關(guān)于公布2023年欽州市初中學(xué)業(yè)水平考試成績的公告
關(guān)于公布2023年欽州市初中學(xué)業(yè)水平考試成績的公告
欽州市2023年初中學(xué)業(yè)水平考試評(píng)卷和成績統(tǒng)計(jì)工作已順利結(jié)束。參加本次考試九年級(jí)學(xué)生人數(shù)為53270人，筆試科目為語文，數(shù)學(xué)，英語，物理，化學(xué)，道德與法治、歷史，地理、生物學(xué)，現(xiàn)場(chǎng)測(cè)試科目為體育與健康,實(shí)驗(yàn)技能考試科目為物理、化學(xué)、生物學(xué)?，F(xiàn)將九年級(jí)考試成績相關(guān)情況公告如下：
一、考生的成績均以等級(jí)的形式呈現(xiàn)。
二、2023年7月11日考生可以到就讀初中學(xué)校領(lǐng)取中考成績條。
三、2023年7月10日16:00以后，可以通過以下三種方式查詢成績：
(一)在瀏覽器地址欄直接輸入http://124.227.1.107:8061，進(jìn)入2023年欽州市中考中招管理系統(tǒng)查詢，輸入考生本人賬號(hào)(中考準(zhǔn)考證號(hào))，密碼（身份證號(hào)后六位）登錄查詢。
（二）用電腦登錄欽州市教育局官網(wǎng)(http://jyj.qinzhou.gov.cn) →欽州市普通高中招生志愿填報(bào)(包含成績查詢),輸入考生本人賬號(hào)(中考準(zhǔn)考證號(hào))，密碼（身份證號(hào)后六位）查詢。
（三）登錄手機(jī)智桂通APP→中考專題→(地市選擇欽州市)→ 成績查詢→進(jìn)入查分首頁,輸入考生本人賬號(hào)(中考準(zhǔn)考證號(hào))，密碼（身份證號(hào)后六位）,驗(yàn)證碼，登錄查詢。
四、一等一檔表將于2023年7月11日10:00在欽州教育信息網(wǎng)公布。
附：欽州市2023年中考一等一檔表
說明：等級(jí)=投檔總分等級(jí)（7門筆試科目等級(jí)組合）
|
成 績 |
本檔人數(shù) |
累計(jì)人數(shù) |
|
A+(7A+) |
444 |
444 |
|
A+(6A+1A) |
451 |
895 |
|
A+(6A+1B+) |
29 |
924 |
|
A+(5A+2A) |
440 |
1364 |
|
A+(5A+1A1B+) |
59 |
1423 |
|
A+(5A+2B+) |
7 |
1430 |
|
A+(4A+3A) |
412 |
1842 |
|
A+(4A+2A1B+) |
132 |
1974 |
|
A+(4A+1A2B+) |
21 |
1995 |
|
A+(4A+3B+) |
1 |
1996 |
|
A+(3A+4A) |
318 |
2314 |
|
A+(3A+3A1B+) |
119 |
2433 |
|
A+(3A+2A2B+) |
23 |
2456 |
|
A+(3A+2A1B+1B) |
1 |
2457 |
|
A+(3A+1A3B+) |
1 |
2458 |
|
A+(2A+5A) |
124 |
2582 |
|
A+(2A+4A1B+) |
46 |
2628 |
|
A+(2A+3A2B+) |
8 |
2636 |
|
A+(1A+6A) |
29 |
2665 |
|
A+(1A+5A1B+) |
6 |
2671 |
|
A+(1A+4A2B+) |
1 |
2672 |
|
A+(7A) |
1 |
2673 |
|
A+(6A1B+) |
1 |
2674 |
|
A(5A+2A) |
4 |
2678 |
|
A(5A+1A1B+) |
5 |
2683 |
|
A(5A+2B+) |
2 |
2685 |
|
A(4A+3A) |
26 |
2711 |
|
A(4A+2A1B+) |
42 |
2753 |
|
A(4A+2A1B) |
3 |
2756 |
|
A(4A+1A2B+) |
24 |
2780 |
|
A(4A+1A1B+1B) |
5 |
2785 |
|
A(4A+3B+) |
6 |
2791 |
|
A(3A+4A) |
119 |
2910 |
|
A(3A+3A1B+) |
209 |
3119 |
|
A(3A+3A1B) |
2 |
3121 |
|
A(3A+2A2B+) |
154 |
3275 |
|
A(3A+2A1B+1B) |
5 |
3280 |
|
A(3A+1A3B+) |
47 |
3327 |
|
A(3A+1A2B+1B) |
10 |
3337 |
|
A(3A+1A1B+2B) |
1 |
3338 |
|
A(3A+4B+) |
2 |
3340 |
|
A(3A+3B+1B) |
1 |
3341 |
|
A(2A+5A) |
187 |
3528 |
|
A(2A+4A1B+) |
354 |
3882 |
|
A(2A+4A1B) |
9 |
3891 |
|
A(2A+3A2B+) |
301 |
4192 |
|
A(2A+3A1B+1B) |
18 |
4210 |
|
A(2A+2A3B+) |
187 |
4397 |
|
A(2A+2A2B+1B) |
25 |
4422 |
|
A(2A+2A1B+2B) |
3 |
4425 |
|
A(2A+1A4B+) |
67 |
4492 |
|
A(2A+1A3B+1B) |
6 |
4498 |
|
A(2A+1A2B+2B) |
1 |
4499 |
|
A(2A+5B+) |
10 |
4509 |
|
A(2A+4B+1B) |
1 |
4510 |
|
A(1A+6A) |
172 |
4682 |
|
A(1A+5A1B+) |
370 |
5052 |
|
A(1A+5A1B) |
2 |
5054 |
|
A(1A+4A2B+) |
483 |
5537 |
|
A(1A+4A1B+1B) |
21 |
5558 |
|
A(1A+3A3B+) |
411 |
5969 |
|
A(1A+3A2B+1B) |
30 |
5999 |
|
A(1A+3A1B+2B) |
1 |
6000 |
|
A(1A+2A4B+) |
255 |
6255 |
|
A(1A+2A3B+1B) |
18 |
6273 |
|
A(1A+1A5B+) |
57 |
6330 |
|
A(1A+1A4B+1B) |
2 |
6332 |
|
A(1A+6B+) |
5 |
6337 |
|
A(7A) |
66 |
6403 |
|
A(6A1B+) |
211 |
6614 |
|
A(6A1B) |
6 |
6620 |
|
A(5A2B+) |
360 |
6980 |
|
A(5A1B+1B) |
14 |
6994 |
|
A(4A3B+) |
457 |
7451 |
|
A(4A2B+1B) |
28 |
7479 |
|
A(3A4B+) |
375 |
7854 |
|
A(3A3B+1B) |
20 |
7874 |
|
A(2A5B+) |
111 |
7985 |
|
A(2A4B+1B) |
6 |
7991 |
|
A(1A6B+) |
14 |
8005 |
|
A(7B+) |
1 |
8006 |
|
B+(3A+2A2B+) |
1 |
8007 |
|
B+(3A+2A1B+1B) |
1 |
8008 |
|
B+(3A+2A2B) |
1 |
8009 |
|
B+(3A+1A2B+1B) |
2 |
8011 |
|
B+(3A+1A2B+1C+) |
4 |
8015 |
|
B+(3A+1A1B+2B) |
1 |
8016 |
|
B+(3A+1A2B1C+) |
1 |
8017 |
|
B+(3A+3B+1B) |
3 |
8020 |
|
B+(3A+2B+2B) |
1 |
8021 |
|
B+(2A+3A2B+) |
1 |
8022 |
|
B+(2A+3A1B+1B) |
8 |
8030 |
|
B+(2A+3A1B+1C+) |
3 |
8033 |
|
B+(2A+3A1B+1C) |
1 |
8034 |
|
B+(2A+3A2B) |
1 |
8035 |
|
B+(2A+3A1B1C+) |
1 |
8036 |
|
B+(2A+2A3B+) |
11 |
8047 |
|
B+(2A+2A2B+1B) |
19 |
8066 |
|
B+(2A+2A2B+1C) |
1 |
8067 |
|
B+(2A+2A1B+2B) |
8 |
8075 |
|
B+(2A+2A1B+1B1C+) |
1 |
8076 |
|
B+(2A+1A4B+) |
14 |
8090 |
|
B+(2A+1A3B+1B) |
14 |
8104 |
|
B+(2A+1A2B+2B) |
4 |
8108 |
|
B+(2A+1A1B+3B) |
3 |
8111 |
|
B+(2A+5B+) |
13 |
8124 |
|
B+(2A+4B+1B) |
7 |
8131 |
|
B+(2A+3B+2B) |
8 |
8139 |
|
B+(2A+2B+3B) |
3 |
8142 |
|
B+(2A+2B+2B1C+) |
3 |
8145 |
|
B+(2A+1B+4B) |
1 |
8146 |
|
B+(2A+4B1C+) |
1 |
8147 |
|
B+(1A+5A1B+) |
1 |
8148 |
|
B+(1A+5A1B) |
4 |
8152 |
|
B+(1A+5A1C+) |
1 |
8153 |
|
B+(1A+4A2B+) |
3 |
8156 |
|
B+(1A+4A1B+1B) |
8 |
8164 |
|
B+(1A+4A1B+1C+) |
2 |
8166 |
|
B+(1A+4A2B) |
2 |
8168 |
|
B+(1A+4A1B1C+) |
1 |
8169 |
|
B+(1A+3A3B+) |
36 |
8205 |
|
B+(1A+3A2B+1B) |
45 |
8250 |
|
B+(1A+3A2B+1C+) |
8 |
8258 |
|
B+(1A+3A2B+1E) |
1 |
8259 |
|
B+(1A+3A1B+2B) |
19 |
8278 |
|
B+(1A+3A1B+1B1C+) |
2 |
8280 |
|
B+(1A+3A3B) |
1 |
8281 |
|
B+(1A+3A2B1C+) |
1 |
8282 |
|
B+(1A+2A4B+) |
120 |
8402 |
|
B+(1A+2A3B+1B) |
88 |
8490 |
|
B+(1A+2A3B+1C+) |
6 |
8496 |
|
B+(1A+2A3B+1C) |
1 |
8497 |
|
B+(1A+2A2B+2B) |
36 |
8533 |
|
B+(1A+2A2B+1B1C+) |
2 |
8535 |
|
B+(1A+2A1B+3B) |
14 |
8549 |
|
B+(1A+2A1B+2B1C+) |
5 |
8554 |
|
B+(1A+2A3B1C+) |
2 |
8556 |
|
B+(1A+1A5B+) |
132 |
8688 |
|
B+(1A+1A4B+1B) |
114 |
8802 |
|
B+(1A+1A4B+1C+) |
6 |
8808 |
|
B+(1A+1A3B+2B) |
54 |
8862 |
|
B+(1A+1A3B+1B1C+) |
8 |
8870 |
|
B+(1A+1A2B+3B) |
28 |
8898 |
|
B+(1A+1A2B+2B1C+) |
7 |
8905 |
|
B+(1A+1A1B+4B) |
6 |
8911 |
|
B+(1A+1A1B+3B1C+) |
1 |
8912 |
|
B+(1A+1A5B) |
1 |
8913 |
|
B+(1A+6B+) |
66 |
8979 |
|
B+(1A+5B+1B) |
62 |
9041 |
|
B+(1A+5B+1C+) |
1 |
9042 |
|
B+(1A+4B+2B) |
41 |
9083 |
|
B+(1A+4B+1B1C+) |
2 |
9085 |
|
B+(1A+3B+3B) |
24 |
9109 |
|
B+(1A+3B+2B1C+) |
3 |
9112 |
|
B+(1A+2B+4B) |
18 |
9130 |
|
B+(1A+2B+3B1C+) |
3 |
9133 |
|
B+(1A+1B+5B) |
3 |
9136 |
|
B+(6A1B+) |
1 |
9137 |
|
B+(6A1B) |
1 |
9138 |
|
B+(6A1C+) |
1 |
9139 |
|
B+(5A2B+) |
11 |
9150 |
|
B+(5A1B+1B) |
19 |
9169 |
|
B+(5A1B+1C+) |
1 |
9170 |
|
B+(5A2B) |
2 |
9172 |
|
B+(5A1B1C+) |
1 |
9173 |
|
B+(4A3B+) |
124 |
9297 |
|
B+(4A2B+1B) |
80 |
9377 |
|
B+(4A2B+1C+) |
3 |
9380 |
|
B+(4A2B+1C) |
1 |
9381 |
|
B+(4A1B+2B) |
22 |
9403 |
|
B+(4A1B+1B1C+) |
4 |
9407 |
|
B+(4A3B) |
3 |
9410 |
|
B+(4A2B1C+) |
3 |
9413 |
|
B+(3A4B+) |
437 |
9850 |
|
B+(3A3B+1B) |
272 |
10122 |
|
B+(3A3B+1C+) |
9 |
10131 |
|
B+(3A3B+1C) |
1 |
10132 |
|
B+(3A3B+1E) |
3 |
10135 |
|
B+(3A2B+2B) |
76 |
10211 |
|
B+(3A2B+1B1C+) |
19 |
10230 |
|
B+(3A1B+3B) |
21 |
10251 |
|
B+(3A1B+2B1C+) |
5 |
10256 |
|
B+(3A1B+2B1C) |
1 |
10257 |
|
B+(3A1B+1B2C+) |
1 |
10258 |
|
B+(3A4B) |
5 |
10263 |
|
B+(3A3B1C+) |
1 |
10264 |
|
B+(2A5B+) |
736 |
11000 |
|
B+(2A4B+1B) |
521 |
11521 |
|
B+(2A4B+1C+) |
22 |
11543 |
|
B+(2A3B+2B) |
269 |
11812 |
|
B+(2A3B+1B1C+) |
34 |
11846 |
|
B+(2A3B+1B1C) |
1 |
11847 |
|
B+(2A2B+3B) |
126 |
11973 |
|
B+(2A2B+2B1C+) |
15 |
11988 |
|
B+(2A2B+2B1C) |
1 |
11989 |
|
B+(2A2B+1B2C+) |
1 |
11990 |
|
B+(2A1B+4B) |
28 |
12018 |
|
B+(2A1B+3B1C+) |
5 |
12023 |
|
B+(2A5B) |
5 |
12028 |
|
B+(1A6B+) |
664 |
12692 |
|
B+(1A5B+1B) |
839 |
13531 |
|
B+(1A5B+1C+) |
25 |
13556 |
|
B+(1A5B+1C) |
2 |
13558 |
|
B+(1A4B+2B) |
615 |
14173 |
|
B+(1A4B+1B1C+) |
40 |
14213 |
|
B+(1A4B+1B1C) |
1 |
14214 |
|
B+(1A3B+3B) |
423 |
14637 |
|
B+(1A3B+2B1C+) |
35 |
14672 |
|
B+(1A2B+4B) |
186 |
14858 |
|
B+(1A2B+3B1C+) |
11 |
14869 |
|
B+(1A1B+5B) |
51 |
14920 |
|
B+(1A1B+4B1C+) |
2 |
14922 |
|
B+(1A6B) |
6 |
14928 |
|
B+(7B+) |
414 |
15342 |
|
B+(6B+1B) |
760 |
16102 |
|
B+(6B+1C+) |
17 |
16119 |
|
B+(5B+2B) |
994 |
17113 |
|
B+(5B+1B1C+) |
44 |
17157 |
|
B+(5B+1B1E) |
1 |
17158 |
|
B+(5B+2C+) |
1 |
17159 |
|
B+(4B+3B) |
904 |
18063 |
|
B+(4B+2B1C+) |
28 |
18091 |
|
B+(3B+4B) |
465 |
18556 |
|
B+(3B+3B1C+) |
10 |
18566 |
|
B+(2B+5B) |
85 |
18651 |
|
B+(2B+4B1C+) |
1 |
18652 |
|
B+(1B+6B) |
6 |
18658 |
|
B(1A+2A1B+1B1C+1C) |
1 |
18659 |
|
B(1A+2A3B1C+) |
1 |
18660 |
|
B(1A+1A2B+3B) |
2 |
18662 |
|
B(1A+1A2B+2B1C+) |
3 |
18665 |
|
B(1A+1A2B+2B1C) |
1 |
18666 |
|
B(1A+1A1B+3B1C+) |
1 |
18667 |
|
B(1A+1A1B+3B1C) |
2 |
18669 |
|
B(1A+1A1B+1B1C+2C) |
1 |
18670 |
|
B(1A+1A5B) |
2 |
18672 |
|
B(1A+1A4B1C) |
1 |
18673 |
|
B(1A+1A3B1C+1C) |
1 |
18674 |
|
B(1A+3B+3B) |
5 |
18679 |
|
B(1A+3B+2B1C+) |
3 |
18682 |
|
B(1A+2B+4B) |
5 |
18687 |
|
B(1A+2B+3B1C+) |
6 |
18693 |
|
B(1A+2B+2B2C+) |
3 |
18696 |
|
B(1A+2B+2B1C+1C) |
1 |
18697 |
|
B(1A+1B+5B) |
5 |
18702 |
|
B(1A+1B+4B1C+) |
1 |
18703 |
|
B(1A+1B+3B2C+) |
1 |
18704 |
|
B(1A+3B3C+) |
1 |
18705 |
|
B(3A2B+2C+) |
1 |
18706 |
|
B(3A1B+3B) |
1 |
18707 |
|
B(3A1B+2B1C+) |
1 |
18708 |
|
B(3A1B+2B1C) |
1 |
18709 |
|
B(3A1B+1B2C+) |
1 |
18710 |
|
B(3A3B1C+) |
1 |
18711 |
|
B(2A3B+1B1C+) |
1 |
18712 |
|
B(2A3B+1B1C) |
2 |
18714 |
|
B(2A2B+3B) |
4 |
18718 |
|
B(2A2B+2B1C+) |
11 |
18729 |
|
B(2A2B+1B2C+) |
4 |
18733 |
|
B(2A2B+1B1C+1C) |
5 |
18738 |
|
B(2A2B+2C+1C) |
1 |
18739 |
|
B(2A1B+4B) |
10 |
18749 |
|
B(2A1B+3B1C+) |
11 |
18760 |
|
B(2A1B+3B1C) |
1 |
18761 |
|
B(2A1B+2B2C+) |
2 |
18763 |
|
B(2A1B+2B1C+1E) |
1 |
18764 |
|
B(2A1B+1B3C+) |
1 |
18765 |
|
B(2A1B+4C+) |
1 |
18766 |
|
B(2A5B) |
6 |
18772 |
|
B(2A4B1C+) |
3 |
18775 |
|
B(2A3B2C+) |
3 |
18778 |
|
B(1A5B+1C+) |
4 |
18782 |
|
B(1A4B+2B) |
8 |
18790 |
|
B(1A4B+1B1C+) |
22 |
18812 |
|
B(1A4B+1B1C) |
5 |
18817 |
|
B(1A4B+1C+1C) |
2 |
18819 |
|
B(1A3B+3B) |
50 |
18869 |
|
B(1A3B+2B1C+) |
59 |
18928 |
|
B(1A3B+2B1C) |
8 |
18936 |
|
B(1A3B+2B1E) |
1 |
18937 |
|
B(1A3B+1B2C+) |
10 |
18947 |
|
B(1A3B+1B1C+1C) |
2 |
18949 |
|
B(1A3B+1B1C+1D) |
1 |
18950 |
|
B(1A2B+4B) |
127 |
19077 |
|
B(1A2B+3B1C+) |
85 |
19162 |
|
B(1A2B+3B1C) |
5 |
19167 |
|
B(1A2B+2B2C+) |
16 |
19183 |
|
B(1A2B+2B1C+1C) |
4 |
19187 |
|
B(1A2B+2B1C+1E) |
1 |
19188 |
|
B(1A2B+1B3C+) |
2 |
19190 |
|
B(1A2B+3C+1C) |
1 |
19191 |
|
B(1A1B+5B) |
114 |
19305 |
|
B(1A1B+4B1C+) |
65 |
19370 |
|
B(1A1B+4B1C) |
2 |
19372 |
|
B(1A1B+4B1D) |
1 |
19373 |
|
B(1A1B+3B2C+) |
27 |
19400 |
|
B(1A1B+3B1C+1C) |
3 |
19403 |
|
B(1A1B+2B3C+) |
4 |
19407 |
|
B(1A1B+2B2C+1C) |
3 |
19410 |
|
B(1A1B+2B1C+2C) |
2 |
19412 |
|
B(1A1B+1B4C+) |
1 |
19413 |
|
B(1A1B+1B2C+2C) |
1 |
19414 |
|
B(1A6B) |
37 |
19451 |
|
B(1A5B1C+) |
29 |
19480 |
|
B(1A5B1C) |
1 |
19481 |
|
B(1A4B2C+) |
14 |
19495 |
|
B(1A4B1C+1C) |
5 |
19500 |
|
B(1A4B1C+1D) |
1 |
19501 |
|
B(1A3B3C+) |
4 |
19505 |
|
B(1A3B2C+1C) |
3 |
19508 |
|
B(1A2B4C+) |
6 |
19514 |
|
B(6B+1B) |
2 |
19516 |
|
B(6B+1C+) |
8 |
19524 |
|
B(6B+1C) |
1 |
19525 |
|
B(6B+1D) |
1 |
19526 |
|
B(5B+2B) |
39 |
19565 |
|
B(5B+1B1C+) |
52 |
19617 |
|
B(5B+1B1C) |
7 |
19624 |
|
B(5B+1B1E) |
2 |
19626 |
|
B(5B+2C+) |
3 |
19629 |
|
B(4B+3B) |
351 |
19980 |
|
B(4B+2B1C+) |
168 |
20148 |
|
B(4B+2B1C) |
15 |
20163 |
|
B(4B+2B1E) |
1 |
20164 |
|
B(4B+1B2C+) |
24 |
20188 |
|
B(4B+1B1C+1C) |
1 |
20189 |
|
B(4B+3C+) |
5 |
20194 |
|
B(4B+2C+1C) |
1 |
20195 |
|
B(3B+4B) |
881 |
21076 |
|
B(3B+3B1C+) |
378 |
21454 |
|
B(3B+3B1C) |
26 |
21480 |
|
B(3B+3B1D) |
2 |
21482 |
|
B(3B+3B1E) |
2 |
21484 |
|
B(3B+2B2C+) |
77 |
21561 |
|
B(3B+2B1C+1C) |
11 |
21572 |
|
B(3B+1B3C+) |
15 |
21587 |
|
B(3B+1B2C+1C) |
4 |
21591 |
|
B(3B+3C+1C) |
2 |
21593 |
|
B(2B+5B) |
1224 |
22817 |
|
B(2B+4B1C+) |
672 |
23489 |
|
B(2B+4B1C) |
35 |
23524 |
|
B(2B+4B1E) |
2 |
23526 |
|
B(2B+3B2C+) |
252 |
23778 |
|
B(2B+3B1C+1C) |
41 |
23819 |
|
B(2B+3B1C+1D) |
2 |
23821 |
|
B(2B+2B3C+) |
79 |
23900 |
|
B(2B+2B2C+1C) |
14 |
23914 |
|
B(2B+1B4C+) |
20 |
23934 |
|
B(2B+1B3C+1C) |
6 |
23940 |
|
B(2B+5C+) |
4 |
23944 |
|
B(2B+4C+1C) |
1 |
23945 |
|
B(1B+6B) |
1188 |
25133 |
|
B(1B+5B1C+) |
1008 |
26141 |
|
B(1B+5B1C) |
43 |
26184 |
|
B(1B+5B1E) |
1 |
26185 |
|
B(1B+4B2C+) |
636 |
26821 |
|
B(1B+4B1C+1C) |
69 |
26890 |
|
B(1B+4B1C+1D) |
3 |
26893 |
|
B(1B+4B1C+1E) |
4 |
26897 |
|
B(1B+4B2C) |
1 |
26898 |
|
B(1B+3B3C+) |
362 |
27260 |
|
B(1B+3B2C+1C) |
67 |
27327 |
|
B(1B+3B2C+1D) |
2 |
27329 |
|
B(1B+3B1C+2C) |
2 |
27331 |
|
B(1B+2B4C+) |
143 |
27474 |
|
B(1B+2B3C+1C) |
19 |
27493 |
|
B(1B+2B3C+1D) |
1 |
27494 |
|
B(1B+2B2C+2C) |
1 |
27495 |
|
B(1B+1B5C+) |
33 |
27528 |
|
B(1B+1B4C+1C) |
4 |
27532 |
|
B(1B+6C+) |
2 |
27534 |
|
B(7B) |
693 |
28227 |
|
B(6B1C+) |
1032 |
29259 |
|
B(6B1C) |
58 |
29317 |
|
B(6B1D) |
4 |
29321 |
|
B(5B2C+) |
1162 |
30483 |
|
B(5B1C+1C) |
88 |
30571 |
|
B(5B1C+1D) |
1 |
30572 |
|
B(5B1C+1E) |
2 |
30574 |
|
B(5B2C) |
1 |
30575 |
|
B(4B3C+) |
878 |
31453 |
|
B(4B2C+1C) |
79 |
31532 |
|
B(4B2C+1E) |
1 |
31533 |
|
B(4B1C+2C) |
3 |
31536 |
|
B(3B4C+) |
355 |
31891 |
|
B(3B3C+1C) |
24 |
31915 |
|
B(3B2C+2C) |
1 |
31916 |
|
B(2B5C+) |
54 |
31970 |
|
B(2B4C+1C) |
3 |
31973 |
|
B(1B6C+) |
1 |
31974 |
|
C+(1A2B+2B2E) |
1 |
31975 |
|
C+(1A2B+1B1C+2E) |
1 |
31976 |
|
C+(1A1B+2B1C+2C) |
1 |
31977 |
|
C+(1A4B1C+1C) |
1 |
31978 |
|
C+(1A4B2E) |
1 |
31979 |
|
C+(1A3B2C+1C) |
1 |
31980 |
|
C+(1A2B4C+) |
1 |
31981 |
|
C+(1A2B3C+1C) |
2 |
31983 |
|
C+(1A1B5C+) |
2 |
31985 |
|
C+(1A1B3C+2C) |
1 |
31986 |
|
C+(1A5C+1C) |
1 |
31987 |
|
C+(1A4C+2C) |
1 |
31988 |
|
C+(1A2C+4C) |
1 |
31989 |
|
C+(3B+2C+2C) |
1 |
31990 |
|
C+(2B+3B2C+) |
1 |
31991 |
|
C+(2B+2B3C+) |
1 |
31992 |
|
C+(2B+2B2C+1C) |
2 |
31994 |
|
C+(2B+2B1C+2C) |
3 |
31997 |
|
C+(2B+2B2C1D) |
1 |
31998 |
|
C+(2B+1B4C+) |
5 |
32003 |
|
C+(2B+1B3C+1C) |
3 |
32006 |
|
C+(2B+1B2C+2C) |
2 |
32008 |
|
C+(2B+5C+) |
2 |
32010 |
|
C+(2B+4C+1C) |
1 |
32011 |
|
C+(2B+3C+2C) |
1 |
32012 |
|
C+(1B+5B1C) |
1 |
32013 |
|
C+(1B+4B2C+) |
5 |
32018 |
|
C+(1B+4B1C+1C) |
15 |
32033 |
|
C+(1B+4B1C+1E) |
2 |
32035 |
|
C+(1B+4B2C) |
1 |
32036 |
|
C+(1B+4B1C1D) |
1 |
32037 |
|
C+(1B+3B3C+) |
21 |
32058 |
|
C+(1B+3B2C+1C) |
27 |
32085 |
|
C+(1B+3B2C+1D) |
3 |
32088 |
|
C+(1B+3B1C+2C) |
7 |
32095 |
|
C+(1B+3B1C+1C1D) |
1 |
32096 |
|
C+(1B+2B4C+) |
57 |
32153 |
|
C+(1B+2B3C+1C) |
46 |
32199 |
|
C+(1B+2B3C+1D) |
4 |
32203 |
|
C+(1B+2B2C+2C) |
17 |
32220 |
|
C+(1B+2B2C+1C1D) |
3 |
32223 |
|
C+(1B+2B1C+3C) |
2 |
32225 |
|
C+(1B+2B4C) |
1 |
32226 |
|
C+(1B+1B5C+) |
46 |
32272 |
|
C+(1B+1B4C+1C) |
40 |
32312 |
|
C+(1B+1B4C+1D) |
2 |
32314 |
|
C+(1B+1B3C+2C) |
20 |
32334 |
|
C+(1B+1B3C+1C1D) |
1 |
32335 |
|
C+(1B+1B3C+1C1E) |
1 |
32336 |
|
C+(1B+1B2C+3C) |
7 |
32343 |
|
C+(1B+1B2C+2C1D) |
1 |
32344 |
|
C+(1B+1B1C+4C) |
2 |
32346 |
|
C+(1B+1B1C+3C1D) |
1 |
32347 |
|
C+(1B+6C+) |
28 |
32375 |
|
C+(1B+5C+1C) |
21 |
32396 |
|
C+(1B+4C+2C) |
20 |
32416 |
|
C+(1B+4C+1C1D) |
2 |
32418 |
|
C+(1B+3C+3C) |
7 |
32425 |
|
C+(1B+3C+2C1D) |
2 |
32427 |
|
C+(1B+2C+4C) |
3 |
32430 |
|
C+(6B1C+) |
6 |
32436 |
|
C+(6B1C) |
3 |
32439 |
|
C+(6B1E) |
1 |
32440 |
|
C+(5B2C+) |
68 |
32508 |
|
C+(5B1C+1C) |
55 |
32563 |
|
C+(5B1C+1D) |
5 |
32568 |
|
C+(5B1C+1E) |
2 |
32570 |
|
C+(5B2C) |
6 |
32576 |
|
C+(4B3C+) |
452 |
33028 |
|
C+(4B2C+1C) |
240 |
33268 |
|
C+(4B2C+1D) |
8 |
33276 |
|
C+(4B2C+1E) |
2 |
33278 |
|
C+(4B1C+2C) |
47 |
33325 |
|
C+(4B1C+1C1D) |
2 |
33327 |
|
C+(4B1C+1D1E) |
1 |
33328 |
|
C+(4B3C) |
2 |
33330 |
|
C+(4B2C1E) |
1 |
33331 |
|
C+(3B4C+) |
861 |
34192 |
|
C+(3B3C+1C) |
463 |
34655 |
|
C+(3B3C+1D) |
16 |
34671 |
|
C+(3B3C+1E) |
6 |
34677 |
|
C+(3B2C+2C) |
136 |
34813 |
|
C+(3B2C+1C1D) |
9 |
34822 |
|
C+(3B2C+1C1E) |
5 |
34827 |
|
C+(3B2C+2D) |
1 |
34828 |
|
C+(3B1C+3C) |
26 |
34854 |
|
C+(3B1C+2C1D) |
1 |
34855 |
|
C+(3B1C+1C2E) |
1 |
34856 |
|
C+(3B4C) |
2 |
34858 |
|
C+(2B5C+) |
1021 |
35879 |
|
C+(2B4C+1C) |
725 |
36604 |
|
C+(2B4C+1D) |
12 |
36616 |
|
C+(2B4C+1E) |
7 |
36623 |
|
C+(2B3C+2C) |
301 |
36924 |
|
C+(2B3C+1C1D) |
19 |
36943 |
|
C+(2B3C+1C1E) |
5 |
36948 |
|
C+(2B3C+2D) |
1 |
36949 |
|
C+(2B2C+3C) |
91 |
37040 |
|
C+(2B2C+2C1D) |
9 |
37049 |
|
C+(2B2C+2C1E) |
2 |
37051 |
|
C+(2B1C+4C) |
9 |
37060 |
|
C+(2B1C+3C1D) |
1 |
37061 |
|
C+(2B5C) |
1 |
37062 |
|
C+(1B6C+) |
829 |
37891 |
|
C+(1B5C+1C) |
919 |
38810 |
|
C+(1B5C+1D) |
27 |
38837 |
|
C+(1B5C+1E) |
7 |
38844 |
|
C+(1B4C+2C) |
698 |
39542 |
|
C+(1B4C+1C1D) |
35 |
39577 |
|
C+(1B4C+1C1E) |
7 |
39584 |
|
C+(1B4C+2D) |
2 |
39586 |
|
C+(1B3C+3C) |
383 |
39969 |
|
C+(1B3C+2C1D) |
18 |
39987 |
|
C+(1B3C+2C1E) |
4 |
39991 |
|
C+(1B2C+4C) |
130 |
40121 |
|
C+(1B2C+3C1D) |
6 |
40127 |
|
C+(1B1C+5C) |
15 |
40142 |
|
C+(1B1C+4C1D) |
1 |
40143 |
|
C+(1B6C) |
1 |
40144 |
|
C+(7C+) |
413 |
40557 |
|
C+(6C+1C) |
678 |
41235 |
|
C+(6C+1D) |
20 |
41255 |
|
C+(6C+1E) |
3 |
41258 |
|
C+(5C+2C) |
712 |
41970 |
|
C+(5C+1C1D) |
23 |
41993 |
|
C+(5C+1C1E) |
5 |
41998 |
|
C+(4C+3C) |
468 |
42466 |
|
C+(4C+2C1D) |
19 |
42485 |
|
C+(4C+2C1E) |
2 |
42487 |
|
C+(3C+4C) |
113 |
42600 |
|
C+(3C+3C1D) |
5 |
42605 |
|
C+(2C+5C) |
10 |
42615 |
|
C+(2C+4C1D) |
1 |
42616 |
|
C(1B+2B2C+1C1D) |
1 |
42617 |
|
C(1B+1B2C+1C1D1E) |
1 |
42618 |
|
C(1B+1B1C+4C) |
1 |
42619 |
|
C(1B+1B1C+2C2D) |
1 |
42620 |
|
C(1B+1B1C+1C3E) |
1 |
42621 |
|
C(1B+1B2C3D) |
1 |
42622 |
|
C(1B+4C+1C1D) |
1 |
42623 |
|
C(1B+3C+2C1D) |
2 |
42625 |
|
C(1B+2C+3C1D) |
1 |
42626 |
|
C(1B+2C+2C2D) |
1 |
42627 |
|
C(1B+2C+1D3E) |
1 |
42628 |
|
C(1B+1C+4C1D) |
1 |
42629 |
|
C(1B+1C+4C1E) |
1 |
42630 |
|
C(1B+5C1D) |
1 |
42631 |
|
C(1B+4C2E) |
1 |
42632 |
|
C(1B+2C2D2E) |
1 |
42633 |
|
C(3B2C+2E) |
1 |
42634 |
|
C(3B1C+3C) |
1 |
42635 |
|
C(3B1C+2C1D) |
1 |
42636 |
|
C(3B1C+2C1E) |
1 |
42637 |
|
C(3B1C+1C2D) |
1 |
42638 |
|
C(2B4C+1C) |
1 |
42639 |
|
C(2B3C+2C) |
6 |
42645 |
|
C(2B2C+3C) |
9 |
42654 |
|
C(2B2C+2C1D) |
5 |
42659 |
|
C(2B2C+2C1E) |
3 |
42662 |
|
C(2B2C+1C2D) |
1 |
42663 |
|
C(2B2C+1C1D1E) |
2 |
42665 |
|
C(2B2C+2D1E) |
1 |
42666 |
|
C(2B1C+4C) |
11 |
42677 |
|
C(2B1C+3C1D) |
2 |
42679 |
|
C(2B1C+3C1E) |
2 |
42681 |
|
C(2B1C+2C2D) |
1 |
42682 |
|
C(2B1C+2C1D1E) |
1 |
42683 |
|
C(2B1C+2C2E) |
1 |
42684 |
|
C(2B1C+1C1D2E) |
2 |
42686 |
|
C(2B1C+1C3E) |
1 |
42687 |
|
C(2B1C+4E) |
1 |
42688 |
|
C(2B5C) |
2 |
42690 |
|
C(2B4C1D) |
1 |
42691 |
|
C(1B5C+1C) |
9 |
42700 |
|
C(1B4C+2C) |
35 |
42735 |
|
C(1B4C+1C1D) |
9 |
42744 |
|
C(1B4C+1C1E) |
6 |
42750 |
|
C(1B4C+2D) |
1 |
42751 |
|
C(1B4C+2E) |
1 |
42752 |
|
C(1B3C+3C) |
98 |
42850 |
|
C(1B3C+2C1D) |
22 |
42872 |
|
C(1B3C+2C1E) |
12 |
42884 |
|
C(1B3C+1C2D) |
6 |
42890 |
|
C(1B3C+1C1D1E) |
1 |
42891 |
|
C(1B3C+1C2E) |
2 |
42893 |
|
C(1B3C+3D) |
1 |
42894 |
|
C(1B3C+3E) |
2 |
42896 |
|
C(1B2C+4C) |
125 |
43021 |
|
C(1B2C+3C1D) |
42 |
43063 |
|
C(1B2C+3C1E) |
18 |
43081 |
|
C(1B2C+2C2D) |
5 |
43086 |
|
C(1B2C+2C1D1E) |
3 |
43089 |
|
C(1B2C+2C2E) |
5 |
43094 |
|
C(1B2C+1C1D2E) |
2 |
43096 |
|
C(1B2C+1C3E) |
1 |
43097 |
|
C(1B1C+5C) |
100 |
43197 |
|
C(1B1C+4C1D) |
29 |
43226 |
|
C(1B1C+4C1E) |
8 |
43234 |
|
C(1B1C+3C2D) |
10 |
43244 |
|
C(1B1C+3C1D1E) |
4 |
43248 |
|
C(1B1C+3C2E) |
6 |
43254 |
|
C(1B1C+2C3D) |
2 |
43256 |
|
C(1B1C+2C2D1E) |
1 |
43257 |
|
C(1B1C+2C1D2E) |
1 |
43258 |
|
C(1B1C+2C3E) |
2 |
43260 |
|
C(1B1C+1C4D) |
1 |
43261 |
|
C(1B1C+1C4E) |
1 |
43262 |
|
C(1B6C) |
58 |
43320 |
|
C(1B5C1D) |
25 |
43345 |
|
C(1B5C1E) |
4 |
43349 |
|
C(1B4C2D) |
12 |
43361 |
|
C(1B4C1D1E) |
7 |
43368 |
|
C(1B4C2E) |
2 |
43370 |
|
C(1B3C3D) |
5 |
43375 |
|
C(1B3C2D1E) |
1 |
43376 |
|
C(1B3C1D2E) |
1 |
43377 |
|
C(1B2C2D2E) |
1 |
43378 |
|
C(1B1C5D) |
1 |
43379 |
|
C(6C+1C) |
19 |
43398 |
|
C(6C+1D) |
4 |
43402 |
|
C(6C+1E) |
1 |
43403 |
|
C(5C+2C) |
153 |
43556 |
|
C(5C+1C1D) |
15 |
43571 |
|
C(5C+1C1E) |
8 |
43579 |
|
C(5C+2D) |
1 |
43580 |
|
C(4C+3C) |
513 |
44093 |
|
C(4C+2C1D) |
98 |
44191 |
|
C(4C+2C1E) |
23 |
44214 |
|
C(4C+1C2D) |
4 |
44218 |
|
C(4C+1C1D1E) |
3 |
44221 |
|
C(4C+1C2E) |
3 |
44224 |
|
C(4C+3D) |
1 |
44225 |
|
C(3C+4C) |
918 |
45143 |
|
C(3C+3C1D) |
177 |
45320 |
|
C(3C+3C1E) |
48 |
45368 |
|
C(3C+2C2D) |
21 |
45389 |
|
C(3C+2C1D1E) |
11 |
45400 |
|
C(3C+2C2E) |
6 |
45406 |
|
C(3C+1C3D) |
2 |
45408 |
|
C(3C+1C1D2E) |
1 |
45409 |
|
C(3C+1C3E) |
1 |
45410 |
|
C(2C+5C) |
958 |
46368 |
|
C(2C+4C1D) |
304 |
46672 |
|
C(2C+4C1E) |
62 |
46734 |
|
C(2C+3C2D) |
53 |
46787 |
|
C(2C+3C1D1E) |
21 |
46808 |
|
C(2C+3C2E) |
13 |
46821 |
|
C(2C+2C3D) |
9 |
46830 |
|
C(2C+2C2D1E) |
10 |
46840 |
|
C(2C+2C1D2E) |
1 |
46841 |
|
C(2C+2C3E) |
2 |
46843 |
|
C(2C+1C4D) |
3 |
46846 |
|
C(2C+1C3D1E) |
3 |
46849 |
|
C(2C+1C1D3E) |
1 |
46850 |
|
C(2C+1C4E) |
1 |
46851 |
|
C(2C+5E) |
1 |
46852 |
|
C(1C+6C) |
954 |
47806 |
|
C(1C+5C1D) |
455 |
48261 |
|
C(1C+5C1E) |
77 |
48338 |
|
C(1C+4C2D) |
180 |
48518 |
|
C(1C+4C1D1E) |
59 |
48577 |
|
C(1C+4C2E) |
13 |
48590 |
|
C(1C+3C3D) |
56 |
48646 |
|
C(1C+3C2D1E) |
19 |
48665 |
|
C(1C+3C1D2E) |
8 |
48673 |
|
C(1C+3C3E) |
3 |
48676 |
|
C(1C+2C4D) |
16 |
48692 |
|
C(1C+2C3D1E) |
5 |
48697 |
|
C(1C+2C2D2E) |
2 |
48699 |
|
C(1C+2C1D3E) |
1 |
48700 |
|
C(1C+1C5D) |
2 |
48702 |
|
C(1C+1C4D1E) |
1 |
48703 |
|
C(1C+1C3D2E) |
1 |
48704 |
|
C(7C) |
589 |
49293 |
|
C(6C1D) |
586 |
49879 |
|
C(6C1E) |
70 |
49949 |
|
C(5C2D) |
328 |
50277 |
|
C(5C1D1E) |
79 |
50356 |
|
C(5C2E) |
11 |
50367 |
|
C(4C3D) |
126 |
50493 |
|
C(4C2D1E) |
46 |
50539 |
|
C(4C1D2E) |
19 |
50558 |
|
C(4C3E) |
3 |
50561 |
|
C(3C4D) |
34 |
50595 |
|
C(3C3D1E) |
12 |
50607 |
|
C(3C2D2E) |
3 |
50610 |
|
C(2C5D) |
6 |
50616 |
|
C(2C4D1E) |
1 |
50617 |
|
D(1B1C+2C2D1E) |
1 |
50618 |
|
D(1B1C+2C3E) |
1 |
50619 |
|
D(1B1C+1C4D) |
1 |
50620 |
|
D(1B1C+1C2D2E) |
1 |
50621 |
|
D(1B1C+1C4E) |
2 |
50623 |
|
D(1B4C1D1E) |
4 |
50627 |
|
D(1B3C3D) |
1 |
50628 |
|
D(1B3C2D1E) |
1 |
50629 |
|
D(1B3C1D2E) |
3 |
50632 |
|
D(1B2C4D) |
2 |
50634 |
|
D(1B2C3D1E) |
1 |
50635 |
|
D(1B2C2D2E) |
1 |
50636 |
|
D(1B2C4E) |
1 |
50637 |
|
D(1B1C3D2E) |
2 |
50639 |
|
D(1B1C2D3E) |
1 |
50640 |
|
D(1B1C1D4E) |
2 |
50642 |
|
D(1B1C5E) |
2 |
50644 |
|
D(3C+2C2E) |
1 |
50645 |
|
D(3C+1C1D2E) |
1 |
50646 |
|
D(3C+4E) |
1 |
50647 |
|
D(2C+4C1D) |
1 |
50648 |
|
D(2C+3C2D) |
2 |
50650 |
|
D(2C+3C1D1E) |
5 |
50655 |
|
D(2C+2C3D) |
2 |
50657 |
|
D(2C+2C2D1E) |
2 |
50659 |
|
D(2C+2C1D2E) |
2 |
50661 |
|
D(2C+2C3E) |
1 |
50662 |
|
D(2C+1C2D2E) |
4 |
50666 |
|
D(2C+1C1D3E) |
1 |
50667 |
|
D(2C+1C4E) |
5 |
50672 |
|
D(2C+1D4E) |
2 |
50674 |
|
D(2C+5E) |
2 |
50676 |
|
D(1C+6C) |
2 |
50678 |
|
D(1C+5C1D) |
7 |
50685 |
|
D(1C+5C1E) |
7 |
50692 |
|
D(1C+4C2D) |
13 |
50705 |
|
D(1C+4C1D1E) |
10 |
50715 |
|
D(1C+4C2E) |
12 |
50727 |
|
D(1C+3C3D) |
16 |
50743 |
|
D(1C+3C2D1E) |
27 |
50770 |
|
D(1C+3C1D2E) |
15 |
50785 |
|
D(1C+3C3E) |
13 |
50798 |
|
D(1C+2C4D) |
13 |
50811 |
|
D(1C+2C3D1E) |
15 |
50826 |
|
D(1C+2C2D2E) |
19 |
50845 |
|
D(1C+2C1D3E) |
17 |
50862 |
|
D(1C+2C4E) |
12 |
50874 |
|
D(1C+1C5D) |
9 |
50883 |
|
D(1C+1C4D1E) |
7 |
50890 |
|
D(1C+1C3D2E) |
12 |
50902 |
|
D(1C+1C2D3E) |
3 |
50905 |
|
D(1C+1C1D4E) |
7 |
50912 |
|
D(1C+1C5E) |
3 |
50915 |
|
D(1C+5D1E) |
2 |
50917 |
|
D(1C+4D2E) |
2 |
50919 |
|
D(1C+2D4E) |
1 |
50920 |
|
D(1C+1D5E) |
1 |
50921 |
|
D(7C) |
6 |
50927 |
|
D(6C1D) |
36 |
50963 |
|
D(6C1E) |
16 |
50979 |
|
D(5C2D) |
84 |
51063 |
|
D(5C1D1E) |
53 |
51116 |
|
D(5C2E) |
25 |
51141 |
|
D(4C3D) |
145 |
51286 |
|
D(4C2D1E) |
113 |
51399 |
|
D(4C1D2E) |
50 |
51449 |
|
D(4C3E) |
16 |
51465 |
|
D(3C4D) |
130 |
51595 |
|
D(3C3D1E) |
139 |
51734 |
|
D(3C2D2E) |
76 |
51810 |
|
D(3C1D3E) |
22 |
51832 |
|
D(3C4E) |
15 |
51847 |
|
D(2C5D) |
67 |
51914 |
|
D(2C4D1E) |
101 |
52015 |
|
D(2C3D2E) |
49 |
52064 |
|
D(2C2D3E) |
24 |
52088 |
|
D(2C1D4E) |
6 |
52094 |
|
D(2C5E) |
4 |
52098 |
|
D(1C6D) |
13 |
52111 |
|
D(1C5D1E) |
51 |
52162 |
|
D(1C4D2E) |
16 |
52178 |
|
D(1C3D3E) |
12 |
52190 |
|
D(1C2D4E) |
1 |
52191 |
|
D(7D) |
5 |
52196 |
|
D(6D1E) |
5 |
52201 |
|
D(5D2E) |
4 |
52205 |
|
D(4D3E) |
1 |
52206 |
|
E(1B+2C4E) |
1 |
52207 |
|
E(1B1C+2C3E) |
1 |
52208 |
|
E(1B1C+1C4E) |
1 |
52209 |
|
E(1B2C1D3E) |
1 |
52210 |
|
E(1B1C5E) |
5 |
52215 |
|
E(1B1D5E) |
2 |
52217 |
|
E(1B6E) |
1 |
52218 |
|
E(2C+1C4E) |
1 |
52219 |
|
E(2C+5E) |
5 |
52224 |
|
E(1C+4C2E) |
1 |
52225 |
|
E(1C+3C2D1E) |
1 |
52226 |
|
E(1C+3C1D2E) |
2 |
52228 |
|
E(1C+2C2D2E) |
4 |
52232 |
|
E(1C+2C1D3E) |
6 |
52238 |
|
E(1C+2C4E) |
8 |
52246 |
|
E(1C+1C3D2E) |
1 |
52247 |
|
E(1C+1C2D3E) |
4 |
52251 |
|
E(1C+1C1D4E) |
11 |
52262 |
|
E(1C+1C5E) |
19 |
52281 |
|
E(1C+5D1E) |
1 |
52282 |
|
E(1C+3D3E) |
4 |
52286 |
|
E(1C+2D4E) |
4 |
52290 |
|
E(1C+1D5E) |
8 |
52298 |
|
E(1C+6E) |
5 |
52303 |
|
E(5C2D) |
1 |
52304 |
|
E(5C1D1E) |
1 |
52305 |
|
E(5C2E) |
1 |
52306 |
|
E(4C3D) |
5 |
52311 |
|
E(4C2D1E) |
1 |
52312 |
|
E(4C1D2E) |
11 |
52323 |
|
E(4C3E) |
6 |
52329 |
|
E(3C4D) |
8 |
52337 |
|
E(3C3D1E) |
16 |
52353 |
|
E(3C2D2E) |
28 |
52381 |
|
E(3C1D3E) |
23 |
52404 |
|
E(3C4E) |
25 |
52429 |
|
E(2C5D) |
6 |
52435 |
|
E(2C4D1E) |
21 |
52456 |
|
E(2C3D2E) |
33 |
52489 |
|
E(2C2D3E) |
51 |
52540 |
|
E(2C1D4E) |
52 |
52592 |
|
E(2C5E) |
42 |
52634 |
|
E(1C6D) |
5 |
52639 |
|
E(1C5D1E) |
13 |
52652 |
|
E(1C4D2E) |
35 |
52687 |
|
E(1C3D3E) |
50 |
52737 |
|
E(1C2D4E) |
65 |
52802 |
|
E(1C1D5E) |
107 |
52909 |
|
E(1C6E) |
71 |
52980 |
|
E(6D1E) |
2 |
52982 |
|
E(5D2E) |
12 |
52994 |
|
E(4D3E) |
20 |
53014 |
|
E(3D4E) |
28 |
53042 |
|
E(2D5E) |
72 |
53114 |
|
E(1D6E) |
106 |
53220 |
|
E(7E) |
50 |
53270 |
來源：欽州市教育局
- 2023年南寧市中考一分一檔表2023-07-09
- 玉林市2023年普通高中招生計(jì)劃！2023-07-06
- 中考報(bào)名丨欽州市2023年初中學(xué)業(yè)水平考試報(bào)名公告2023-03-11
- 關(guān)于公布2023年欽州市初中學(xué)業(yè)水平考試成績的公告2023-07-11
- 2023年南寧市市區(qū)高中階段學(xué)校招生公告（第3號(hào)）2023-07-18
- 2021年南寧市市區(qū)高中階段學(xué)校招生公告 （第3號(hào)）2021-08-10
- 2021年南寧市市區(qū)高中階段學(xué)校招生公告 （第2號(hào)）2021-08-10
- 南寧市中考成績發(fā)布！?2871人獲得總成績A+2023-07-08
