2020年许昌中招成绩排名查询,中考成绩总排名查询系统网站
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| 2017年南宁中考成绩排名及中考各学校成绩排名榜单成绩 | 人数 | 累计人数 |
| a+(6a+) | 94 | 94 |
| a+(5a+1a) | 186 | 280 |
| a+(5a+1b+) | 7 | 287 |
| a+(4a+2a) | 299 | 586 |
| a+(4a+1a1b+) | 23 | 609 |
| a+(3a+3a) | 337 | 946 |
| a+(3a+2a1b+) | 81 | 1027 |
| a+(3a+1a2b+) | 8 | 1035 |
| a+(3a+3b+) | 1 | 1036 |
| a+(2a+4a) | 289 | 1325 |
| a+(2a+3a1b+) | 96 | 1421 |
| a+(2a+3a1b) | 2 | 1423 |
| a+(2a+2a2b+) | 10 | 1433 |
| a+(2a+1a3b+) | 1 | 1434 |
| a+(1a+5a) | 192 | 1626 |
| a+(1a+4a1b+) | 58 | 1684 |
| a+(1a+4a1b) | 1 | 1685 |
| a+(1a+3a2b+) | 1 | 1686 |
| a+(6a) | 39 | 1725 |
| a+(5a1b+) | 7 | 1732 |
| a(4a+2a) | 2 | 1734 |
| a(4a+2b+) | 1 | 1735 |
| a(3a+3a) | 14 | 1749 |
| a(3a+2a1b+) | 20 | 1769 |
| a(3a+2a1b) | 2 | 1771 |
| a(3a+1a2b+) | 5 | 1776 |
| a(3a+1a1b+1b) | 5 | 1781 |
| a(3a+3b+) | 2 | 1783 |
| a(3a+2b+1b) | 2 | 1785 |
| a(2a+4a) | 64 | 1849 |
| a(2a+3a1b+) | 146 | 1995 |
| a(2a+3a1b) | 8 | 2003 |
| a(2a+2a2b+) | 113 | 2116 |
| a(2a+2a1b+1b) | 13 | 2129 |
| a(2a+2a1b+1c+) | 1 | 2130 |
| a(2a+1a3b+) | 23 | 2153 |
| a(2a+1a2b+1b) | 4 | 2157 |
| a(2a+1a1b+2b) | 1 | 2158 |
| a(2a+4b+) | 2 | 2160 |
| a(1a+5a) | 137 | 2297 |
| a(1a+4a1b+) | 330 | 2627 |
| a(1a+4a1b) | 15 | 2642 |
| a(1a+3a2b+) | 318 | 2960 |
| a(1a+3a1b+1b) | 26 | 2986 |
| a(1a+2a3b+) | 144 | 3130 |
| a(1a+2a2b+1b) | 18 | 3148 |
| a(1a+2a1b+2b) | 1 | 3149 |
| a(1a+1a4b+) | 31 | 3180 |
| a(1a+1a3b+1b) | 4 | 3184 |
| a(1a+5b+) | 2 | 3186 |
| a(6a) | 146 | 3332 |
| a(5a1b+) | 338 | 3670 |
| a(5a1b) | 20 | 3690 |
| a(4a2b+) | 421 | 4111 |
| a(4a1b+1b) | 43 | 4154 |
| a(4a1b+1c+) | 1 | 4155 |
| a(3a3b+) | 277 | 4432 |
| a(3a2b+1b) | 18 | 4450 |
| a(2a4b+) | 75 | 4525 |
| a(2a3b+1b) | 2 | 4527 |
| a(1a5b+) | 7 | 4534 |
| b+(4a+2a) | 1 | 4535 |
| b+(3a+1a1b+1b) | 1 | 4536 |
| b+(3a+2b+1c+) | 1 | 4537 |
| b+(2a+4a) | 1 | 4538 |
| b+(2a+3a1b) | 2 | 4540 |
| b+(2a+2a2b+) | 4 | 4544 |
| b+(2a+2a1b+1b) | 1 | 4545 |
| b+(2a+1a3b+) | 7 | 4552 |
| b+(2a+1a2b+1b) | 3 | 4555 |
| b+(2a+1a2b+1c+) | 2 | 4557 |
| b+(2a+1a1b+2b) | 3 | 4560 |
| b+(2a+1a3b) | 1 | 4561 |
| b+(2a+4b+) | 3 | 4564 |
| b+(2a+3b+1b) | 4 | 4568 |
| b+(2a+3b+1c+) | 1 | 4569 |
| b+(2a+2b+2b) | 2 | 4571 |
| b+(2a+1b+3b) | 1 | 4572 |
| b+(1a+4a1b+) | 6 | 4578 |
| b+(1a+4a1b) | 6 | 4584 |
| b+(1a+3a2b+) | 17 | 4601 |
| b+(1a+3a1b+1b) | 10 | 4611 |
| b+(1a+3a2b) | 5 | 4616 |
| b+(1a+2a3b+) | 51 | 4667 |
| b+(1a+2a2b+1b) | 54 | 4721 |
| b+(1a+2a2b+1c) | 1 | 4722 |
| b+(1a+2a1b+2b) | 15 | 4737 |
| b+(1a+2a1b+1b1c+) | 5 | 4742 |
| b+(1a+2a3b) | 3 | 4745 |
| b+(1a+2a2b1c+) | 2 | 4747 |
| b+(1a+1a4b+) | 61 | 4808 |
| b+(1a+1a3b+1b) | 59 | 4867 |
| b+(1a+1a3b+1c+) | 1 | 4868 |
| b+(1a+1a3b+1c) | 1 | 4869 |
| b+(1a+1a2b+2b) | 36 | 4905 |
| b+(1a+1a2b+1b1c+) | 3 | 4908 |
| b+(1a+1a1b+3b) | 8 | 4916 |
| b+(1a+1a1b+2b1c+) | 3 | 4919 |
| b+(1a+1a1b+1b2c+) | 1 | 4920 |
| b+(1a+1a4b) | 3 | 4923 |
| b+(1a+5b+) | 28 | 4951 |
| b+(1a+4b+1b) | 24 | 4975 |
| b+(1a+3b+2b) | 16 | 4991 |
| b+(1a+3b+1b1c+) | 1 | 4992 |
| b+(1a+2b+3b) | 19 | 5011 |
| b+(1a+2b+2b1c+) | 2 | 5013 |
| b+(1a+1b+4b) | 2 | 5015 |
| b+(1a+1b+3b1c+) | 1 | 5016 |
| b+(1a+1b+2b2c+) | 1 | 5017 |
| b+(1a+5b) | 1 | 5018 |
| b+(6a) | 1 | 5019 |
| b+(5a1b+) | 10 | 5029 |
| b+(5a1b) | 14 | 5043 |
| b+(5a1c+) | 1 | 5044 |
| b+(4a2b+) | 73 | 5117 |
| b+(4a1b+1b) | 73 | 5190 |
| b+(4a1b+1c+) | 3 | 5193 |
| b+(4a2b) | 9 | 5202 |
| b+(4a1b1c+) | 1 | 5203 |
| b+(3a3b+) | 268 | 5471 |
| b+(3a2b+1b) | 226 | 5697 |
| b+(3a2b+1c+) | 11 | 5708 |
| b+(3a1b+2b) | 75 | 5783 |
| b+(3a1b+1b1c+) | 14 | 5797 |
| b+(3a3b) | 14 | 5811 |
| b+(3a2b1c+) | 3 | 5814 |
| b+(2a4b+) | 450 | 6264 |
| b+(2a3b+1b) | 432 | 6696 |
| b+(2a3b+1c+) | 21 | 6717 |
| b+(2a3b+1c) | 2 | 6719 |
| b+(2a2b+2b) | 254 | 6973 |
| b+(2a2b+1b1c+) | 28 | 7001 |
| b+(2a2b+1b1c) | 1 | 7002 |
| b+(2a2b+2c+) | 1 | 7003 |
| b+(2a1b+3b) | 109 | 7112 |
| b+(2a1b+2b1c+) | 34 | 7146 |
| b+(2a1b+1b2c+) | 4 | 7150 |
| b+(2a4b) | 29 | 7179 |
| b+(2a3b1c+) | 2 | 7181 |
| b+(1a5b+) | 325 | 7506 |
| b+(1a4b+1b) | 539 | 8045 |
| b+(1a4b+1c+) | 12 | 8057 |
| b+(1a4b+1c) | 2 | 8059 |
| b+(1a3b+2b) | 457 | 8516 |
| b+(1a3b+1b1c+) | 44 | 8560 |
| b+(1a3b+2c+) | 4 | 8564 |
| b+(1a2b+3b) | 338 | 8902 |
| b+(1a2b+2b1c+) | 50 | 8952 |
| b+(1a2b+2b1c) | 1 | 8953 |
| b+(1a2b+1b2c+) | 6 | 8959 |
| b+(1a1b+4b) | 132 | 9091 |
| b+(1a1b+3b1c+) | 20 | 9111 |
| b+(1a5b) | 19 | 9130 |
| b+(1a4b1c+) | 3 | 9133 |
| b+(6b+) | 142 | 9275 |
| b+(5b+1b) | 329 | 9604 |
| b+(5b+1c+) | 14 | 9618 |
| b+(4b+2b) | 495 | 10113 |
| b+(4b+1b1c+) | 42 | 10155 |
| b+(4b+2c+) | 1 | 10156 |
| b+(3b+3b) | 509 | 10665 |
| b+(3b+2b1c+) | 62 | 10727 |
| b+(3b+1b2c+) | 3 | 10730 |
| b+(2b+4b) | 312 | 11042 |
| b+(2b+3b1c+) | 33 | 11075 |
| b+(2b+2b2c+) | 2 | 11077 |
| b+(1b+5b) | 100 | 11177 |
| b+(1b+4b1c+) | 7 | 11184 |
| b+(6b) | 6 | 11190 |
| b(1a+1a2b+2c+) | 1 | 11191 |
| b(1a+1a1b+1b2c+) | 1 | 11192 |
| b(1a+1a1b3c+) | 1 | 11193 |
| b(1a+2b+3b) | 2 | 11195 |
| b(1a+2b+1b2c+) | 1 | 11196 |
| b(1a+2b+3c+) | 1 | 11197 |
| b(1a+1b+4b) | 2 | 11199 |
| b(1a+1b+2b2c+) | 4 | 11203 |
| b(1a+1b+1b3c+) | 2 | 11205 |
| b(1a+1b+1b1c+2c) | 1 | 11206 |
| b(1a+4b1c+) | 1 | 11207 |
| b(1a+1b3c+1c) | 1 | 11208 |
| b(3a1b+1b1c+) | 1 | 11209 |
| b(3a2b1c+) | 1 | 11210 |
| b(3a1b2c+) | 1 | 11211 |
| b(2a2b+1b1c+) | 1 | 11212 |
| b(2a2b+1c+1d) | 1 | 11213 |
| b(2a1b+3b) | 6 | 11219 |
| b(2a1b+2b1c+) | 9 | 11228 |
| b(2a1b+2b1c) | 2 | 11230 |
| b(2a1b+1b2c+) | 5 | 11235 |
| b(2a1b+1b1c+1c) | 2 | 11237 |
| b(2a1b+3c+) | 1 | 11238 |
| b(2a4b) | 5 | 11243 |
| b(2a3b1c+) | 5 | 11248 |
| b(2a3b1d) | 1 | 11249 |
| b(2a2b2c+) | 1 | 11250 |
| b(2a2b2c) | 1 | 11251 |
| b(1a4b+1c+) | 2 | 11253 |
| b(1a4b+1c) | 2 | 11255 |
| b(1a3b+2b) | 8 | 11263 |
| b(1a3b+1b1c+) | 20 | 11283 |
| b(1a3b+1b1c) | 3 | 11286 |
| b(1a3b+2c+) | 3 | 11289 |
| b(1a3b+1c+1c) | 1 | 11290 |
| b(1a2b+3b) | 33 | 11323 |
| b(1a2b+2b1c+) | 39 | 11362 |
| b(1a2b+2b1c) | 6 | 11368 |
| b(1a2b+2b1d) | 3 | 11371 |
| b(1a2b+1b2c+) | 27 | 11398 |
| b(1a2b+1b1c+1c) | 7 | 11405 |
| b(1a2b+1b1c+1d) | 1 | 11406 |
| b(1a2b+1b1c1d) | 1 | 11407 |
| b(1a2b+3c+) | 5 | 11412 |
| b(1a2b+2c+1c) | 1 | 11413 |
| b(1a1b+4b) | 70 | 11483 |
| b(1a1b+3b1c+) | 60 | 11543 |
| b(1a1b+3b1c) | 1 | 11544 |
| b(1a1b+3b1d) | 1 | 11545 |
| b(1a1b+2b2c+) | 46 | 11591 |
| b(1a1b+2b1c+1c) | 11 | 11602 |
| b(1a1b+2b1c+1d) | 1 | 11603 |
| b(1a1b+2b2c) | 1 | 11604 |
| b(1a1b+1b3c+) | 12 | 11616 |
| b(1a1b+1b2c+1c) | 4 | 11620 |
| b(1a1b+1b1c+2c) | 1 | 11621 |
| b(1a1b+1b1c+1c1d) | 1 | 11622 |
| b(1a1b+4c+) | 1 | 11623 |
| b(1a1b+3c+1c) | 1 | 11624 |
| b(1a5b) | 46 | 11670 |
| b(1a4b1c+) | 51 | 11721 |
| b(1a3b2c+) | 39 | 11760 |
| b(1a3b1c+1c) | 3 | 11763 |
| b(1a3b2c) | 1 | 11764 |
| b(1a2b3c+) | 23 | 11787 |
| b(1a2b2c+1c) | 2 | 11789 |
| b(1a2b2c+1e) | 1 | 11790 |
| b(1a1b4c+) | 9 | 11799 |
| b(1a1b3c+1c) | 2 | 11801 |
| b(1a1b3c+1d) | 1 | 11802 |
| b(1a5c+) | 2 | 11804 |
| b(1a4c+1c) | 1 | 11805 |
| b(5b+1c+) | 6 | 11811 |
| b(4b+2b) | 12 | 11823 |
| b(4b+1b1c+) | 34 | 11857 |
| b(4b+1b1c) | 3 | 11860 |
| b(4b+1b1d) | 3 | 11863 |
| b(4b+2c+) | 4 | 11867 |
| b(3b+3b) | 129 | 11996 |
| b(3b+2b1c+) | 128 | 12124 |
| b(3b+2b1c) | 11 | 12135 |
| b(3b+2b1e) | 1 | 12136 |
| b(3b+1b2c+) | 50 | 12186 |
| b(3b+1b1c+1c) | 10 | 12196 |
| b(3b+1b2c) | 1 | 12197 |
| b(3b+3c+) | 10 | 12207 |
| b(3b+2c+1c) | 1 | 12208 |
| b(3b+1c+2c) | 1 | 12209 |
| b(2b+4b) | 374 | 12583 |
| b(2b+3b1c+) | 371 | 12954 |
| b(2b+3b1c) | 22 | 12976 |
| b(2b+3b1d) | 6 | 12982 |
| b(2b+2b2c+) | 183 | 13165 |
| b(2b+2b1c+1c) | 24 | 13189 |
| b(2b+2b1c+1d) | 2 | 13191 |
| b(2b+2b1c+1e) | 1 | 13192 |
| b(2b+1b3c+) | 68 | 13260 |
| b(2b+1b2c+1c) | 9 | 13269 |
| b(2b+1b2c+1d) | 1 | 13270 |
| b(2b+1b2c+1e) | 1 | 13271 |
| b(2b+1b1c+2c) | 5 | 13276 |
| b(2b+1b1c+1c1d) | 1 | 13277 |
| b(2b+1b2c1e) | 1 | 13278 |
| b(2b+4c+) | 8 | 13286 |
| b(2b+3c+1c) | 6 | 13292 |
| b(2b+2c+1c1d) | 1 | 13293 |
| b(1b+5b) | 484 | 13777 |
| b(1b+4b1c+) | 601 | 14378 |
| b(1b+4b1c) | 29 | 14407 |
| b(1b+4b1d) | 6 | 14413 |
| b(1b+3b2c+) | 466 | 14879 |
| b(1b+3b1c+1c) | 70 | 14949 |
| b(1b+3b1c+1d) | 3 | 14952 |
| b(1b+3b1c+1e) | 3 | 14955 |
| b(1b+3b2c) | 4 | 14959 |
| b(1b+3b1c1d) | 1 | 14960 |
| b(1b+2b3c+) | 285 | 15245 |
| b(1b+2b2c+1c) | 58 | 15303 |
| b(1b+2b2c+1d) | 6 | 15309 |
| b(1b+2b2c+1e) | 1 | 15310 |
| b(1b+2b1c+2c) | 4 | 15314 |
| b(1b+2b1c+1c1d) | 3 | 15317 |
| b(1b+2b3c) | 1 | 15318 |
| b(1b+1b4c+) | 115 | 15433 |
| b(1b+1b3c+1c) | 37 | 15470 |
| b(1b+1b3c+1d) | 1 | 15471 |
| b(1b+1b2c+2c) | 1 | 15472 |
| b(1b+1b2c+1c1d) | 1 | 15473 |
| b(1b+5c+) | 19 | 15492 |
| b(1b+4c+1c) | 3 | 15495 |
| b(1b+3c+2c) | 1 | 15496 |
| b(6b) | 255 | 15751 |
| b(5b1c+) | 556 | 16307 |
| b(5b1c) | 34 | 16341 |
| b(5b1d) | 3 | 16344 |
| b(5b1e) | 1 | 16345 |
| b(4b2c+) | 745 | 17090 |
| b(4b1c+1c) | 90 | 17180 |
| b(4b1c+1d) | 6 | 17186 |
| b(4b1c+1e) | 3 | 17189 |
| b(4b2c) | 5 | 17194 |
| b(3b3c+) | 662 | 17856 |
| b(3b2c+1c) | 134 | 17990 |
| b(3b2c+1d) | 13 | 18003 |
| b(3b2c+1e) | 2 | 18005 |
| b(3b1c+2c) | 9 | 18014 |
| b(2b4c+) | 366 | 18380 |
| b(2b3c+1c) | 55 | 18435 |
| b(2b3c+1d) | 5 | 18440 |
| b(2b2c+2c) | 4 | 18444 |
| b(1b5c+) | 69 | 18513 |
| b(1b4c+1c) | 7 | 18520 |
| b(1b3c+2c) | 1 | 18521 |
| b(6c+) | 1 | 18522 |
| c+(1a1b+2c+2d) | 1 | 18523 |
| c+(1a2b3c+) | 1 | 18524 |
| c+(1a2b2c+1d) | 1 | 18525 |
| c+(1a2b1c+2c) | 2 | 18527 |
| c+(1a1b4c+) | 2 | 18529 |
| c+(1a1b3c+1c) | 1 | 18530 |
| c+(1a1b2c+2c) | 2 | 18532 |
| c+(1a5c+) | 1 | 18533 |
| c+(1a3c+2c) | 2 | 18535 |
| c+(1a3c+1c1d) | 1 | 18536 |
| c+(1a3c+2d) | 1 | 18537 |
| c+(1a2c+3c) | 1 | 18538 |
| c+(1a2c+1c1d1e) | 1 | 18539 |
| c+(3b+1c+1c1d) | 1 | 18540 |
| c+(2b+2b2c) | 1 | 18541 |
| c+(2b+2b1c1e) | 1 | 18542 |
| c+(2b+1b3c+) | 1 | 18543 |
| c+(2b+1b2c+1c) | 2 | 18545 |
| c+(2b+1b1c+2c) | 2 | 18547 |
| c+(2b+1b3c) | 1 | 18548 |
| c+(2b+1b2c1d) | 1 | 18549 |
| c+(2b+3c+1c) | 1 | 18550 |
| c+(2b+3c+1d) | 1 | 18551 |
| c+(2b+2c+2c) | 2 | 18553 |
| c+(2b+2c+1c1d) | 1 | 18554 |
| c+(1b+3b2c+) | 1 | 18555 |
| c+(1b+3b1c+1c) | 1 | 18556 |
| c+(1b+3b1c+1d) | 1 | 18557 |
| c+(1b+3b2c) | 1 | 18558 |
| c+(1b+2b3c+) | 12 | 18570 |
| c+(1b+2b2c+1c) | 20 | 18590 |
| c+(1b+2b2c+1d) | 7 | 18597 |
| c+(1b+2b2c+1e) | 1 | 18598 |
| c+(1b+2b1c+2c) | 6 | 18604 |
| c+(1b+2b1c+1c1d) | 6 | 18610 |
| c+(1b+2b1c+2d) | 1 | 18611 |
| c+(1b+2b3c) | 1 | 18612 |
| c+(1b+2b2c1d) | 2 | 18614 |
| c+(1b+1b4c+) | 30 | 18644 |
| c+(1b+1b3c+1c) | 47 | 18691 |
| c+(1b+1b3c+1d) | 4 | 18695 |
| c+(1b+1b3c+1e) | 3 | 18698 |
| c+(1b+1b2c+2c) | 27 | 18725 |
| c+(1b+1b2c+1c1d) | 10 | 18735 |
| c+(1b+1b2c+1c1e) | 1 | 18736 |
| c+(1b+1b1c+3c) | 7 | 18743 |
| c+(1b+1b1c+2c1d) | 1 | 18744 |
| c+(1b+1b1c+1c2d) | 1 | 18745 |
| c+(1b+1b4c) | 2 | 18747 |
| c+(1b+1b3c1d) | 2 | 18749 |
| c+(1b+5c+) | 19 | 18768 |
| c+(1b+4c+1c) | 25 | 18793 |
| c+(1b+4c+1d) | 3 | 18796 |
| c+(1b+3c+2c) | 18 | 18814 |
| c+(1b+3c+1c1d) | 7 | 18821 |
| c+(1b+2c+3c) | 10 | 18831 |
| c+(1b+2c+2c1d) | 3 | 18834 |
| c+(1b+2c+1c2d) | 1 | 18835 |
| c+(1b+2c+2d1e) | 1 | 18836 |
| c+(1b+1c+4c) | 1 | 18837 |
| c+(1b+1c+3c1d) | 3 | 18840 |
| c+(1b+1c+2c2d) | 1 | 18841 |
| c+(1b+4c1d) | 1 | 18842 |
| c+(5b1c) | 1 | 18843 |
| c+(5b1d) | 1 | 18844 |
| c+(4b2c+) | 15 | 18859 |
| c+(4b1c+1c) | 21 | 18880 |
| c+(4b1c+1d) | 5 | 18885 |
| c+(4b1c+1e) | 1 | 18886 |
| c+(4b2c) | 4 | 18890 |
| c+(4b1c1d) | 2 | 18892 |
| c+(4b1c1e) | 1 | 18893 |
| c+(3b3c+) | 130 | 19023 |
| c+(3b2c+1c) | 126 | 19149 |
| c+(3b2c+1d) | 27 | 19176 |
| c+(3b2c+1e) | 3 | 19179 |
| c+(3b1c+2c) | 43 | 19222 |
| c+(3b1c+1c1d) | 20 | 19242 |
| c+(3b1c+1c1e) | 2 | 19244 |
| c+(3b1c+2d) | 1 | 19245 |
| c+(3b3c) | 8 | 19253 |
| c+(3b2c1d) | 4 | 19257 |
| c+(3b2c1e) | 1 | 19258 |
| c+(3b3d) | 1 | 19259 |
| c+(2b4c+) | 395 | 19654 |
| c+(2b3c+1c) | 395 | 20049 |
| c+(2b3c+1d) | 47 | 20096 |
| c+(2b3c+1e) | 11 | 20107 |
| c+(2b2c+2c) | 193 | 20300 |
| c+(2b2c+1c1d) | 46 | 20346 |
| c+(2b2c+1c1e) | 6 | 20352 |
| c+(2b2c+2d) | 5 | 20357 |
| c+(2b1c+3c) | 51 | 20408 |
| c+(2b1c+2c1d) | 26 | 20434 |
| c+(2b1c+2c1e) | 1 | 20435 |
| c+(2b1c+1c2d) | 4 | 20439 |
| c+(2b1c+1c1d1e) | 3 | 20442 |
| c+(2b1c+3d) | 1 | 20443 |
| c+(2b4c) | 7 | 20450 |
| c+(2b3c1d) | 2 | 20452 |
| c+(2b2c2d) | 3 | 20455 |
| c+(1b5c+) | 489 | 20944 |
| c+(1b4c+1c) | 564 | 21508 |
| c+(1b4c+1d) | 81 | 21589 |
| c+(1b4c+1e) | 9 | 21598 |
| c+(1b3c+2c) | 428 | 22026 |
| c+(1b3c+1c1d) | 119 | 22145 |
| c+(1b3c+1c1e) | 12 | 22157 |
| c+(1b3c+2d) | 7 | 22164 |
| c+(1b2c+3c) | 227 | 22391 |
| c+(1b2c+2c1d) | 84 | 22475 |
| c+(1b2c+2c1e) | 15 | 22490 |
| c+(1b2c+1c2d) | 16 | 22506 |
| c+(1b2c+1c1d1e) | 5 | 22511 |
| c+(1b2c+1c2e) | 1 | 22512 |
| c+(1b2c+3d) | 1 | 22513 |
| c+(1b1c+4c) | 73 | 22586 |
| c+(1b1c+3c1d) | 46 | 22632 |
| c+(1b1c+3c1e) | 3 | 22635 |
| c+(1b1c+2c2d) | 5 | 22640 |
| c+(1b1c+2c1d1e) | 1 | 22641 |
| c+(1b5c) | 9 | 22650 |
| c+(1b4c1d) | 5 | 22655 |
| c+(1b4c1e) | 1 | 22656 |
| c+(1b3c2d) | 2 | 22658 |
| c+(6c+) | 272 | 22930 |
| c+(5c+1c) | 504 | 23434 |
| c+(5c+1d) | 50 | 23484 |
| c+(5c+1e) | 14 | 23498 |
| c+(4c+2c) | 577 | 24075 |
| c+(4c+1c1d) | 146 | 24221 |
| c+(4c+1c1e) | 19 | 24240 |
| c+(4c+2d) | 7 | 24247 |
| c+(4c+1d1e) | 2 | 24249 |
| c+(3c+3c) | 471 | 24720 |
| c+(3c+2c1d) | 149 | 24869 |
| c+(3c+2c1e) | 13 | 24882 |
| c+(3c+1c2d) | 24 | 24906 |
| c+(2c+4c) | 168 | 25074 |
| c+(2c+3c1d) | 60 | 25134 |
| c+(2c+3c1e) | 4 | 25138 |
| c+(2c+2c2d) | 5 | 25143 |
| c+(2c+2c1d1e) | 1 | 25144 |
| c+(1c+5c) | 19 | 25163 |
| c+(1c+4c1d) | 10 | 25173 |
| c+(1c+3c2d) | 1 | 25174 |
| c(1a1c+2c2d) | 1 | 25175 |
| c(1b+2c+2c1e) | 1 | 25176 |
| c(1b+1c+3c1d) | 2 | 25178 |
| c(2b1c+3c) | 2 | 25180 |
| c(2b1c+1c2d) | 3 | 25183 |
| c(2b4c) | 1 | 25184 |
| c(2b3c1d) | 1 | 25185 |
| c(2b2c2d) | 2 | 25187 |
| c(2b2c1d1e) | 1 | 25188 |
| c(1b3c+2c) | 1 | 25189 |
| c(1b3c+1c1d) | 3 | 25192 |
| c(1b3c+2d) | 1 | 25193 |
| c(1b2c+3c) | 13 | 25206 |
| c(1b2c+2c1d) | 29 | 25235 |
| c(1b2c+2c1e) | 5 | 25240 |
| c(1b2c+1c2d) | 19 | 25259 |
| c(1b2c+1c1d1e) | 6 | 25265 |
| c(1b1c+4c) | 14 | 25279 |
| c(1b1c+3c1d) | 49 | 25328 |
| c(1b1c+3c1e) | 5 | 25333 |
| c(1b1c+2c2d) | 34 | 25367 |
| c(1b1c+2c1d1e) | 9 | 25376 |
| c(1b1c+2c2e) | 1 | 25377 |
| c(1b1c+1c3d) | 12 | 25389 |
| c(1b1c+1c2d1e) | 3 | 25392 |
| c(1b1c+3d1e) | 2 | 25394 |
| c(1b5c) | 11 | 25405 |
| c(1b4c1d) | 28 | 25433 |
| c(1b4c1e) | 3 | 25436 |
| c(1b3c2d) | 17 | 25453 |
| c(1b3c1d1e) | 3 | 25456 |
| c(1b2c3d) | 12 | 25468 |
| c(1b2c2d1e) | 4 | 25472 |
| c(1b2c1d2e) | 1 | 25473 |
| c(1b1c4d) | 7 | 25480 |
| c(1b1c3d1e) | 3 | 25483 |
| c(1b1c2d2e) | 2 | 25485 |
| c(1b4d1e) | 1 | 25486 |
| c(5c+1c) | 6 | 25492 |
| c(5c+1d) | 2 | 25494 |
| c(5c+1e) | 1 | 25495 |
| c(4c+2c) | 33 | 25528 |
| c(4c+1c1d) | 37 | 25565 |
| c(4c+1c1e) | 8 | 25573 |
| c(4c+2d) | 16 | 25589 |
| c(4c+1d1e) | 2 | 25591 |
| c(3c+3c) | 170 | 25761 |
| c(3c+2c1d) | 231 | 25992 |
| c(3c+2c1e) | 24 | 26016 |
| c(3c+1c2d) | 72 | 26088 |
| c(3c+1c1d1e) | 13 | 26101 |
| c(3c+3d) | 12 | 26113 |
| c(3c+2d1e) | 4 | 26117 |
| c(2c+4c) | 304 | 26421 |
| c(2c+3c1d) | 421 | 26842 |
| c(2c+3c1e) | 51 | 26893 |
| c(2c+2c2d) | 231 | 27124 |
| c(2c+2c1d1e) | 69 | 27193 |
| c(2c+2c2e) | 6 | 27199 |
| c(2c+1c3d) | 70 | 27269 |
| c(2c+1c2d1e) | 31 | 27300 |
| c(2c+1c1d2e) | 3 | 27303 |
| c(2c+1c3e) | 1 | 27304 |
| c(2c+4d) | 11 | 27315 |
| c(2c+3d1e) | 3 | 27318 |
| c(2c+2d2e) | 1 | 27319 |
| c(1c+5c) | 296 | 27615 |
| c(1c+4c1d) | 469 | 28084 |
| c(1c+4c1e) | 58 | 28142 |
| c(1c+3c2d) | 447 | 28589 |
| c(1c+3c1d1e) | 91 | 28680 |
| c(1c+3c2e) | 8 | 28688 |
| c(1c+2c3d) | 233 | 28921 |
| c(1c+2c2d1e) | 88 | 29009 |
| c(1c+2c1d2e) | 13 | 29022 |
| c(1c+1c4d) | 76 | 29098 |
| c(1c+1c3d1e) | 28 | 29126 |
| c(1c+1c2d2e) | 3 | 29129 |
| c(1c+1c1d3e) | 1 | 29130 |
| c(1c+5d) | 4 | 29134 |
| c(1c+4d1e) | 4 | 29138 |
| c(6c) | 111 | 29249 |
| c(5c1d) | 255 | 29504 |
| c(5c1e) | 37 | 29541 |
| c(4c2d) | 354 | 29895 |
| c(4c1d1e) | 75 | 29970 |
| c(4c2e) | 2 | 29972 |
| c(3c3d) | 235 | 30207 |
| c(3c2d1e) | 70 | 30277 |
| c(3c1d2e) | 4 | 30281 |
| c(2c4d) | 90 | 30371 |
| c(2c3d1e) | 28 | 30399 |
| c(2c2d2e) | 2 | 30401 |
| c(1c5d) | 13 | 30414 |
| c(1c4d1e) | 1 | 30415 |
| d(1b1c+2c1d1e) | 1 | 30416 |
| d(1b1c+4e) | 1 | 30417 |
| d(1b3c1d1e) | 1 | 30418 |
| d(1b1c4d) | 1 | 30419 |
| d(1b1c2d2e) | 1 | 30420 |
| d(1b2d3e) | 1 | 30421 |
| d(4c+1c1e) | 1 | 30422 |
| d(2c+3c1e) | 1 | 30423 |
| d(2c+2c2d) | 4 | 30427 |
| d(2c+2c1d1e) | 3 | 30430 |
| d(2c+2c2e) | 1 | 30431 |
| d(2c+1c3d) | 3 | 30434 |
| d(2c+1c2d1e) | 5 | 30439 |
| d(2c+1c1d2e) | 5 | 30444 |
| d(2c+4d) | 3 | 30447 |
| d(2c+3d1e) | 3 | 30450 |
| d(2c+2d2e) | 2 | 30452 |
| d(2c+1d3e) | 2 | 30454 |
| d(1c+4c1d) | 2 | 30456 |
| d(1c+4c1e) | 1 | 30457 |
| d(1c+3c2d) | 22 | 30479 |
| d(1c+3c1d1e) | 23 | 30502 |
| d(1c+3c2e) | 3 | 30505 |
| d(1c+2c3d) | 47 | 30552 |
| d(1c+2c2d1e) | 56 | 30608 |
| d(1c+2c1d2e) | 21 | 30629 |
| d(1c+2c3e) | 2 | 30631 |
| d(1c+1c4d) | 42 | 30673 |
| d(1c+1c3d1e) | 76 | 30749 |
| d(1c+1c2d2e) | 29 | 30778 |
| d(1c+1c1d3e) | 11 | 30789 |
| d(1c+1c4e) | 2 | 30791 |
| d(1c+5d) | 19 | 30810 |
| d(1c+4d1e) | 34 | 30844 |
| d(1c+3d2e) | 26 | 30870 |
| d(1c+2d3e) | 16 | 30886 |
| d(6c) | 1 | 30887 |
| d(5c1d) | 9 | 30896 |
| d(5c1e) | 4 | 30900 |
| d(4c2d) | 62 | 30962 |
| d(4c1d1e) | 56 | 31018 |
| d(4c2e) | 7 | 31025 |
| d(3c3d) | 157 | 31182 |
| d(3c2d1e) | 150 | 31332 |
| d(3c1d2e) | 50 | 31382 |
| d(3c3e) | 4 | 31386 |
| d(2c4d) | 251 | 31637 |
| d(2c3d1e) | 277 | 31914 |
| d(2c2d2e) | 132 | 32046 |
| d(2c1d3e) | 29 | 32075 |
| d(2c4e) | 3 | 32078 |
| d(1c5d) | 175 | 32253 |
| d(1c4d1e) | 297 | 32550 |
| d(1c3d2e) | 197 | 32747 |
| d(1c2d3e) | 78 | 32825 |
| d(1c1d4e) | 10 | 32835 |
| d(1c5e) | 1 | 32836 |
| d(6d) | 80 | 32916 |
| d(5d1e) | 134 | 33050 |
| d(4d2e) | 122 | 33172 |
| d(3d3e) | 95 | 33267 |
| d(2d4e) | 22 | 33289 |
| e(1c+2c2d1e) | 1 | 33290 |
| e(1c+1c3d1e) | 1 | 33291 |
| e(1c+1c2d2e) | 2 | 33293 |
| e(1c+1c1d3e) | 5 | 33298 |
| e(1c+1c4e) | 2 | 33300 |
| e(1c+3d2e) | 10 | 33310 |
| e(1c+2d3e) | 4 | 33314 |
| e(1c+1d4e) | 7 | 33321 |
| e(1c+5e) | 1 | 33322 |
| e(4c1d1e) | 1 | 33323 |
| e(3c2d1e) | 1 | 33324 |
| e(3c1d2e) | 3 | 33327 |
| e(2c3d1e) | 14 | 33341 |
| e(2c2d2e) | 23 | 33364 |
| e(2c1d3e) | 26 | 33390 |
| e(2c4e) | 6 | 33396 |
| e(1c5d) | 2 | 33398 |
| e(1c4d1e) | 27 | 33425 |
| e(1c3d2e) | 96 | 33521 |
| e(1c2d3e) | 128 | 33649 |
| e(1c1d4e) | 75 | 33724 |
| e(1c5e) | 26 | 33750 |
| e(6d) | 5 | 33755 |
| e(5d1e) | 40 | 33795 |
| e(4d2e) | 150 | 33945 |
| e(3d3e) | 244 | 34189 |
| e(2d4e) | 263 | 34452 |
| e(1d5e) | 266 | 34718 |
| e(6e) | 255 | 34973 |