|
2010年贺州市中考分数一级一档表 |
|
| 来源:贺州新闻网 2010-7-9 【字体:小 大】 |
| 2010年贺州市中考一级一档表 |
| 级数 |
总分组合 |
全市人数 |
全市以上 |
市区人数 |
市区以上 |
昭平人数 |
昭平以上 |
钟山人数 |
钟山以上 |
富川人数 |
富川以上 |
平桂人数 |
平桂以上 |
| 1 |
A+(6A+) |
118 |
118 |
88 |
88 |
3 |
3 |
14 |
14 |
6 |
6 |
7 |
7 |
| 2 |
A+(5A+1A) |
185 |
303 |
133 |
221 |
5 |
8 |
15 |
29 |
12 |
18 |
20 |
27 |
| 3 |
A+(5A+1B+) |
19 |
322 |
15 |
236 |
0 |
8 |
2 |
31 |
2 |
20 |
0 |
27 |
| 4 |
A+(4A+2A) |
183 |
505 |
112 |
348 |
6 |
14 |
20 |
51 |
17 |
37 |
28 |
55 |
| 5 |
A+(4A+1A1B+) |
55 |
560 |
37 |
385 |
3 |
17 |
2 |
53 |
7 |
44 |
6 |
61 |
| 6 |
A+(4A+1A1B) |
4 |
564 |
0 |
385 |
1 |
18 |
0 |
53 |
1 |
45 |
2 |
63 |
| 7 |
A+(4A+2B+) |
7 |
571 |
2 |
387 |
1 |
19 |
2 |
55 |
2 |
47 |
0 |
63 |
| 8 |
A+(3A+3A) |
131 |
702 |
76 |
463 |
6 |
25 |
14 |
69 |
12 |
59 |
23 |
86 |
| 9 |
A+(3A+2A1B+) |
65 |
767 |
27 |
490 |
8 |
33 |
8 |
77 |
10 |
69 |
12 |
98 |
| 10 |
A+(3A+2A1B) |
5 |
772 |
2 |
492 |
0 |
33 |
1 |
78 |
2 |
71 |
0 |
98 |
| 11 |
A+(3A+1A2B+) |
11 |
783 |
5 |
497 |
0 |
33 |
2 |
80 |
3 |
74 |
1 |
99 |
| 12 |
A+(3A+1A1B+1B) |
1 |
784 |
0 |
497 |
0 |
33 |
0 |
80 |
1 |
75 |
0 |
99 |
| 13 |
A+(3A+3B+) |
1 |
785 |
1 |
498 |
0 |
33 |
0 |
80 |
0 |
75 |
0 |
99 |
| 14 |
A+(2A+4A) |
74 |
859 |
44 |
542 |
4 |
37 |
9 |
89 |
9 |
84 |
8 |
107 |
| 15 |
A+(2A+3A1B+) |
45 |
904 |
18 |
560 |
5 |
42 |
6 |
95 |
14 |
98 |
2 |
109 |
| 16 |
A+(2A+3A1B) |
2 |
906 |
0 |
560 |
0 |
42 |
0 |
95 |
2 |
100 |
0 |
109 |
| 17 |
A+(2A+2A2B+) |
7 |
913 |
2 |
562 |
1 |
43 |
0 |
95 |
2 |
102 |
2 |
111 |
| 18 |
A+(2A+2A1B+1B) |
2 |
915 |
0 |
562 |
0 |
43 |
0 |
95 |
2 |
104 |
0 |
111 |
| 19 |
A+(2A+1A3B+) |
1 |
916 |
0 |
562 |
0 |
43 |
0 |
95 |
1 |
105 |
0 |
111 |
| 20 |
A+(1A+5A) |
13 |
929 |
2 |
564 |
3 |
46 |
3 |
98 |
4 |
109 |
1 |
112 |
| 21 |
A+(1A+4A1B+) |
10 |
939 |
1 |
565 |
0 |
46 |
1 |
99 |
8 |
117 |
0 |
112 |
| 22 |
A+(1A+4A1B) |
2 |
941 |
0 |
565 |
0 |
46 |
0 |
99 |
2 |
119 |
0 |
112 |
| 23 |
A+(1A+3A2B+) |
8 |
949 |
0 |
565 |
1 |
47 |
2 |
101 |
5 |
124 |
0 |
112 |
| 24 |
A+(6A) |
5 |
954 |
2 |
567 |
0 |
47 |
0 |
101 |
3 |
127 |
0 |
112 |
| 25 |
A+(5A1B+) |
1 |
955 |
0 |
567 |
0 |
47 |
0 |
101 |
1 |
128 |
0 |
112 |
| 26 |
A+(4A2B+) |
1 |
956 |
0 |
567 |
0 |
47 |
0 |
101 |
1 |
129 |
0 |
112 |
| 27 |
A(5A+1B+) |
2 |
958 |
1 |
568 |
0 |
47 |
0 |
101 |
0 |
129 |
1 |
113 |
| 28 |
A(4A+2A) |
5 |
963 |
4 |
572 |
0 |
47 |
0 |
101 |
0 |
129 |
1 |
114 |
| 29 |
A(4A+1A1B+) |
14 |
977 |
10 |
582 |
1 |
48 |
0 |
101 |
0 |
129 |
3 |
117 |
| 30 |
A(4A+1A1B) |
1 |
978 |
1 |
583 |
0 |
48 |
0 |
101 |
0 |
129 |
0 |
117 |
| 31 |
A(4A+2B+) |
7 |
985 |
6 |
589 |
0 |
48 |
0 |
101 |
0 |
129 |
1 |
118 |
| 32 |
A(3A+3A) |
26 |
1011 |
15 |
604 |
1 |
49 |
5 |
106 |
0 |
129 |
5 |
123 |
| 33 |
A(3A+2A1B+) |
59 |
1070 |
32 |
636 |
3 |
52 |
8 |
114 |
0 |
129 |
16 |
139 |
| 34 |
A(3A+2A1B) |
5 |
1075 |
2 |
638 |
0 |
52 |
1 |
115 |
0 |
129 |
2 |
141 |
| 35 |
A(3A+1A2B+) |
20 |
1095 |
8 |
646 |
2 |
54 |
5 |
120 |
0 |
129 |
5 |
146 |
| 36 |
A(3A+1A1B+1B) |
4 |
1099 |
3 |
649 |
0 |
54 |
0 |
120 |
1 |
130 |
0 |
146 |
| 37 |
A(3A+3B+) |
3 |
1102 |
0 |
649 |
0 |
54 |
0 |
120 |
0 |
130 |
3 |
149 |
| 38 |
A(3A+2B+1B) |
1 |
1103 |
0 |
649 |
0 |
54 |
1 |
121 |
0 |
130 |
0 |
149 |
| 39 |
A(2A+4A) |
69 |
1172 |
45 |
694 |
1 |
55 |
7 |
128 |
0 |
130 |
16 |
165 |
| 40 |
A(2A+3A1B+) |
138 |
1310 |
76 |
770 |
6 |
61 |
20 |
148 |
5 |
135 |
31 |
196 |
| 41 |
A(2A+3A1B) |
15 |
1325 |
10 |
780 |
0 |
61 |
3 |
151 |
0 |
135 |
2 |
198 |
| 42 |
A(2A+2A2B+) |
126 |
1451 |
64 |
844 |
10 |
71 |
18 |
169 |
12 |
147 |
22 |
220 |
| 43 |
A(2A+2A1B+1B) |
18 |
1469 |
11 |
855 |
2 |
73 |
3 |
172 |
0 |
147 |
2 |
222 |
| 44 |
A(2A+2A1B+1C+) |
1 |
1470 |
0 |
855 |
0 |
73 |
0 |
172 |
0 |
147 |
1 |
223 |
| 45 |
A(2A+2A2B) |
4 |
1474 |
2 |
857 |
0 |
73 |
0 |
172 |
2 |
149 |
0 |
223 |
| 46 |
A(2A+1A3B+) |
44 |
1518 |
20 |
877 |
5 |
78 |
7 |
179 |
1 |
150 |
11 |
234 |
| 47 |
A(2A+1A2B+1B) |
17 |
1535 |
10 |
887 |
4 |
82 |
1 |
180 |
0 |
150 |
2 |
236 |
| 48 |
A(2A+1A1B+2B) |
2 |
1537 |
1 |
888 |
0 |
82 |
1 |
181 |
0 |
150 |
0 |
236 |
| 49 |
A(2A+1A1B+1B1C+) |
1 |
1538 |
0 |
888 |
0 |
82 |
0 |
181 |
1 |
151 |
0 |
236 |
| 50 |
A(2A+4B+) |
8 |
1546 |
2 |
890 |
2 |
84 |
1 |
182 |
1 |
152 |
2 |
238 |
| 51 |
A(2A+3B+1B) |
5 |
1551 |
2 |
892 |
1 |
85 |
1 |
183 |
0 |
152 |
1 |
239 |
| 52 |
A(2A+2B+2B) |
1 |
1552 |
1 |
893 |
0 |
85 |
0 |
183 |
0 |
152 |
0 |
239 |
| 53 |
A(1A+5A) |
87 |
1639 |
49 |
942 |
9 |
94 |
9 |
192 |
1 |
153 |
19 |
258 |
| 54 |
A(1A+4A1B+) |
178 |
1817 |
90 |
1032 |
18 |
112 |
26 |
218 |
12 |
165 |
32 |
290 |
| 55 |
A(1A+4A1B) |
10 |
1827 |
3 |
1035 |
2 |
114 |
2 |
220 |
0 |
165 |
3 |
293 |
| 56 |
A(1A+4A1C+) |
1 |
1828 |
0 |
1035 |
0 |
114 |
0 |
220 |
0 |
165 |
1 |
294 |
| 57 |
A(1A+3A2B+) |
217 |
2045 |
100 |
1135 |
22 |
136 |
37 |
257 |
21 |
186 |
37 |
331 |
| 58 |
A(1A+3A1B+1B) |
46 |
2091 |
22 |
1157 |
5 |
141 |
6 |
263 |
7 |
193 |
6 |
337 |
| 59 |
A(1A+3A2B) |
2 |
2093 |
1 |
1158 |
0 |
141 |
0 |
263 |
1 |
194 |
0 |
337 |
| 60 |
A(1A+2A3B+) |
106 |
2199 |
45 |
1203 |
14 |
155 |
19 |
282 |
15 |
209 |
13 |
350 |
| 61 |
A(1A+2A2B+1B) |
46 |
2245 |
15 |
1218 |
10 |
165 |
8 |
290 |
8 |
217 |
5 |
355 |
| 62 |
A(1A+2A2B+1C+) |
3 |
2248 |
1 |
1219 |
0 |
165 |
2 |
292 |
0 |
217 |
0 |
355 |
| 63 |
A(1A+2A1B+2B) |
5 |
2253 |
2 |
1221 |
0 |
165 |
2 |
294 |
1 |
218 |
0 |
355 |
| 64 |
A(1A+1A4B+) |
31 |
2284 |
7 |
1228 |
4 |
169 |
10 |
304 |
7 |
225 |
3 |
358 |
| 65 |
A(1A+1A3B+1B) |
15 |
2299 |
4 |
1232 |
4 |
173 |
0 |
304 |
5 |
230 |
2 |
360 |
| 66 |
A(1A+1A2B+2B) |
5 |
2304 |
0 |
1232 |
0 |
173 |
0 |
304 |
4 |
234 |
1 |
361 |
| 67 |
A(1A+1A2B+1B1C+) |
2 |
2306 |
1 |
1233 |
0 |
173 |
0 |
304 |
1 |
235 |
0 |
361 |
| 68 |
A(1A+5B+) |
2 |
2308 |
1 |
1234 |
0 |
173 |
0 |
304 |
0 |
235 |
1 |
362 |
| 69 |
A(1A+4B+1B) |
2 |
2310 |
0 |
1234 |
0 |
173 |
0 |
304 |
2 |
237 |
0 |
362 |
| 70 |
A(6A) |
26 |
2336 |
12 |
1246 |
3 |
176 |
3 |
307 |
1 |
238 |
7 |
369 |
| 71 |
A(5A1B+) |
98 |
2434 |
30 |
1276 |
15 |
191 |
17 |
324 |
10 |
248 |
26 |
395 |
| 72 |
A(5A1B) |
9 |
2443 |
1 |
1277 |
1 |
192 |
1 |
325 |
2 |
250 |
4 |
399 |
| 73 |
A(5A1C+) |
1 |
2444 |
0 |
1277 |
0 |
192 |
0 |
325 |
1 |
251 |
0 |
399 |
| 74 |
A(4A2B+) |
169 |
2613 |
54 |
1331 |
23 |
215 |
31 |
356 |
19 |
270 |
42 |
441 |
| 75 |
A(4A1B+1B) |
28 |
2641 |
5 |
1336 |
6 |
221 |
3 |
359 |
10 |
280 |
4 |
445 |
| 76 |
A(4A1B+1C+) |
1 |
2642 |
0 |
1336 |
0 |
221 |
0 |
359 |
0 |
280 |
1 |
446 |
| 77 |
A(4A2B) |
1 |
2643 |
1 |
1337 |
0 |
221 |
0 |
359 |
0 |
280 |
0 |
446 |
| 78 |
A(3A3B+) |
136 |
2779 |
42 |
1379 |
24 |
245 |
24 |
383 |
20 |
300 |
26 |
472 |
| 79 |
A(3A2B+1B) |
28 |
2807 |
3 |
1382 |
4 |
249 |
7 |
390 |
12 |
312 |
2 |
474 |
| 80 |
A(3A2B+1C+) |
1 |
2808 |
0 |
1382 |
0 |
249 |
0 |
390 |
1 |
313 |
0 |
474 |
| 81 |
A(3A1B+2B) |
4 |
2812 |
1 |
1383 |
0 |
249 |
2 |
392 |
1 |
314 |
0 |
474 |
| 82 |
A(3A1B+1B1C+) |
1 |
2813 |
1 |
1384 |
0 |
249 |
0 |
392 |
0 |
314 |
0 |
474 |
| 83 |
A(3A3B) |
1 |
2814 |
0 |
1384 |
0 |
249 |
0 |
392 |
1 |
315 |
0 |
474 |
| 84 |
A(2A4B+) |
57 |
2871 |
11 |
1395 |
12 |
261 |
11 |
403 |
19 |
334 |
4 |
478 |
| 85 |
A(2A3B+1B) |
13 |
2884 |
2 |
1397 |
0 |
261 |
3 |
406 |
8 |
342 |
0 |
478 |
| 86 |
A(2A2B+2B) |
3 |
2887 |
0 |
1397 |
0 |
261 |
0 |
406 |
3 |
345 |
0 |
478 |
| 87 |
A(1A5B+) |
6 |
2893 |
1 |
1398 |
1 |
262 |
0 |
406 |
4 |
349 |
0 |
478 |
| 88 |
A(1A4B+1B) |
4 |
2897 |
1 |
1399 |
3 |
265 |
0 |
406 |
0 |
349 |
0 |
478 |
| 89 |
B+(3A+1A1B+1C+) |
1 |
2898 |
0 |
1399 |
0 |
265 |
0 |
406 |
0 |
349 |
1 |
479 |
| 90 |
B+(3A+2B1C+) |
1 |
2899 |
0 |
1399 |
0 |
265 |
0 |
406 |
0 |
349 |
1 |
480 |
| 91 |
B+(2A+2A1B+1B) |
3 |
2902 |
2 |
1401 |
0 |
265 |
0 |
406 |
0 |
349 |
1 |
481 |
| 92 |
B+(2A+2A1B1C+) |
1 |
2903 |
1 |
1402 |
0 |
265 |
0 |
406 |
0 |
349 |
0 |
481 |
| 93 |
B+(2A+2A2C+) |
1 |
2904 |
1 |
1403 |
0 |
265 |
0 |
406 |
0 |
349 |
0 |
481 |
| 94 |
B+(2A+1A3B+) |
5 |
2909 |
4 |
1407 |
0 |
265 |
0 |
406 |
0 |
349 |
1 |
482 |
| 95 |
B+(2A+1A2B+1B) |
9 |
2918 |
6 |
1413 |
0 |
265 |
2 |
408 |
0 |
349 |
1 |
483 |
| 96 |
B+(2A+1A2B+1C+) |
1 |
2919 |
1 |
1414 |
0 |
265 |
0 |
408 |
0 |
349 |
0 |
483 |
| 97 |
B+(2A+1A1B+2B) |
5 |
2924 |
1 |
1415 |
1 |
266 |
0 |
408 |
0 |
349 |
3 |
486 |
| 98 |
B+(2A+1A1B+1B1C+) |
2 |
2926 |
0 |
1415 |
0 |
266 |
0 |
408 |
2 |
351 |
0 |
486 |
| 99 |
B+(2A+1A3B) |
3 |
2929 |
0 |
1415 |
0 |
266 |
1 |
409 |
0 |
351 |
2 |
488 |
| 100 |
B+(2A+3B+1B) |
6 |
2935 |
1 |
1416 |
2 |
268 |
1 |
410 |
0 |
351 |
2 |
490 |
| 101 |
B+(2A+2B+2B) |
3 |
2938 |
3 |
1419 |
0 |
268 |
0 |
410 |
0 |
351 |
0 |
490 |
| 102 |
B+(2A+2B+1B1C+) |
2 |
2940 |
0 |
1419 |
1 |
269 |
0 |
410 |
1 |
352 |
0 |
490 |
| 103 |
B+(2A+3B1C+) |
1 |
2941 |
0 |
1419 |
0 |
269 |
0 |
410 |
1 |
353 |
0 |
490 |
| 104 |
B+(1A+4A1B+) |
1 |
2942 |
0 |
1419 |
0 |
269 |
0 |
410 |
0 |
353 |
1 |
491 |
| 105 |
B+(1A+4A1B) |
2 |
2944 |
0 |
1419 |
0 |
269 |
1 |
411 |
0 |
353 |
1 |
492 |
| 106 |
B+(1A+3A2B+) |
6 |
2950 |
4 |
1423 |
0 |
269 |
0 |
411 |
0 |
353 |
2 |
494 |
| 107 |
B+(1A+3A1B+1B) |
5 |
2955 |
4 |
1427 |
1 |
270 |
0 |
411 |
0 |
353 |
0 |
494 |
| 108 |
B+(1A+3A1B+1C+) |
2 |
2957 |
1 |
1428 |
1 |
271 |
0 |
411 |
0 |
353 |
0 |
494 |
| 109 |
B+(1A+3A2B) |
2 |
2959 |
1 |
1429 |
1 |
272 |
0 |
411 |
0 |
353 |
0 |
494 |
| 110 |
B+(1A+3A1B1C+) |
1 |
2960 |
1 |
1430 |
0 |
272 |
0 |
411 |
0 |
353 |
0 |
494 |
| 111 |
B+(1A+2A3B+) |
30 |
2990 |
17 |
1447 |
2 |
274 |
5 |
416 |
0 |
353 |
6 |
500 |
| 112 |
B+(1A+2A2B+1B) |
49 |
3039 |
19 |
1466 |
7 |
281 |
9 |
425 |
0 |
353 |
14 |
514 |
| 113 |
B+(1A+2A2B+1C+) |
1 |
3040 |
0 |
1466 |
0 |
281 |
0 |
425 |
0 |
353 |
1 |
515 |
| 114 |
B+(1A+2A2B+1C) |
1 |
3041 |
0 |
1466 |
0 |
281 |
0 |
425 |
0 |
353 |
1 |
516 |
| 115 |
B+(1A+2A1B+2B) |
21 |
3062 |
7 |
1473 |
3 |
284 |
3 |
428 |
1 |
354 |
7 |
523 |
| 116 |
B+(1A+2A1B+1B1C+) |
9 |
3071 |
3 |
1476 |
3 |
287 |
1 |
429 |
0 |
354 |
2 |
525 |
| 117 |
B+(1A+2A1B+2C+) |
1 |
3072 |
0 |
1476 |
0 |
287 |
0 |
429 |
1 |
355 |
0 |
525 |
| 118 |
B+(1A+2A3B) |
3 |
3075 |
1 |
1477 |
0 |
287 |
1 |
430 |
0 |
355 |
1 |
526 |
| 119 |
B+(1A+2A2B1C+) |
3 |
3078 |
1 |
1478 |
2 |
289 |
0 |
430 |
0 |
355 |
0 |
526 |
| 120 |
B+(1A+1A4B+) |
36 |
3114 |
21 |
1499 |
2 |
291 |
5 |
435 |
1 |
356 |
7 |
533 |
| 121 |
B+(1A+1A3B+1B) |
64 |
3178 |
26 |
1525 |
17 |
308 |
6 |
441 |
1 |
357 |
14 |
547 |
| 122 |
B+(1A+1A2B+2B) |
30 |
3208 |
12 |
1537 |
8 |
316 |
5 |
446 |
3 |
360 |
2 |
549 |
| 123 |
B+(1A+1A2B+1B1C+) |
4 |
3212 |
1 |
1538 |
2 |
318 |
0 |
446 |
0 |
360 |
1 |
550 |
| 124 |
B+(1A+1A2B+2C+) |
1 |
3213 |
0 |
1538 |
0 |
318 |
0 |
446 |
0 |
360 |
1 |
551 |
| 125 |
B+(1A+1A1B+3B) |
22 |
3235 |
12 |
1550 |
3 |
321 |
3 |
449 |
3 |
363 |
1 |
552 |
| 126 |
B+(1A+1A1B+2B1C+) |
7 |
3242 |
1 |
1551 |
1 |
322 |
1 |
450 |
4 |
367 |
0 |
552 |
| 127 |
B+(1A+1A4B) |
1 |
3243 |
0 |
1551 |
0 |
322 |
0 |
450 |
0 |
367 |
1 |
553 |
| 128 |
B+(1A+5B+) |
10 |
3253 |
5 |
1556 |
1 |
323 |
1 |
451 |
1 |
368 |
2 |
555 |
| 129 |
B+(1A+4B+1B) |
34 |
3287 |
12 |
1568 |
7 |
330 |
5 |
456 |
1 |
369 |
9 |
564 |
| 130 |
B+(1A+4B+1C+) |
4 |
3291 |
3 |
1571 |
1 |
331 |
0 |
456 |
0 |
369 |
0 |
564 |
| 131 |
B+(1A+3B+2B) |
20 |
3311 |
9 |
1580 |
6 |
337 |
4 |
460 |
1 |
370 |
0 |
564 |
| 132 |
B+(1A+3B+1B1C+) |
3 |
3314 |
0 |
1580 |
2 |
339 |
0 |
460 |
0 |
370 |
1 |
565 |
| 133 |
B+(1A+3B+1B1C) |
1 |
3315 |
0 |
1580 |
0 |
339 |
0 |
460 |
0 |
370 |
1 |
566 |
| 134 |
B+(1A+2B+3B) |
13 |
3328 |
5 |
1585 |
1 |
340 |
0 |
460 |
3 |
373 |
4 |
570 |
| 135 |
B+(1A+2B+2B1C+) |
3 |
3331 |
0 |
1585 |
1 |
341 |
1 |
461 |
0 |
373 |
1 |
571 |
| 136 |
B+(1A+2B+1B2C+) |
1 |
3332 |
0 |
1585 |
0 |
341 |
0 |
461 |
0 |
373 |
1 |
572 |
| 137 |
B+(1A+1B+4B) |
5 |
3337 |
0 |
1585 |
2 |
343 |
1 |
462 |
2 |
375 |
0 |
572 |
| 138 |
B+(1A+1B+3B1C+) |
2 |
3339 |
0 |
1585 |
0 |
343 |
0 |
462 |
1 |
376 |
1 |
573 |
| 139 |
B+(5A1B+) |
2 |
3341 |
2 |
1587 |
0 |
343 |
0 |
462 |
0 |
376 |
0 |
573 |
| 140 |
B+(5A1B) |
6 |
3347 |
4 |
1591 |
1 |
344 |
0 |
462 |
0 |
376 |
1 |
574 |
| 141 |
B+(5A1C+) |
1 |
3348 |
0 |
1591 |
0 |
344 |
0 |
462 |
1 |
377 |
0 |
574 |
| 142 |
B+(4A2B+) |
16 |
3364 |
8 |
1599 |
1 |
345 |
2 |
464 |
1 |
378 |
4 |
578 |
| 143 |
B+(4A1B+1B) |
20 |
3384 |
7 |
1606 |
2 |
347 |
7 |
471 |
1 |
379 |
3 |
581 |
| 144 |
B+(4A2B) |
7 |
3391 |
4 |
1610 |
2 |
349 |
0 |
471 |
0 |
379 |
1 |
582 |
| 145 |
B+(4A1B1C+) |
1 |
3392 |
0 |
1610 |
0 |
349 |
0 |
471 |
0 |
379 |
1 |
583 |
| 146 |
B+(4A1B1C) |
1 |
3393 |
1 |
1611 |
0 |
349 |
0 |
471 |
0 |
379 |
0 |
583 |
| 147 |
B+(3A3B+) |
85 |
3478 |
38 |
1649 |
13 |
362 |
11 |
482 |
1 |
380 |
22 |
605 |
| 148 |
B+(3A2B+1B) |
108 |
3586 |
42 |
1691 |
22 |
384 |
18 |
500 |
6 |
386 |
20 |
625 |
| 149 |
B+(3A2B+1C+) |
7 |
3593 |
3 |
1694 |
2 |
386 |
0 |
500 |
1 |
387 |
1 |
626 |
| 150 |
B+(3A1B+2B) |
44 |
3637 |
20 |
1714 |
9 |
395 |
7 |
507 |
3 |
390 |
5 |
631 |
| 151 |
B+(3A1B+1B1C+) |
12 |
3649 |
5 |
1719 |
4 |
399 |
0 |
507 |
1 |
391 |
2 |
633 |
| 152 |
B+(3A1B+2C+) |
2 |
3651 |
1 |
1720 |
1 |
400 |
0 |
507 |
0 |
391 |
0 |
633 |
| 153 |
B+(3A3B) |
10 |
3661 |
1 |
1721 |
3 |
403 |
3 |
510 |
2 |
393 |
1 |
634 |
| 154 |
B+(3A2B1C+) |
1 |
3662 |
0 |
1721 |
1 |
404 |
0 |
510 |
0 |
393 |
0 |
634 |
| 155 |
B+(3A2B1C) |
1 |
3663 |
0 |
1721 |
0 |
404 |
1 |
511 |
0 |
393 |
0 |
634 |
| 156 |
B+(2A4B+) |
149 |
3812 |
62 |
1783 |
28 |
432 |
27 |
538 |
7 |
400 |
25 |
659 |
| 157 |
B+(2A3B+1B) |
207 |
4019 |
68 |
1851 |
49 |
481 |
38 |
576 |
18 |
418 |
34 |
693 |
| 158 |
B+(2A3B+1C+) |
14 |
4033 |
2 |
1853 |
3 |
484 |
3 |
579 |
3 |
421 |
3 |
696 |
| 159 |
B+(2A3B+1C) |
1 |
4034 |
0 |
1853 |
1 |
485 |
0 |
579 |
0 |
421 |
0 |
696 |
| 160 |
B+(2A2B+2B) |
130 |
4164 |
45 |
1898 |
13 |
498 |
28 |
607 |
18 |
439 |
26 |
722 |
| 161 |
B+(2A2B+1B1C+) |
28 |
4192 |
8 |
1906 |
7 |
505 |
5 |
612 |
4 |
443 |
4 |
726 |
| 162 |
B+(2A2B+1B1C) |
2 |
4194 |
0 |
1906 |
0 |
505 |
2 |
614 |
0 |
443 |
0 |
726 |
| 163 |
B+(2A2B+2C+) |
2 |
4196 |
0 |
1906 |
0 |
505 |
0 |
614 |
2 |
445 |
0 |
726 |
| 164 |
B+(2A1B+3B) |
50 |
4246 |
18 |
1924 |
11 |
516 |
9 |
623 |
8 |
453 |
4 |
730 |
| 165 |
B+(2A1B+2B1C+) |
12 |
4258 |
1 |
1925 |
5 |
521 |
3 |
626 |
2 |
455 |
1 |
731 |
| 166 |
B+(2A4B) |
5 |
4263 |
0 |
1925 |
1 |
522 |
1 |
627 |
2 |
457 |
1 |
732 |
| 167 |
B+(2A3B1C+) |
2 |
4265 |
1 |
1926 |
0 |
522 |
0 |
627 |
1 |
458 |
0 |
732 |
| 168 |
B+(1A5B+) |
111 |
4376 |
31 |
1957 |
23 |
545 |
25 |
652 |
16 |
474 |
16 |
748 |
| 169 |
B+(1A4B+1B) |
250 |
4626 |
70 |
2027 |
66 |
611 |
44 |
696 |
31 |
505 |
39 |
787 |
| 170 |
B+(1A4B+1C+) |
19 |
4645 |
3 |
2030 |
7 |
618 |
1 |
697 |
4 |
509 |
4 |
791 |
| 171 |
B+(1A3B+2B) |
264 |
4909 |
58 |
2088 |
71 |
689 |
55 |
752 |
47 |
556 |
33 |
824 |
| 172 |
B+(1A3B+1B1C+) |
44 |
4953 |
6 |
2094 |
12 |
701 |
12 |
764 |
10 |
566 |
4 |
828 |
| 173 |
B+(1A3B+2C+) |
1 |
4954 |
0 |
2094 |
0 |
701 |
0 |
764 |
1 |
567 |
0 |
828 |
| 174 |
B+(1A2B+3B) |
141 |
5095 |
25 |
2119 |
45 |
746 |
22 |
786 |
36 |
603 |
13 |
841 |
| 175 |
B+(1A2B+2B1C+) |
18 |
5113 |
5 |
2124 |
7 |
753 |
3 |
789 |
2 |
605 |
1 |
842 |
| 176 |
B+(1A2B+2B1C) |
2 |
5115 |
0 |
2124 |
1 |
754 |
0 |
789 |
1 |
606 |
0 |
842 |
| 177 |
B+(1A1B+4B) |
29 |
5144 |
3 |
2127 |
6 |
760 |
5 |
794 |
13 |
619 |
2 |
844 |
| 178 |
B+(1A1B+3B1C+) |
10 |
5154 |
0 |
2127 |
4 |
764 |
2 |
796 |
3 |
622 |
1 |
845 |
| 179 |
B+(1A1B+3B1C) |
1 |
5155 |
0 |
2127 |
0 |
764 |
0 |
796 |
1 |
623 |
0 |
845 |
| 180 |
B+(1A5B) |
2 |
5157 |
0 |
2127 |
1 |
765 |
0 |
796 |
1 |
624 |
0 |
845 |
| 181 |
B+(1A4B1C+) |
1 |
5158 |
0 |
2127 |
0 |
765 |
0 |
796 |
1 |
625 |
0 |
845 |
| 182 |
B+(6B+) |
55 |
5213 |
12 |
2139 |
15 |
780 |
13 |
809 |
6 |
631 |
9 |
854 |
| 183 |
B+(5B+1B) |
147 |
5360 |
27 |
2166 |
41 |
821 |
40 |
849 |
20 |
651 |
19 |
873 |
| 184 |
B+(5B+1C+) |
5 |
5365 |
0 |
2166 |
2 |
823 |
3 |
852 |
0 |
651 |
0 |
873 |
| 185 |
B+(5B+1C) |
1 |
5366 |
0 |
2166 |
0 |
823 |
0 |
852 |
1 |
652 |
0 |
873 |
| 186 |
B+(4B+2B) |
207 |
5573 |
30 |
2196 |
70 |
893 |
42 |
894 |
40 |
692 |
25 |
898 |
| 187 |
B+(4B+1B1C+) |
19 |
5592 |
0 |
2196 |
5 |
898 |
7 |
901 |
5 |
697 |
2 |
900 |
| 188 |
B+(4B+1B1C) |
1 |
5593 |
0 |
2196 |
0 |
898 |
0 |
901 |
1 |
698 |
0 |
900 |
| 189 |
B+(4B+2C+) |
2 |
5595 |
0 |
2196 |
0 |
898 |
0 |
901 |
2 |
700 |
0 |
900 |
| 190 |
B+(3B+3B) |
144 |
5739 |
11 |
2207 |
43 |
941 |
31 |
932 |
52 |
752 |
7 |
907 |
| 191 |
B+(3B+2B1C+) |
13 |
5752 |
0 |
2207 |
1 |
942 |
3 |
935 |
7 |
759 |
2 |
909 |
| 192 |
B+(2B+4B) |
43 |
5795 |
1 |
2208 |
15 |
957 |
6 |
941 |
18 |
777 |
3 |
912 |
| 193 |
B+(2B+3B1C+) |
6 |
5801 |
0 |
2208 |
3 |
960 |
0 |
941 |
3 |
780 |
0 |
912 |
| 194 |
B+(1B+5B) |
7 |
5808 |
0 |
2208 |
1 |
961 |
0 |
941 |
6 |
786 |
0 |
912 |
| 195 |
B(3A+1B+1C+1D) |
1 |
5809 |
0 |
2208 |
0 |
961 |
0 |
941 |
0 |
786 |
1 |
913 |
| 196 |
B(1A+3A1B+1D) |
1 |
5810 |
0 |
2208 |
0 |
961 |
0 |
941 |
0 |
786 |
1 |
914 |
| 197 |
B(1A+2A1B+1C+1C) |
1 |
5811 |
1 |
2209 |
0 |
961 |
0 |
941 |
0 |
786 |
0 |
914 |
| 198 |
B(1A+1A2B+1B1C+) |
1 |
5812 |
1 |
2210 |
0 |
961 |
0 |
941 |
0 |
786 |
0 |
914 |
| 199 |
B(1A+1A2B+2C+) |
1 |
5813 |
1 |
2211 |
0 |
961 |
0 |
941 |
0 |
786 |
0 |
914 |
| 200 |
B(1A+1A1B+3B) |
1 |
5814 |
1 |
2212 |
0 |
961 |
0 |
941 |
0 |
786 |
0 |
914 |
| 201 |
B(1A+1A1B+2B1C+) |
3 |
5817 |
1 |
2213 |
0 |
961 |
0 |
941 |
0 |
786 |
2 |
916 |
| 202 |
B(1A+1A4B) |
1 |
5818 |
1 |
2214 |
0 |
961 |
0 |
941 |
0 |
786 |
0 |
916 |
| 203 |
B(1A+1A3B1C+) |
1 |
5819 |
1 |
2215 |
0 |
961 |
0 |
941 |
0 |
786 |
0 |
916 |
| 204 |
B(1A+1A2B1C+1C) |
1 |
5820 |
1 |
2216 |
0 |
961 |
0 |
941 |
0 |
786 |
0 |
916 |
| 205 |
B(1A+1A1B3C+) |
1 |
5821 |
1 |
2217 |
0 |
961 |
0 |
941 |
0 |
786 |
0 |
916 |
| 206 |
B(1A+2B+3B) |
12 |
5833 |
5 |
2222 |
3 |
964 |
3 |
944 |
0 |
786 |
1 |
917 |
| 207 |
B(1A+2B+2B1C+) |
2 |
5835 |
1 |
2223 |
1 |
965 |
0 |
944 |
0 |
786 |
0 |
917 |
| 208 |
B(1A+2B+1B2C+) |
1 |
5836 |
0 |
2223 |
1 |
966 |
0 |
944 |
0 |
786 |
0 |
917 |
| 209 |
B(1A+1B+4B) |
6 |
5842 |
1 |
2224 |
0 |
966 |
1 |
945 |
0 |
786 |
4 |
921 |
| 210 |
B(1A+1B+3B1C+) |
7 |
5849 |
2 |
2226 |
1 |
967 |
0 |
945 |
2 |
788 |
2 |
923 |
| 211 |
B(1A+1B+2B1C+1C) |
1 |
5850 |
0 |
2226 |
0 |
967 |
0 |
945 |
0 |
788 |
1 |
924 |
| 212 |
B(1A+1B+1B3C+) |
1 |
5851 |
0 |
2226 |
1 |
968 |
0 |
945 |
0 |
788 |
0 |
924 |
| 213 |
B(1A+5B) |
3 |
5854 |
1 |
2227 |
1 |
969 |
0 |
945 |
0 |
788 |
1 |
925 |
| 214 |
B(1A+4B1C+) |
2 |
5856 |
1 |
2228 |
1 |
970 |
0 |
945 |
0 |
788 |
0 |
925 |
| 215 |
B(1A+3B2C+) |
2 |
5858 |
1 |
2229 |
0 |
970 |
0 |
945 |
1 |
789 |
0 |
925 |
| 216 |
B(1A+2B3C+) |
3 |
5861 |
3 |
2232 |
0 |
970 |
0 |
945 |
0 |
789 |
0 |
925 |
| 217 |
B(3A1B+1B1C+) |
1 |
5862 |
1 |
2233 |
0 |
970 |
0 |
945 |
0 |
789 |
0 |
925 |
| 218 |
B(3A1B+1C+1C) |
1 |
5863 |
0 |
2233 |
0 |
970 |
0 |
945 |
1 |
790 |
0 |
925 |
| 219 |
B(2A3B+1C+) |
1 |
5864 |
1 |
2234 |
0 |
970 |
0 |
945 |
0 |
790 |
0 |
925 |
| 220 |
B(2A3B+1C) |
1 |
5865 |
0 |
2234 |
0 |
970 |
0 |
945 |
0 |
790 |
1 |
926 |
| 221 |
B(2A2B+2B) |
3 |
5868 |
2 |
2236 |
0 |
970 |
0 |
945 |
0 |
790 |
1 |
927 |
| 222 |
B(2A2B+1B1C+) |
5 |
5873 |
2 |
2238 |
1 |
971 |
0 |
945 |
1 |
791 |
1 |
928 |
| 223 |
B(2A2B+1B1C) |
2 |
5875 |
1 |
2239 |
0 |
971 |
0 |
945 |
0 |
791 |
1 |
929 |
| 224 |
B(2A2B+2C+) |
2 |
5877 |
2 |
2241 |
0 |
971 |
0 |
945 |
0 |
791 |
0 |
929 |
| 225 |
B(2A2B+1C+1C) |
1 |
5878 |
1 |
2242 |
0 |
971 |
0 |
945 |
0 |
791 |
0 |
929 |
| 226 |
B(2A1B+3B) |
12 |
5890 |
6 |
2248 |
0 |
971 |
2 |
947 |
0 |
791 |
4 |
933 |
| 227 |
B(2A1B+2B1C+) |
12 |
5902 |
6 |
2254 |
3 |
974 |
0 |
947 |
1 |
792 |
2 |
935 |
| 228 |
B(2A1B+2B1C) |
1 |
5903 |
0 |
2254 |
0 |
974 |
1 |
948 |
0 |
792 |
0 |
935 |
| 229 |
B(2A1B+1B2C+) |
6 |
5909 |
2 |
2256 |
2 |
976 |
0 |
948 |
2 |
794 |
0 |
935 |
| 230 |
B(2A1B+3C+) |
1 |
5910 |
1 |
2257 |
0 |
976 |
0 |
948 |
0 |
794 |
0 |
935 |
| 231 |
B(2A1B+2C+1C) |
1 |
5911 |
0 |
2257 |
0 |
976 |
0 |
948 |
0 |
794 |
1 |
936 |
| 232 |
B(2A4B) |
4 |
5915 |
0 |
2257 |
2 |
978 |
1 |
949 |
0 |
794 |
1 |
937 |
| 233 |
B(2A3B1C+) |
4 |
5919 |
1 |
2258 |
0 |
978 |
1 |
950 |
0 |
794 |
2 |
939 |
| 234 |
B(2A2B2C+) |
4 |
5923 |
0 |
2258 |
1 |
979 |
0 |
950 |
1 |
795 |
2 |
941 |
| 235 |
B(2A2B1C+1D) |
1 |
5924 |
0 |
2258 |
1 |
980 |
0 |
950 |
0 |
795 |
0 |
941 |
| 236 |
B(2A1B3C+) |
2 |
5926 |
0 |
2258 |
1 |
981 |
0 |
950 |
0 |
795 |
1 |
942 |
| 237 |
B(2A1B2C+1C) |
1 |
5927 |
1 |
2259 |
0 |
981 |
0 |
950 |
0 |
795 |
0 |
942 |
| 238 |
B(2A1B2C+1D) |
1 |
5928 |
1 |
2260 |
0 |
981 |
0 |
950 |
0 |
795 |
0 |
942 |
| 239 |
B(1A4B+1B) |
1 |
5929 |
1 |
2261 |
0 |
981 |
0 |
950 |
0 |
795 |
0 |
942 |
| 240 |
B(1A4B+1C+) |
1 |
5930 |
0 |
2261 |
0 |
981 |
1 |
951 |
0 |
795 |
0 |
942 |
| 241 |
B(1A3B+2B) |
22 |
5952 |
12 |
2273 |
1 |
982 |
4 |
955 |
0 |
795 |
5 |
947 |
| 242 |
B(1A3B+1B1C+) |
24 |
5976 |
14 |
2287 |
5 |
987 |
2 |
957 |
0 |
795 |
3 |
950 |
| 243 |
B(1A3B+1B1C) |
2 |
5978 |
0 |
2287 |
0 |
987 |
0 |
957 |
2 |
797 |
0 |
950 |
| 244 |
B(1A3B+2C+) |
4 |
5982 |
2 |
2289 |
2 |
989 |
0 |
957 |
0 |
797 |
0 |
950 |
| 245 |
B(1A3B+1C+1C) |
4 |
5986 |
0 |
2289 |
3 |
992 |
0 |
957 |
1 |
798 |
0 |
950 |
| 246 |
B(1A3B+2C) |
1 |
5987 |
0 |
2289 |
0 |
992 |
0 |
957 |
0 |
798 |
1 |
951 |
| 247 |
B(1A2B+3B) |
75 |
6062 |
33 |
2322 |
16 |
1008 |
12 |
969 |
2 |
800 |
12 |
963 |
| 248 |
B(1A2B+2B1C+) |
72 |
6134 |
26 |
2348 |
13 |
1021 |
15 |
984 |
11 |
811 |
7 |
970 |
| 249 |
B(1A2B+2B1C) |
5 |
6139 |
2 |
2350 |
3 |
1024 |
0 |
984 |
0 |
811 |
0 |
970 |
| 250 |
B(1A2B+2B1D) |
1 |
6140 |
0 |
2350 |
1 |
1025 |
0 |
984 |
0 |
811 |
0 |
970 |
| 251 |
B(1A2B+1B2C+) |
25 |
6165 |
5 |
2355 |
6 |
1031 |
5 |
989 |
3 |
814 |
6 |
976 |
| 252 |
B(1A2B+1B1C+1C) |
3 |
6168 |
2 |
2357 |
0 |
1031 |
0 |
989 |
0 |
814 |
1 |
977 |
| 253 |
B(1A2B+1B2C) |
1 |
6169 |
1 |
2358 |
0 |
1031 |
0 |
989 |
0 |
814 |
0 |
977 |
| 254 |
B(1A2B+3C+) |
1 |
6170 |
1 |
2359 |
0 |
1031 |
0 |
989 |
0 |
814 |
0 |
977 |
| 255 |
B(1A2B+2C+1C) |
2 |
6172 |
0 |
2359 |
1 |
1032 |
0 |
989 |
0 |
814 |
1 |
978 |
| 256 |
B(1A1B+4B) |
71 |
6243 |
32 |
2391 |
16 |
1048 |
14 |
1003 |
2 |
816 |
7 |
985 |
| 257 |
B(1A1B+3B1C+) |
57 |
6300 |
20 |
2411 |
13 |
1061 |
11 |
1014 |
5 |
821 |
8 |
993 |
| 258 |
B(1A1B+3B1C) |
6 |
6306 |
2 |
2413 |
2 |
1063 |
1 |
1015 |
0 |
821 |
1 |
994 |
| 259 |
B(1A1B+3B1D) |
1 |
6307 |
0 |
2413 |
0 |
1063 |
0 |
1015 |
0 |
821 |
1 |
995 |
| 260 |
B(1A1B+2B2C+) |
39 |
6346 |
14 |
2427 |
9 |
1072 |
6 |
1021 |
3 |
824 |
7 |
1002 |
| 261 |
B(1A1B+2B1C+1C) |
9 |
6355 |
3 |
2430 |
2 |
1074 |
2 |
1023 |
1 |
825 |
1 |
1003 |
| 262 |
B(1A1B+2B1C+1D) |
1 |
6356 |
0 |
2430 |
0 |
1074 |
1 |
1024 |
0 |
825 |
0 |
1003 |
| 263 |
B(1A1B+1B3C+) |
8 |
6364 |
2 |
2432 |
1 |
1075 |
3 |
1027 |
0 |
825 |
2 |
1005 |
| 264 |
B(1A1B+1B2C+1C) |
2 |
6366 |
1 |
2433 |
1 |
1076 |
0 |
1027 |
0 |
825 |
0 |
1005 |
| 265 |
B(1A1B+4C+) |
2 |
6368 |
0 |
2433 |
0 |
1076 |
0 |
1027 |
1 |
826 |
1 |
1006 |
| 266 |
B(1A5B) |
30 |
6398 |
5 |
2438 |
5 |
1081 |
7 |
1034 |
8 |
834 |
5 |
1011 |
| 267 |
B(1A4B1C+) |
40 |
6438 |
4 |
2442 |
11 |
1092 |
10 |
1044 |
10 |
844 |
5 |
1016 |
| 268 |
B(1A4B1C) |
4 |
6442 |
1 |
2443 |
2 |
1094 |
1 |
1045 |
0 |
844 |
0 |
1016 |
| 269 |
B(1A3B2C+) |
19 |
6461 |
5 |
2448 |
7 |
1101 |
3 |
1048 |
2 |
846 |
2 |
1018 |
| 270 |
B(1A3B1C+1C) |
5 |
6466 |
0 |
2448 |
0 |
1101 |
1 |
1049 |
3 |
849 |
1 |
1019 |
| 271 |
B(1A3B1C+1D) |
1 |
6467 |
0 |
2448 |
0 |
1101 |
1 |
1050 |
0 |
849 |
0 |
1019 |
| 272 |
B(1A2B3C+) |
12 |
6479 |
3 |
2451 |
5 |
1106 |
0 |
1050 |
2 |
851 |
2 |
1021 |
| 273 |
B(1A2B2C+1C) |
1 |
6480 |
0 |
2451 |
0 |
1106 |
1 |
1051 |
0 |
851 |
0 |
1021 |
| 274 |
B(1A2B1C+2C) |
1 |
6481 |
0 |
2451 |
0 |
1106 |
0 |
1051 |
1 |
852 |
0 |
1021 |
| 275 |
B(1A1B4C+) |
2 |
6483 |
1 |
2452 |
0 |
1106 |
0 |
1051 |
1 |
853 |
0 |
1021 |
| 276 |
B(5B+1B) |
5 |
6488 |
3 |
2455 |
0 |
1106 |
1 |
1052 |
0 |
853 |
1 |
1022 |
| 277 |
B(5B+1C+) |
4 |
6492 |
1 |
2456 |
2 |
1108 |
1 |
1053 |
0 |
853 |
0 |
1022 |
| 278 |
B(4B+2B) |
58 |
6550 |
21 |
2477 |
7 |
1115 |
12 |
1065 |
2 |
855 |
16 |
1038 |
| 279 |
B(4B+1B1C+) |
37 |
6587 |
9 |
2486 |
11 |
1126 |
8 |
1073 |
2 |
857 |
7 |
1045 |
| 280 |
B(4B+1B1C) |
4 |
6591 |
1 |
2487 |
0 |
1126 |
2 |
1075 |
1 |
858 |
0 |
1045 |
| 281 |
B(4B+2C+) |
7 |
6598 |
1 |
2488 |
5 |
1131 |
1 |
1076 |
0 |
858 |
0 |
1045 |
| 282 |
B(4B+1C+1C) |
1 |
6599 |
0 |
2488 |
0 |
1131 |
1 |
1077 |
0 |
858 |
0 |
1045 |
| 283 |
B(3B+3B) |
229 |
6828 |
61 |
2549 |
57 |
1188 |
56 |
1133 |
15 |
873 |
40 |
1085 |
| 284 |
B(3B+2B1C+) |
129 |
6957 |
31 |
2580 |
37 |
1225 |
27 |
1160 |
19 |
892 |
15 |
1100 |
| 285 |
B(3B+2B1C) |
7 |
6964 |
2 |
2582 |
3 |
1228 |
0 |
1160 |
1 |
893 |
1 |
1101 |
| 286 |
B(3B+2B1D) |
1 |
6965 |
0 |
2582 |
0 |
1228 |
0 |
1160 |
0 |
893 |
1 |
1102 |
| 287 |
B(3B+1B2C+) |
34 |
6999 |
6 |
2588 |
3 |
1231 |
8 |
1168 |
8 |
901 |
9 |
1111 |
| 288 |
B(3B+1B1C+1C) |
13 |
7012 |
2 |
2590 |
1 |
1232 |
3 |
1171 |
5 |
906 |
2 |
1113 |
| 289 |
B(3B+1B1C+1D) |
4 |
7016 |
1 |
2591 |
2 |
1234 |
1 |
1172 |
0 |
906 |
0 |
1113 |
| 290 |
B(3B+1B2C) |
1 |
7017 |
0 |
2591 |
0 |
1234 |
0 |
1172 |
0 |
906 |
1 |
1114 |
| 291 |
B(3B+3C+) |
4 |
7021 |
2 |
2593 |
0 |
1234 |
1 |
1173 |
1 |
907 |
0 |
1114 |
| 292 |
B(3B+2C+1C) |
2 |
7023 |
1 |
2594 |
0 |
1234 |
0 |
1173 |
0 |
907 |
1 |
1115 |
| 293 |
B(2B+4B) |
284 |
7307 |
77 |
2671 |
67 |
1301 |
69 |
1242 |
33 |
940 |
38 |
1153 |
| 294 |
B(2B+3B1C+) |
273 |
7580 |
59 |
2730 |
65 |
1366 |
75 |
1317 |
43 |
983 |
31 |
1184 |
| 295 |
B(2B+3B1C) |
13 |
7593 |
5 |
2735 |
2 |
1368 |
4 |
1321 |
2 |
985 |
0 |
1184 |
| 296 |
B(2B+3B1D) |
3 |
7596 |
1 |
2736 |
1 |
1369 |
0 |
1321 |
0 |
985 |
1 |
1185 |
| 297 |
B(2B+2B2C+) |
140 |
7736 |
30 |
2766 |
26 |
1395 |
37 |
1358 |
25 |
1010 |
22 |
1207 |
| 298 |
B(2B+2B1C+1C) |
29 |
7765 |
7 |
2773 |
3 |
1398 |
6 |
1364 |
10 |
1020 |
3 |
1210 |
| 299 |
B(2B+2B1C+1D) |
1 |
7766 |
0 |
2773 |
1 |
1399 |
0 |
1364 |
0 |
1020 |
0 |
1210 |
| 300 |
B(2B+1B3C+) |
45 |
7811 |
10 |
2783 |
5 |
1404 |
17 |
1381 |
5 |
1025 |
8 |
1218 |
| 301 |
B(2B+1B2C+1C) |
6 |
7817 |
1 |
2784 |
1 |
1405 |
0 |
1381 |
3 |
1028 |
1 |
1219 |
| 302 |
B(2B+1B2C+1D) |
1 |
7818 |
0 |
2784 |
0 |
1405 |
0 |
1381 |
0 |
1028 |
1 |
1220 |
| 303 |
B(2B+1B1C+1C1D) |
1 |
7819 |
1 |
2785 |
0 |
1405 |
0 |
1381 |
0 |
1028 |
0 |
1220 |
| 304 |
B(2B+4C+) |
1 |
7820 |
0 |
2785 |
0 |
1405 |
1 |
1382 |
0 |
1028 |
0 |
1220 |
| 305 |
B(2B+3C+1C) |
1 |
7821 |
0 |
2785 |
0 |
1405 |
0 |
1382 |
1 |
1029 |
0 |
1220 |
| 306 |
B(1B+5B) |
267 |
8088 |
54 |
2839 |
76 |
1481 |
67 |
1449 |
42 |
1071 |
28 |
1248 |
| 307 |
B(1B+4B1C+) |
339 |
8427 |
74 |
2913 |
90 |
1571 |
71 |
1520 |
63 |
1134 |
41 |
1289 |
| 308 |
B(1B+4B1C) |
21 |
8448 |
4 |
2917 |
6 |
1577 |
1 |
1521 |
6 |
1140 |
4 |
1293 |
| 309 |
B(1B+4B1D) |
1 |
8449 |
1 |
2918 |
0 |
1577 |
0 |
1521 |
0 |
1140 |
0 |
1293 |
| 310 |
B(1B+3B2C+) |
283 |
8732 |
63 |
2981 |
58 |
1635 |
60 |
1581 |
67 |
1207 |
35 |
1328 |
| 311 |
B(1B+3B1C+1C) |
41 |
8773 |
10 |
2991 |
7 |
1642 |
9 |
1590 |
12 |
1219 |
3 |
1331 |
| 312 |
B(1B+3B1C+1D) |
1 |
8774 |
0 |
2991 |
0 |
1642 |
1 |
1591 |
0 |
1219 |
0 |
1331 |
| 313 |
B(1B+3B2C) |
1 |
8775 |
0 |
2991 |
1 |
1643 |
0 |
1591 |
0 |
1219 |
0 |
1331 |
| 314 |
B(1B+2B3C+) |
89 |
8864 |
12 |
3003 |
19 |
1662 |
17 |
1608 |
32 |
1251 |
9 |
1340 |
| 315 |
B(1B+2B2C+1C) |
16 |
8880 |
4 |
3007 |
1 |
1663 |
3 |
1611 |
7 |
1258 |
1 |
1341 |
| 316 |
B(1B+2B2C+1D) |
1 |
8881 |
0 |
3007 |
1 |
1664 |
0 |
1611 |
0 |
1258 |
0 |
1341 |
| 317 |
B(1B+1B4C+) |
27 |
8908 |
3 |
3010 |
2 |
1666 |
7 |
1618 |
15 |
1273 |
0 |
1341 |
| 318 |
B(1B+1B3C+1C) |
3 |
8911 |
0 |
3010 |
0 |
1666 |
0 |
1618 |
3 |
1276 |
0 |
1341 |
| 319 |
B(6B) |
115 |
9026 |
27 |
3037 |
23 |
1689 |
33 |
1651 |
22 |
1298 |
10 |
1351 |
| 320 |
B(5B1C+) |
244 |
9270 |
37 |
3074 |
49 |
1738 |
71 |
1722 |
59 |
1357 |
28 |
1379 |
| 321 |
B(5B1C) |
6 |
9276 |
0 |
3074 |
2 |
1740 |
1 |
1723 |
0 |
1357 |
3 |
1382 |
| 322 |
B(5B1D) |
2 |
9278 |
0 |
3074 |
1 |
1741 |
1 |
1724 |
0 |
1357 |
0 |
1382 |
| 323 |
B(4B2C+) |
212 |
9490 |
35 |
3109 |
52 |
1793 |
52 |
1776 |
56 |
1413 |
17 |
1399 |
| 324 |
B(4B1C+1C) |
15 |
9505 |
1 |
3110 |
1 |
1794 |
6 |
1782 |
6 |
1419 |
1 |
1400 |
| 325 |
B(4B1C+1D) |
1 |
9506 |
0 |
3110 |
0 |
1794 |
0 |
1782 |
1 |
1420 |
0 |
1400 |
| 326 |
B(3B3C+) |
106 |
9612 |
8 |
3118 |
15 |
1809 |
21 |
1803 |
56 |
1476 |
6 |
1406 |
| 327 |
B(3B2C+1C) |
9 |
9621 |
0 |
3118 |
2 |
1811 |
1 |
1804 |
5 |
1481 |
1 |
1407 |
| 328 |
B(3B2C+1D) |
1 |
9622 |
0 |
3118 |
0 |
1811 |
0 |
1804 |
1 |
1482 |
0 |
1407 |
| 329 |
B(2B4C+) |
18 |
9640 |
2 |
3120 |
3 |
1814 |
4 |
1808 |
9 |
1491 |
0 |
1407 |
| 330 |
B(2B3C+1C) |
1 |
9641 |
0 |
3120 |
0 |
1814 |
0 |
1808 |
1 |
1492 |
0 |
1407 |
| 331 |
C+(1A+1B+1B1C+2C) |
1 |
9642 |
0 |
3120 |
0 |
1814 |
1 |
1809 |
0 |
1492 |
0 |
1407 |
| 332 |
C+(1A+2B3C+) |
2 |
9644 |
2 |
3122 |
0 |
1814 |
0 |
1809 |
0 |
1492 |
0 |
1407 |
| 333 |
C+(1A+2B2C+1C) |
2 |
9646 |
2 |
3124 |
0 |
1814 |
0 |
1809 |
0 |
1492 |
0 |
1407 |
| 334 |
C+(1A1B+2B2C+) |
1 |
9647 |
1 |
3125 |
0 |
1814 |
0 |
1809 |
0 |
1492 |
0 |
1407 |
| 335 |
C+(1A1B+1B3C+) |
1 |
9648 |
1 |
3126 |
0 |
1814 |
0 |
1809 |
0 |
1492 |
0 |
1407 |
| 336 |
C+(1A1B+4C+) |
2 |
9650 |
0 |
3126 |
0 |
1814 |
2 |
1811 |
0 |
1492 |
0 |
1407 |
| 337 |
C+(1A1B+3C+1C) |
1 |
9651 |
1 |
3127 |
0 |
1814 |
0 |
1811 |
0 |
1492 |
0 |
1407 |
| 338 |
C+(1A3B2C+) |
1 |
9652 |
0 |
3127 |
0 |
1814 |
1 |
1812 |
0 |
1492 |
0 |
1407 |
| 339 |
C+(1A2B3C+) |
9 |
9661 |
6 |
3133 |
2 |
1816 |
1 |
1813 |
0 |
1492 |
0 |
1407 |
| 340 |
C+(1A2B2C+1C) |
7 |
9668 |
2 |
3135 |
0 |
1816 |
2 |
1815 |
0 |
1492 |
3 |
1410 |
| 341 |
C+(1A2B1C+2C) |
1 |
9669 |
1 |
3136 |
0 |
1816 |
0 |
1815 |
0 |
1492 |
0 |
1410 |
| 342 |
C+(1A1B4C+) |
3 |
9672 |
1 |
3137 |
0 |
1816 |
1 |
1816 |
0 |
1492 |
1 |
1411 |
| 343 |
C+(1A1B3C+1C) |
5 |
9677 |
1 |
3138 |
2 |
1818 |
0 |
1816 |
0 |
1492 |
2 |
1413 |
| 344 |
C+(1A1B2C+2C) |
2 |
9679 |
0 |
3138 |
0 |
1818 |
0 |
1816 |
0 |
1492 |
2 |
1415 |
| 345 |
C+(1A5C+) |
1 |
9680 |
0 |
3138 |
0 |
1818 |
1 |
1817 |
0 |
1492 |
0 |
1415 |
| 346 |
C+(3B+1B1C1D) |
1 |
9681 |
0 |
3138 |
0 |
1818 |
1 |
1818 |
0 |
1492 |
0 |
1415 |
| 347 |
C+(2B+3B1C+) |
1 |
9682 |
0 |
3138 |
0 |
1818 |
0 |
1818 |
0 |
1492 |
1 |
1416 |
| 348 |
C+(2B+2B2C+) |
6 |
9688 |
6 |
3144 |
0 |
1818 |
0 |
1818 |
0 |
1492 |
0 |
1416 |
| 349 |
C+(2B+2B1C+1C) |
6 |
9694 |
6 |
3150 |
0 |
1818 |
0 |
1818 |
0 |
1492 |
0 |
1416 |
| 350 |
C+(2B+2B2C) |
1 |
9695 |
1 |
3151 |
0 |
1818 |
0 |
1818 |
0 |
1492 |
0 |
1416 |
| 351 |
C+(2B+2B1C1D) |
1 |
9696 |
0 |
3151 |
0 |
1818 |
0 |
1818 |
0 |
1492 |
1 |
1417 |
| 352 |
C+(2B+1B3C+) |
7 |
9703 |
3 |
3154 |
1 |
1819 |
1 |
1819 |
0 |
1492 |
2 |
1419 |
| 353 |
C+(2B+1B2C+1C) |
10 |
9713 |
5 |
3159 |
2 |
1821 |
3 |
1822 |
0 |
1492 |
0 |
1419 |
| 354 |
C+(2B+1B1C+2C) |
1 |
9714 |
0 |
3159 |
0 |
1821 |
1 |
1823 |
0 |
1492 |
0 |
1419 |
| 355 |
C+(2B+4C+) |
3 |
9717 |
0 |
3159 |
0 |
1821 |
1 |
1824 |
0 |
1492 |
2 |
1421 |
| 356 |
C+(2B+3C+1C) |
7 |
9724 |
4 |
3163 |
1 |
1822 |
0 |
1824 |
0 |
1492 |
2 |
1423 |
| 357 |
C+(2B+2C+2C) |
2 |
9726 |
2 |
3165 |
0 |
1822 |
0 |
1824 |
0 |
1492 |
0 |
1423 |
| 358 |
C+(2B+2C+2D) |
1 |
9727 |
1 |
3166 |
0 |
1822 |
0 |
1824 |
0 |
1492 |
0 |
1423 |
| 359 |
C+(1B+4B1C+) |
6 |
9733 |
2 |
3168 |
0 |
1822 |
1 |
1825 |
0 |
1492 |
3 |
1426 |
| 360 |
C+(1B+4B1C) |
3 |
9736 |
3 |
3171 |
0 |
1822 |
0 |
1825 |
0 |
1492 |
0 |
1426 |
| 361 |
C+(1B+4B1D) |
1 |
9737 |
0 |
3171 |
0 |
1822 |
0 |
1825 |
0 |
1492 |
1 |
1427 |
| 362 |
C+(1B+3B2C+) |
43 |
9780 |
15 |
3186 |
5 |
1827 |
14 |
1839 |
0 |
1492 |
9 |
1436 |
| 363 |
C+(1B+3B1C+1C) |
12 |
9792 |
7 |
3193 |
1 |
1828 |
4 |
1843 |
0 |
1492 |
0 |
1436 |
| 364 |
C+(1B+3B1C+1D) |
2 |
9794 |
1 |
3194 |
0 |
1828 |
1 |
1844 |
0 |
1492 |
0 |
1436 |
| 365 |
C+(1B+3B2C) |
2 |
9796 |
1 |
3195 |
0 |
1828 |
0 |
1844 |
1 |
1493 |
0 |
1436 |
| 366 |
C+(1B+3B2D) |
1 |
9797 |
0 |
3195 |
0 |
1828 |
0 |
1844 |
1 |
1494 |
0 |
1436 |
| 367 |
C+(1B+2B3C+) |
81 |
9878 |
32 |
3227 |
19 |
1847 |
10 |
1854 |
5 |
1499 |
15 |
1451 |
| 368 |
C+(1B+2B2C+1C) |
63 |
9941 |
22 |
3249 |
12 |
1859 |
11 |
1865 |
8 |
1507 |
10 |
1461 |
| 369 |
C+(1B+2B2C+1D) |
2 |
9943 |
1 |
3250 |
0 |
1859 |
0 |
1865 |
0 |
1507 |
1 |
1462 |
| 370 |
C+(1B+2B1C+2C) |
9 |
9952 |
2 |
3252 |
4 |
1863 |
2 |
1867 |
1 |
1508 |
0 |
1462 |
| 371 |
C+(1B+2B1C+1C1D) |
2 |
9954 |
2 |
3254 |
0 |
1863 |
0 |
1867 |
0 |
1508 |
0 |
1462 |
| 372 |
C+(1B+2B3C) |
2 |
9956 |
0 |
3254 |
1 |
1864 |
0 |
1867 |
1 |
1509 |
0 |
1462 |
| 373 |
C+(1B+1B4C+) |
72 |
10028 |
25 |
3279 |
7 |
1871 |
11 |
1878 |
10 |
1519 |
19 |
1481 |
| 374 |
C+(1B+1B3C+1C) |
58 |
10086 |
23 |
3302 |
10 |
1881 |
8 |
1886 |
10 |
1529 |
7 |
1488 |
| 375 |
C+(1B+1B3C+1D) |
9 |
10095 |
4 |
3306 |
1 |
1882 |
0 |
1886 |
2 |
1531 |
2 |
1490 |
| 376 |
C+(1B+1B2C+2C) |
22 |
10117 |
13 |
3319 |
5 |
1887 |
1 |
1887 |
0 |
1531 |
3 |
1493 |
| 377 |
C+(1B+1B2C+1C1D) |
3 |
10120 |
0 |
3319 |
0 |
1887 |
1 |
1888 |
1 |
1532 |
1 |
1494 |
| 378 |
C+(1B+1B1C+3C) |
9 |
10129 |
2 |
3321 |
0 |
1887 |
1 |
1889 |
4 |
1536 |
2 |
1496 |
| 379 |
C+(1B+1B1C+2C1D) |
1 |
10130 |
1 |
3322 |
0 |
1887 |
0 |
1889 |
0 |
1536 |
0 |
1496 |
| 380 |
C+(1B+1B4C) |
1 |
10131 |
0 |
3322 |
1 |
1888 |
0 |
1889 |
0 |
1536 |
0 |
1496 |
| 381 |
C+(1B+1B2C2D) |
1 |
10132 |
1 |
3323 |
0 |
1888 |
0 |
1889 |
0 |
1536 |
0 |
1496 |
| 382 |
C+(1B+5C+) |
29 |
10161 |
11 |
3334 |
4 |
1892 |
6 |
1895 |
4 |
1540 |
4 |
1500 |
| 383 |
C+(1B+4C+1C) |
29 |
10190 |
9 |
3343 |
5 |
1897 |
8 |
1903 |
4 |
1544 |
3 |
1503 |
| 384 |
C+(1B+4C+1D) |
2 |
10192 |
1 |
3344 |
0 |
1897 |
0 |
1903 |
1 |
1545 |
0 |
1503 |
| 385 |
C+(1B+3C+2C) |
17 |
10209 |
10 |
3354 |
3 |
1900 |
1 |
1904 |
0 |
1545 |
3 |
1506 |
| 386 |
C+(1B+3C+1C1D) |
6 |
10215 |
1 |
3355 |
1 |
1901 |
0 |
1904 |
1 |
1546 |
3 |
1509 |
| 387 |
C+(1B+2C+3C) |
7 |
10222 |
0 |
3355 |
2 |
1903 |
2 |
1906 |
2 |
1548 |
1 |
1510 |
| 388 |
C+(1B+1C+4C) |
2 |
10224 |
0 |
3355 |
1 |
1904 |
0 |
1906 |
1 |
1549 |
0 |
1510 |
| 389 |
C+(5B1C+) |
18 |
10242 |
9 |
3364 |
3 |
1907 |
4 |
1910 |
0 |
1549 |
2 |
1512 |
| 390 |
C+(5B1C) |
5 |
10247 |
2 |
3366 |
0 |
1907 |
2 |
1912 |
0 |
1549 |
1 |
1513 |
| 391 |
C+(5B1D) |
1 |
10248 |
0 |
3366 |
0 |
1907 |
0 |
1912 |
0 |
1549 |
1 |
1514 |
| 392 |
C+(4B2C+) |
138 |
10386 |
45 |
3411 |
22 |
1929 |
46 |
1958 |
5 |
1554 |
20 |
1534 |
| 393 |
C+(4B1C+1C) |
58 |
10444 |
16 |
3427 |
13 |
1942 |
17 |
1975 |
2 |
1556 |
10 |
1544 |
| 394 |
C+(4B1C+1D) |
5 |
10449 |
2 |
3429 |
0 |
1942 |
1 |
1976 |
0 |
1556 |
2 |
1546 |
| 395 |
C+(4B2C) |
7 |
10456 |
4 |
3433 |
0 |
1942 |
1 |
1977 |
1 |
1557 |
1 |
1547 |
| 396 |
C+(4B1C1D) |
1 |
10457 |
1 |
3434 |
0 |
1942 |
0 |
1977 |
0 |
1557 |
0 |
1547 |
| 397 |
C+(3B3C+) |
307 |
10764 |
99 |
3533 |
47 |
1989 |
77 |
2054 |
36 |
1593 |
48 |
1595 |
| 398 |
C+(3B2C+1C) |
151 |
10915 |
53 |
3586 |
23 |
2012 |
34 |
2088 |
20 |
1613 |
21 |
1616 |
| 399 |
C+(3B2C+1D) |
13 |
10928 |
5 |
3591 |
1 |
2013 |
4 |
2092 |
1 |
1614 |
2 |
1618 |
| 400 |
C+(3B1C+2C) |
30 |
10958 |
11 |
3602 |
5 |
2018 |
3 |
2095 |
7 |
1621 |
4 |
1622 |
| 401 |
C+(3B1C+1C1D) |
7 |
10965 |
4 |
3606 |
2 |
2020 |
1 |
2096 |
0 |
1621 |
0 |
1622 |
| 402 |
C+(3B3C) |
3 |
10968 |
0 |
3606 |
1 |
2021 |
2 |
2098 |
0 |
1621 |
0 |
1622 |
| 403 |
C+(2B4C+) |
390 |
11358 |
110 |
3716 |
57 |
2078 |
111 |
2209 |
72 |
1693 |
40 |
1662 |
| 404 |
C+(2B3C+1C) |
285 |
11643 |
100 |
3816 |
52 |
2130 |
49 |
2258 |
52 |
1745 |
32 |
1694 |
| 405 |
C+(2B3C+1D) |
16 |
11659 |
9 |
3825 |
0 |
2130 |
4 |
2262 |
3 |
1748 |
0 |
1694 |
| 406 |
C+(2B2C+2C) |
127 |
11786 |
42 |
3867 |
18 |
2148 |
24 |
2286 |
25 |
1773 |
18 |
1712 |
| 407 |
C+(2B2C+1C1D) |
17 |
11803 |
3 |
3870 |
3 |
2151 |
3 |
2289 |
5 |
1778 |
3 |
1715 |
| 408 |
C+(2B1C+3C) |
26 |
11829 |
11 |
3881 |
3 |
2154 |
5 |
2294 |
4 |
1782 |
3 |
1718 |
| 409 |
C+(2B1C+2C1D) |
4 |
11833 |
2 |
3883 |
1 |
2155 |
0 |
2294 |
0 |
1782 |
1 |
1719 |
| 410 |
C+(2B4C) |
2 |
11835 |
0 |
3883 |
0 |
2155 |
0 |
2294 |
1 |
1783 |
1 |
1720 |
| 411 |
C+(1B5C+) |
311 |
12146 |
88 |
3971 |
49 |
2204 |
68 |
2362 |
65 |
1848 |
41 |
1761 |
| 412 |
C+(1B4C+1C) |
375 |
12521 |
112 |
4083 |
68 |
2272 |
78 |
2440 |
64 |
1912 |
53 |
1814 |
| 413 |
C+(1B4C+1D) |
26 |
12547 |
9 |
4092 |
3 |
2275 |
6 |
2446 |
3 |
1915 |
5 |
1819 |
| 414 |
C+(1B3C+2C) |
214 |
12761 |
72 |
4164 |
31 |
2306 |
48 |
2494 |
35 |
1950 |
28 |
1847 |
| 415 |
C+(1B3C+1C1D) |
29 |
12790 |
12 |
4176 |
3 |
2309 |
7 |
2501 |
3 |
1953 |
4 |
1851 |
| 416 |
C+(1B3C+2D) |
1 |
12791 |
0 |
4176 |
1 |
2310 |
0 |
2501 |
0 |
1953 |
0 |
1851 |
| 417 |
C+(1B2C+3C) |
68 |
12859 |
13 |
4189 |
17 |
2327 |
12 |
2513 |
18 |
1971 |
8 |
1859 |
| 418 |
C+(1B2C+2C1D) |
8 |
12867 |
0 |
4189 |
2 |
2329 |
2 |
2515 |
4 |
1975 |
0 |
1859 |
| 419 |
C+(1B1C+4C) |
5 |
12872 |
0 |
4189 |
1 |
2330 |
0 |
2515 |
3 |
1978 |
1 |
1860 |
| 420 |
C+(1B5C) |
1 |
12873 |
0 |
4189 |
0 |
2330 |
0 |
2515 |
0 |
1978 |
1 |
1861 |
| 421 |
C+(6C+) |
144 |
13017 |
61 |
4250 |
12 |
2342 |
30 |
2545 |
20 |
1998 |
21 |
1882 |
| 422 |
C+(5C+1C) |
202 |
13219 |
69 |
4319 |
27 |
2369 |
42 |
2587 |
38 |
2036 |
26 |
1908 |
| 423 |
C+(5C+1D) |
11 |
13230 |
1 |
4320 |
1 |
2370 |
3 |
2590 |
4 |
2040 |
2 |
1910 |
| 424 |
C+(4C+2C) |
152 |
13382 |
26 |
4346 |
26 |
2396 |
27 |
2617 |
54 |
2094 |
19 |
1929 |
| 425 |
C+(4C+1C1D) |
10 |
13392 |
1 |
4347 |
2 |
2398 |
3 |
2620 |
2 |
2096 |
2 |
1931 |
| 426 |
C+(3C+3C) |
64 |
13456 |
7 |
4354 |
8 |
2406 |
11 |
2631 |
35 |
2131 |
3 |
1934 |
| 427 |
C+(3C+2C1D) |
4 |
13460 |
0 |
4354 |
2 |
2408 |
1 |
2632 |
1 |
2132 |
0 |
1934 |
| 428 |
C+(2C+4C) |
3 |
13463 |
0 |
4354 |
0 |
2408 |
0 |
2632 |
3 |
2135 |
0 |
1934 |
| 429 |
C(1A+1C+4D) |
1 |
13464 |
0 |
4354 |
0 |
2408 |
0 |
2632 |
0 |
2135 |
1 |
1935 |
| 430 |
C(1B+1B1C+2C1D) |
1 |
13465 |
1 |
4355 |
0 |
2408 |
0 |
2632 |
0 |
2135 |
0 |
1935 |
| 431 |
C(1B+1B3C1D) |
1 |
13466 |
1 |
4356 |
0 |
2408 |
0 |
2632 |
0 |
2135 |
0 |
1935 |
| 432 |
C(1B+3C+2C) |
1 |
13467 |
1 |
4357 |
0 |
2408 |
0 |
2632 |
0 |
2135 |
0 |
1935 |
| 433 |
C(1B+2C+3C) |
6 |
13473 |
4 |
4361 |
0 |
2408 |
0 |
2632 |
0 |
2135 |
2 |
1937 |
| 434 |
C(1B+2C+2C1D) |
2 |
13475 |
1 |
4362 |
0 |
2408 |
0 |
2632 |
0 |
2135 |
1 |
1938 |
| 435 |
C(1B+1C+4C) |
1 |
13476 |
0 |
4362 |
0 |
2408 |
0 |
2632 |
0 |
2135 |
1 |
1939 |
| 436 |
C(1B+1C+3C1D) |
1 |
13477 |
1 |
4363 |
0 |
2408 |
0 |
2632 |
0 |
2135 |
0 |
1939 |
| 437 |
C(1B+5C) |
2 |
13479 |
0 |
4363 |
0 |
2408 |
0 |
2632 |
0 |
2135 |
2 |
1941 |
| 438 |
C(3B1C2D) |
1 |
13480 |
0 |
4363 |
0 |
2408 |
0 |
2632 |
0 |
2135 |
1 |
1942 |
| 439 |
C(2B3C+1C) |
1 |
13481 |
1 |
4364 |
0 |
2408 |
0 |
2632 |
0 |
2135 |
0 |
1942 |
| 440 |
C(2B2C+2C) |
1 |
13482 |
0 |
4364 |
0 |
2408 |
0 |
2632 |
0 |
2135 |
1 |
1943 |
| 441 |
C(2B2C+1C1D) |
2 |
13484 |
1 |
4365 |
1 |
2409 |
0 |
2632 |
0 |
2135 |
0 |
1943 |
| 442 |
C(2B1C+3C) |
9 |
13493 |
6 |
4371 |
0 |
2409 |
0 |
2632 |
0 |
2135 |
3 |
1946 |
| 443 |
C(2B1C+2C1D) |
5 |
13498 |
4 |
4375 |
0 |
2409 |
0 |
2632 |
0 |
2135 |
1 |
1947 |
| 444 |
C(2B4C) |
1 |
13499 |
1 |
4376 |
0 |
2409 |
0 |
2632 |
0 |
2135 |
0 |
1947 |
| 445 |
C(2B3C1D) |
3 |
13502 |
0 |
4376 |
0 |
2409 |
0 |
2632 |
1 |
2136 |
2 |
1949 |
| 446 |
C(2B2C2D) |
2 |
13504 |
2 |
4378 |
0 |
2409 |
0 |
2632 |
0 |
2136 |
0 |
1949 |
| 447 |
C(1B4C+1C) |
8 |
13512 |
3 |
4381 |
0 |
2409 |
1 |
2633 |
0 |
2136 |
4 |
1953 |
| 448 |
C(1B4C+1D) |
2 |
13514 |
1 |
4382 |
0 |
2409 |
0 |
2633 |
0 |
2136 |
1 |
1954 |
| 449 |
C(1B3C+2C) |
68 |
13582 |
34 |
4416 |
4 |
2413 |
9 |
2642 |
0 |
2136 |
21 |
1975 |
| 450 |
C(1B3C+1C1D) |
16 |
13598 |
9 |
4425 |
1 |
2414 |
5 |
2647 |
0 |
2136 |
1 |
1976 |
| 451 |
C(1B2C+3C) |
109 |
13707 |
60 |
4485 |
8 |
2422 |
12 |
2659 |
1 |
2137 |
28 |
2004 |
| 452 |
C(1B2C+2C1D) |
34 |
13741 |
15 |
4500 |
4 |
2426 |
4 |
2663 |
2 |
2139 |
9 |
2013 |
| 453 |
C(1B2C+1C2D) |
10 |
13751 |
2 |
4502 |
2 |
2428 |
2 |
2665 |
0 |
2139 |
4 |
2017 |
| 454 |
C(1B1C+4C) |
74 |
13825 |
34 |
4536 |
7 |
2435 |
11 |
2676 |
3 |
2142 |
19 |
2036 |
| 455 |
C(1B1C+3C1D) |
44 |
13869 |
23 |
4559 |
2 |
2437 |
6 |
2682 |
4 |
2146 |
9 |
2045 |
| 456 |
C(1B1C+2C2D) |
8 |
13877 |
6 |
4565 |
1 |
2438 |
0 |
2682 |
0 |
2146 |
1 |
2046 |
| 457 |
C(1B1C+1C3D) |
1 |
13878 |
0 |
4565 |
1 |
2439 |
0 |
2682 |
0 |
2146 |
0 |
2046 |
| 458 |
C(1B5C) |
19 |
13897 |
7 |
4572 |
3 |
2442 |
3 |
2685 |
4 |
2150 |
2 |
2048 |
| 459 |
C(1B4C1D) |
17 |
13914 |
8 |
4580 |
1 |
2443 |
3 |
2688 |
3 |
2153 |
2 |
2050 |
| 460 |
C(1B3C2D) |
8 |
13922 |
4 |
4584 |
1 |
2444 |
1 |
2689 |
0 |
2153 |
2 |
2052 |
| 461 |
C(1B2C3D) |
4 |
13926 |
1 |
4585 |
1 |
2445 |
1 |
2690 |
0 |
2153 |
1 |
2053 |
| 462 |
C(6C+) |
5 |
13931 |
3 |
4588 |
0 |
2445 |
2 |
2692 |
0 |
2153 |
0 |
2053 |
| 463 |
C(5C+1C) |
61 |
13992 |
37 |
4625 |
3 |
2448 |
7 |
2699 |
0 |
2153 |
14 |
2067 |
| 464 |
C(5C+1D) |
10 |
14002 |
8 |
4633 |
0 |
2448 |
1 |
2700 |
0 |
2153 |
1 |
2068 |
| 465 |
C(4C+2C) |
241 |
14243 |
119 |
4752 |
8 |
2456 |
57 |
2757 |
4 |
2157 |
53 |
2121 |
| 466 |
C(4C+1C1D) |
47 |
14290 |
19 |
4771 |
4 |
2460 |
13 |
2770 |
4 |
2161 |
7 |
2128 |
| 467 |
C(4C+2D) |
4 |
14294 |
2 |
4773 |
1 |
2461 |
1 |
2771 |
0 |
2161 |
0 |
2128 |
| 468 |
C(3C+3C) |
313 |
14607 |
133 |
4906 |
25 |
2486 |
48 |
2819 |
30 |
2191 |
77 |
2205 |
| 469 |
C(3C+2C1D) |
144 |
14751 |
59 |
4965 |
10 |
2496 |
31 |
2850 |
14 |
2205 |
30 |
2235 |
| 470 |
C(3C+1C2D) |
19 |
14770 |
7 |
4972 |
2 |
2498 |
2 |
2852 |
5 |
2210 |
3 |
2238 |
| 471 |
C(2C+4C) |
352 |
15122 |
158 |
5130 |
26 |
2524 |
53 |
2905 |
32 |
2242 |
83 |
2321 |
| 472 |
C(2C+3C1D) |
245 |
15367 |
100 |
5230 |
22 |
2546 |
21 |
2926 |
25 |
2267 |
77 |
2398 |
| 473 |
C(2C+2C2D) |
71 |
15438 |
20 |
5250 |
10 |
2556 |
9 |
2935 |
8 |
2275 |
24 |
2422 |
| 474 |
C(2C+1C3D) |
10 |
15448 |
2 |
5252 |
2 |
2558 |
2 |
2937 |
4 |
2279 |
0 |
2422 |
| 475 |
C(1C+5C) |
234 |
15682 |
87 |
5339 |
25 |
2583 |
49 |
2986 |
21 |
2300 |
52 |
2474 |
| 476 |
C(1C+4C1D) |
297 |
15979 |
134 |
5473 |
29 |
2612 |
35 |
3021 |
23 |
2323 |
76 |
2550 |
| 477 |
C(1C+3C2D) |
95 |
16074 |
38 |
5511 |
14 |
2626 |
6 |
3027 |
9 |
2332 |
28 |
2578 |
| 478 |
C(1C+2C3D) |
15 |
16089 |
7 |
5518 |
4 |
2630 |
2 |
3029 |
2 |
2334 |
0 |
2578 |
| 479 |
C(1C+1C4D) |
1 |
16090 |
0 |
5518 |
0 |
2630 |
0 |
3029 |
1 |
2335 |
0 |
2578 |
| 480 |
C(6C) |
104 |
16194 |
48 |
5566 |
8 |
2638 |
17 |
3046 |
5 |
2340 |
26 |
2604 |
| 481 |
C(5C1D) |
113 |
16307 |
38 |
5604 |
13 |
2651 |
22 |
3068 |
13 |
2353 |
27 |
2631 |
| 482 |
C(4C2D) |
36 |
16343 |
11 |
5615 |
6 |
2657 |
4 |
3072 |
14 |
2367 |
1 |
2632 |
| 483 |
C(3C3D) |
12 |
16355 |
4 |
5619 |
2 |
2659 |
1 |
3073 |
5 |
2372 |
0 |
2632 |
| 484 |
D(1B1C+2C2D) |
1 |
16356 |
0 |
5619 |
0 |
2659 |
0 |
3073 |
0 |
2372 |
1 |
2633 |
| 485 |
D(1B1C+4D) |
1 |
16357 |
0 |
5619 |
0 |
2659 |
1 |
3074 |
0 |
2372 |
0 |
2633 |
| 486 |
D(1B3C2D) |
5 |
16362 |
2 |
5621 |
0 |
2659 |
1 |
3075 |
0 |
2372 |
2 |
2635 |
| 487 |
D(1B2C3D) |
4 |
16366 |
1 |
5622 |
0 |
2659 |
0 |
3075 |
0 |
2372 |
3 |
2638 |
| 488 |
D(1B1C4D) |
3 |
16369 |
1 |
5623 |
0 |
2659 |
0 |
3075 |
0 |
2372 |
2 |
2640 |
| 489 |
D(1B5D) |
1 |
16370 |
0 |
5623 |
0 |
2659 |
0 |
3075 |
1 |
2373 |
0 |
2640 |
| 490 |
D(2C+3C1D) |
6 |
16376 |
2 |
5625 |
0 |
2659 |
0 |
3075 |
0 |
2373 |
4 |
2644 |
| 491 |
D(2C+2C2D) |
21 |
16397 |
7 |
5632 |
1 |
2660 |
1 |
3076 |
0 |
2373 |
12 |
2656 |
| 492 |
D(2C+1C3D) |
10 |
16407 |
5 |
5637 |
0 |
2660 |
1 |
3077 |
0 |
2373 |
4 |
2660 |
| 493 |
D(2C+4D) |
3 |
16410 |
1 |
5638 |
0 |
2660 |
0 |
3077 |
0 |
2373 |
2 |
2662 |
| 494 |
D(1C+5C) |
10 |
16420 |
4 |
5642 |
0 |
2660 |
1 |
3078 |
0 |
2373 |
5 |
2667 |
| 495 |
D(1C+4C1D) |
56 |
16476 |
27 |
5669 |
1 |
2661 |
4 |
3082 |
0 |
2373 |
24 |
2691 |
| 496 |
D(1C+3C2D) |
122 |
16598 |
58 |
5727 |
4 |
2665 |
6 |
3088 |
3 |
2376 |
51 |
2742 |
| 497 |
D(1C+2C3D) |
108 |
16706 |
58 |
5785 |
2 |
2667 |
11 |
3099 |
5 |
2381 |
32 |
2774 |
| 498 |
D(1C+1C4D) |
51 |
16757 |
21 |
5806 |
2 |
2669 |
5 |
3104 |
6 |
2387 |
17 |
2791 |
| 499 |
D(1C+5D) |
21 |
16778 |
10 |
5816 |
2 |
2671 |
0 |
3104 |
1 |
2388 |
8 |
2799 |
| 500 |
D(6C) |
25 |
16803 |
16 |
5832 |
0 |
2671 |
0 |
3104 |
0 |
2388 |
9 |
2808 |
| 501 |
D(5C1D) |
113 |
16916 |
58 |
5890 |
4 |
2675 |
7 |
3111 |
0 |
2388 |
44 |
2852 |
| 502 |
D(4C2D) |
281 |
17197 |
149 |
6039 |
14 |
2689 |
22 |
3133 |
6 |
2394 |
90 |
2942 |
| 503 |
D(3C3D) |
347 |
17544 |
176 |
6215 |
29 |
2718 |
20 |
3153 |
21 |
2415 |
101 |
3043 |
| 504 |
D(2C4D) |
320 |
17864 |
146 |
6361 |
27 |
2745 |
17 |
3170 |
15 |
2430 |
115 |
3158 |
| 505 |
D(1C5D) |
284 |
18148 |
131 |
6492 |
21 |
2766 |
14 |
3184 |
18 |
2448 |
100 |
3258 |
| 506 |
D(6D) |
118 |
18266 |
56 |
6548 |
15 |
2781 |
3 |
3187 |
4 |
2452 |
40 |
3298 |
| 507 |
E(1B+5D) |
1 |
18267 |
0 |
6548 |
0 |
2781 |
0 |
3187 |
0 |
2452 |
1 |
3299 |
| 508 |
E(1B5D) |
1 |
18268 |
1 |
6549 |
0 |
2781 |
0 |
3187 |
0 |
2452 |
0 |
3299 |
| 509 |
E(1C+5D) |
9 |
18277 |
7 |
6556 |
2 |
2783 |
0 |
3187 |
0 |
2452 |
0 |
3299 |
| 510 |
E(2C4D) |
3 |
18280 |
2 |
6558 |
0 |
2783 |
0 |
3187 |
1 |
2453 |
0 |
3299 |
| 511 |
E(1C5D) |
53 |
18333 |
21 |
6579 |
3 |
2786 |
6 |
3193 |
2 |
2455 |
21 |
3320 |
| 512 |
E(6D) |
771 |
19104 |
366 |
6945 |
56 |
2842 |
49 |
3242 |
38 |
2493 |
262 |
3582 |
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