3D) | 469 | 41844 |
| C(3C2D1E) | 155 | 41999 |
| C(3C1D2E) | 20 | 42019 |
| C(2C4D) | 249 | 42268 |
| C(2C3D1E) | 87 | 42355 |
| C(2C2D2E) | 9 | 42364 |
| C(2C1D3E) | 1 | 42365 |
| C(1C5D) | 58 | 42423 |
| C(1C4D1E) | 24 | 42447 |
| C(1C3D2E) | 1 | 42448 |
| C(5D1E) | 1 | 42449 |
| D(1B2C+1C1D1E) | 1 | 42450 |
| D(1B1C+1D3E) | 1 | 42451 |
| D(1B4D1E) | 1 | 42452 |
| D(3C+1D2E) | 1 | 42453 |
| D(2C+3C1D) | 1 | 42454 |
| D(2C+3C1E) | 1 | 42455 |
| D(2C+2C2D) | 3 | 42458 |
| D(2C+2C1D1E) | 4 | 42462 |
| D(2C+2C2E) | 2 | 42464 |
| D(2C+1C3D) | 4 | 42468 |
| D(2C+1C2D1E) | 8 | 42476 |
| D(2C+1C1D2E) | 3 | 42479 |
| D(2C+4D) | 1 | 42480 |
| D(2C+3D1E) | 1 | 42481 |
| D(2C+2D2E) | 2 | 42483 |
| D(2C+1D3E) | 2 | 42485 |
| D(1C+4C1E) | 6 | 42491 |
| D(1C+3C2D) | 12 | 42503 |
| D(1C+3C1D1E) | 19 | 42522 |
| D(1C+3C2E) | 5 | 42527 |
| D(1C+2C3D) | 27 | 42554 |
| D(1C+2C2D1E) | 47 | 42601 |
| D(1C+2C1D2E) | 19 | 42620 |
| D(1C+2C3E) | 1 | 42621 |
| D(1C+1C4D) | 41 | 42662 |
| D(1C+1C3D1E) | 68 | 42730 |
| D(1C+1C2D2E) | 38 | 42768 |
| D(1C+1C1D3E) | 13 | 42781 |
| D(1C+1C4E) | 2 | 42783 |
| D(1C+5D) | 22 | 42805 |
| D(1C+4D1E) | 43 | 42848 |
| D(1C+3D2E) | 24 | 42872 |
| D(1C+2D3E) | 11 | 42883 |
| D(1C+1D4E) | 1 | 42884 |
| D(6C) | 1 | 42885 |
| D(5C1D) | 5 | 42890 |
| D(5C1E) | 4 | 42894 |
| D(4C2D) | 39 | 42933 |
| D(4C1D1E) | 45 | 42978 |
| D(4C2E) | 8 | 42986 |
| D(3C3D) | 138 | 43124 |
| D(3C2D1E) | 193 | 43317 |
| D(3C1D2E) | 60 | 43377 |
| D(3C3E) | 3 | 43380 |
| D(2C4D) | 252 | 43632 |
| D(2C3D1E) | 366 | 43998 |
| D(2C2D2E) | 191 | 44189 |
| D(2C1D3E) | 37 | 44226 |
| D(2C4E) | 1 | 44227 |
| D(1C5D) | 249 | 44476 |
| D(1C4D1E) | 463 | 44939 |
| D(1C3D2E) | 334 | 45273 |
| D(1C2D3E) | 154 | 45427 |
| D(1C1D4E) | 25 | 45452 |
| D(1C5E) | 1 | 45453 |
| D(6D) | 96 | 45549 |
| D(5D1E) | 223 | 45772 |
| D(4D2E) | 287 | 46059 |
| D(3D3E) | 193 | 46252 |
| D(2D4E) | 57 | 46309 |
| D(1D5E) | 6 | 46315 |
| E(1C+2C1D2E) | 1 | 46316 |
| E(1C+1C2D2E) | 1 | 46317 |
| E(1C+1C4E) | 1 | 46318 |
| E(1C+3D2E) | 2 | 46320 |
| E(1C+2D3E) | 4 | 46324 |
| E(1C+1D4E) | 2 | 46326 |
| E(1C+5E) | 1 | 46327 |
| E(3C2D1E) | 3 | 46330 |
| E(3C1D2E) | 3 | 46333 |
| E(3C3E) | 1 | 46334 |
| E(2C3D1E) | 1 | 46335 |
| E(2C2D2E) | 19 | 46354 |
| E(2C1D3E) | 13 | 46367 |
| E(2C4E) | 9 | 46376 |
| E(1C4D1E) | 13 | 46389 |
| E(1C3D2E) | 64 | 46453 |
| E(1C2D3E) | 82 | 46535 |
| E(1C1D4E) | 88 | 46623 |
| E(1C5E) | 62 | 46685 |
| E(6D) | 1 | 46686 |
| E(5D1E) | 17 | 46703 |
| E(4D2E) | 114 | 46817 |
| E(3D3E) | 245 | 47062 |
| E(2D4E) | 381 | 47443 |
| E(1D5E) | 373 | 47816 |
| E(6E) | 434 | 48250 |
以上就是小编整理的关于南宁中考分数线2021年公布以及南宁中考分数线划分的具体信息，大家可以参考小编整理的信息表格进行参考，希望大家都能进入自己喜欢的学校，更多相关信息也可以关注可圈可点。
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