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贺州2015年中考一级一档统计表
- 圣才学习网·中小学学习网
- 2015-07-20 11:39
|
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+(7A+)
|
80
|
80
|
53
|
53
|
5
|
5
|
6
|
6
|
6
|
6
|
10
|
10
|
|
2
|
A+(6A+1A)
|
127
|
207
|
92
|
145
|
7
|
12
|
4
|
10
|
11
|
17
|
13
|
23
|
|
3
|
A+(6A+1B+)
|
10
|
217
|
3
|
148
|
1
|
13
|
1
|
11
|
3
|
20
|
2
|
25
|
|
4
|
A+(5A+2A)
|
125
|
342
|
77
|
225
|
10
|
23
|
11
|
22
|
10
|
30
|
17
|
42
|
|
5
|
A+(5A+1A1B+)
|
33
|
375
|
22
|
247
|
2
|
25
|
3
|
25
|
4
|
34
|
2
|
44
|
|
6
|
A+(5A+1A1B)
|
1
|
376
|
1
|
248
|
0
|
25
|
0
|
25
|
0
|
34
|
0
|
44
|
|
7
|
A+(5A+2B+)
|
2
|
378
|
1
|
249
|
0
|
25
|
0
|
25
|
0
|
34
|
1
|
45
|
|
8
|
A+(4A+3A)
|
118
|
496
|
70
|
319
|
13
|
38
|
10
|
35
|
10
|
44
|
15
|
60
|
|
9
|
A+(4A+2A1B+)
|
59
|
555
|
28
|
347
|
2
|
40
|
8
|
43
|
7
|
51
|
14
|
74
|
|
10
|
A+(4A+2A1B)
|
2
|
557
|
2
|
349
|
0
|
40
|
0
|
43
|
0
|
51
|
0
|
74
|
|
11
|
A+(4A+1A2B+)
|
3
|
560
|
0
|
349
|
0
|
40
|
2
|
45
|
0
|
51
|
1
|
75
|
|
12
|
A+(3A+4A)
|
117
|
677
|
62
|
411
|
10
|
50
|
14
|
59
|
15
|
66
|
16
|
91
|
|
13
|
A+(3A+3A1B+)
|
45
|
722
|
24
|
435
|
4
|
54
|
5
|
64
|
8
|
74
|
4
|
95
|
|
14
|
A+(3A+2A2B+)
|
11
|
733
|
6
|
441
|
1
|
55
|
0
|
64
|
3
|
77
|
1
|
96
|
|
15
|
A+(3A+2A1B+1B)
|
1
|
734
|
1
|
442
|
0
|
55
|
0
|
64
|
0
|
77
|
0
|
96
|
|
16
|
A+(2A+5A)
|
52
|
786
|
26
|
468
|
3
|
58
|
5
|
69
|
12
|
89
|
6
|
102
|
|
17
|
A+(2A+4A1B+)
|
29
|
815
|
10
|
478
|
2
|
60
|
9
|
78
|
5
|
94
|
3
|
105
|
|
18
|
A+(2A+4A1B)
|
1
|
816
|
1
|
479
|
0
|
60
|
0
|
78
|
0
|
94
|
0
|
105
|
|
19
|
A+(2A+3A2B+)
|
4
|
820
|
2
|
481
|
0
|
60
|
0
|
78
|
1
|
95
|
1
|
106
|
|
20
|
A+(2A+3A1B+1B)
|
1
|
821
|
0
|
481
|
0
|
60
|
0
|
78
|
0
|
95
|
1
|
107
|
|
21
|
A+(2A+2A3B+)
|
1
|
822
|
0
|
481
|
0
|
60
|
1
|
79
|
0
|
95
|
0
|
107
|
|
22
|
A+(1A+6A)
|
18
|
840
|
6
|
487
|
0
|
60
|
5
|
84
|
7
|
102
|
0
|
107
|
|
23
|
A+(1A+5A1B+)
|
6
|
846
|
1
|
488
|
1
|
61
|
1
|
85
|
3
|
105
|
0
|
107
|
|
24
|
A+(1A+4A2B+)
|
2
|
848
|
1
|
489
|
0
|
61
|
0
|
85
|
1
|
106
|
0
|
107
|
|
25
|
A+(7A)
|
3
|
851
|
2
|
491
|
0
|
61
|
1
|
86
|
0
|
106
|
0
|
107
|
|
26
|
A+(6A1B+)
|
1
|
852
|
1
|
492
|
0
|
61
|
0
|
86
|
0
|
106
|
0
|
107
|
|
27
|
A+(5A2B+)
|
1
|
853
|
0
|
492
|
0
|
61
|
1
|
87
|
0
|
106
|
0
|
107
|
|
28
|
A(5A+2A)
|
2
|
855
|
1
|
493
|
0
|
61
|
0
|
87
|
0
|
106
|
1
|
108
|
|
29
|
A(5A+1A1B+)
|
6
|
861
|
4
|
497
|
1
|
62
|
0
|
87
|
0
|
106
|
1
|
109
|
|
30
|
A(5A+2B+)
|
1
|
862
|
0
|
497
|
0
|
62
|
0
|
87
|
0
|
106
|
1
|
110
|
|
31
|
A(5A+1B+1B)
|
1
|
863
|
1
|
498
|
0
|
62
|
0
|
87
|
0
|
106
|
0
|
110
|
|
32
|
A(5A+2B)
|
1
|
864
|
1
|
499
|
0
|
62
|
0
|
87
|
0
|
106
|
0
|
110
|
|
33
|
A(4A+3A)
|
8
|
872
|
4
|
503
|
1
|
63
|
1
|
88
|
1
|
107
|
1
|
111
|
|
34
|
A(4A+2A1B+)
|
21
|
893
|
8
|
511
|
1
|
64
|
1
|
89
|
0
|
107
|
11
|
122
|
|
35
|
A(4A+1A2B+)
|
6
|
899
|
2
|
513
|
0
|
64
|
1
|
90
|
0
|
107
|
3
|
125
|
|
36
|
A(4A+1A1B+1B)
|
4
|
903
|
4
|
517
|
0
|
64
|
0
|
90
|
0
|
107
|
0
|
125
|
|
37
|
A(3A+4A)
|
40
|
943
|
23
|
540
|
2
|
66
|
4
|
94
|
1
|
108
|
10
|
135
|
|
38
|
A(3A+3A1B+)
|
42
|
985
|
23
|
563
|
0
|
66
|
6
|
100
|
0
|
108
|
13
|
148
|
|
39
|
A(3A+3A1B)
|
3
|
988
|
2
|
565
|
0
|
66
|
0
|
100
|
0
|
108
|
1
|
149
|
|
40
|
A(3A+2A2B+)
|
38
|
1026
|
16
|
581
|
4
|
70
|
8
|
108
|
1
|
109
|
9
|
158
|
|
41
|
A(3A+2A1B+1B)
|
9
|
1035
|
4
|
585
|
1
|
71
|
0
|
108
|
1
|
110
|
3
|
161
|
|
42
|
A(3A+2A2B)
|
1
|
1036
|
1
|
586
|
0
|
71
|
0
|
108
|
0
|
110
|
0
|
161
|
|
43
|
A(3A+1A3B+)
|
10
|
1046
|
5
|
591
|
0
|
71
|
2
|
110
|
0
|
110
|
3
|
164
|
|
44
|
A(3A+1A2B+1B)
|
7
|
1053
|
3
|
594
|
1
|
72
|
1
|
111
|
1
|
111
|
1
|
165
|
|
45
|
A(3A+1A1B+2B)
|
2
|
1055
|
1
|
595
|
0
|
72
|
0
|
111
|
1
|
112
|
0
|
165
|
|
46
|
A(3A+4B+)
|
2
|
1057
|
0
|
595
|
1
|
73
|
1
|
112
|
0
|
112
|
0
|
165
|
|
47
|
A(2A+5A)
|
54
|
1111
|
26
|
621
|
6
|
79
|
4
|
116
|
2
|
114
|
16
|
181
|
|
48
|
A(2A+4A1B+)
|
86
|
1197
|
38
|
659
|
4
|
83
|
12
|
128
|
12
|
126
|
20
|
201
|
|
49
|
A(2A+4A1B)
|
6
|
1203
|
4
|
663
|
1
|
84
|
0
|
128
|
0
|
126
|
1
|
202
|
|
50
|
A(2A+3A2B+)
|
96
|
1299
|
45
|
708
|
10
|
94
|
15
|
143
|
12
|
138
|
14
|
216
|
|
51
|
A(2A+3A1B+1B)
|
32
|
1331
|
16
|
724
|
2
|
96
|
3
|
146
|
2
|
140
|
9
|
225
|
|
52
|
A(2A+3A1B+1C+)
|
1
|
1332
|
1
|
725
|
0
|
96
|
0
|
146
|
0
|
140
|
0
|
225
|
|
53
|
A(2A+2A3B+)
|
47
|
1379
|
17
|
742
|
8
|
104
|
6
|
152
|
3
|
143
|
13
|
238
|
|
54
|
A(2A+2A2B+1B)
|
16
|
1395
|
7
|
749
|
0
|
104
|
2
|
154
|
2
|
145
|
5
|
243
|
|
55
|
A(2A+2A1B+2B)
|
2
|
1397
|
1
|
750
|
0
|
104
|
1
|
155
|
0
|
145
|
0
|
243
|
|
56
|
A(2A+1A4B+)
|
24
|
1421
|
13
|
763
|
1
|
105
|
2
|
157
|
2
|
147
|
6
|
249
|
|
57
|
A(2A+1A3B+1B)
|
13
|
1434
|
8
|
771
|
1
|
106
|
1
|
158
|
1
|
148
|
2
|
251
|
|
58
|
A(2A+1A2B+2B)
|
1
|
1435
|
0
|
771
|
0
|
106
|
1
|
159
|
0
|
148
|
0
|
251
|
|
59
|
A(2A+5B+)
|
1
|
1436
|
0
|
771
|
1
|
107
|
0
|
159
|
0
|
148
|
0
|
251
|
|
60
|
A(1A+6A)
|
44
|
1480
|
19
|
790
|
5
|
112
|
11
|
170
|
6
|
154
|
3
|
254
|
|
61
|
A(1A+5A1B+)
|
131
|
1611
|
63
|
853
|
10
|
122
|
23
|
193
|
13
|
167
|
22
|
276
|
|
62
|
A(1A+5A1B)
|
13
|
1624
|
5
|
858
|
1
|
123
|
1
|
194
|
3
|
170
|
3
|
279
|
|
63
|
A(1A+4A2B+)
|
128
|
1752
|
56
|
914
|
16
|
139
|
21
|
215
|
12
|
182
|
23
|
302
|
|
64
|
A(1A+4A1B+1B)
|
21
|
1773
|
10
|
924
|
1
|
140
|
3
|
218
|
1
|
183
|
6
|
308
|
|
65
|
A(1A+4A2B)
|
1
|
1774
|
1
|
925
|
0
|
140
|
0
|
218
|
0
|
183
|
0
|
308
|
|
66
|
A(1A+3A3B+)
|
107
|
1881
|
47
|
972
|
19
|
159
|
16
|
234
|
6
|
189
|
19
|
327
|
|
67
|
A(1A+3A2B+1B)
|
31
|
1912
|
11
|
983
|
3
|
162
|
8
|
242
|
4
|
193
|
5
|
332
|
|
68
|
A(1A+3A2B+1C+)
|
1
|
1913
|
0
|
983
|
1
|
163
|
0
|
242
|
0
|
193
|
0
|
332
|
|
69
|
A(1A+3A1B+2B)
|
5
|
1918
|
1
|
984
|
1
|
164
|
0
|
242
|
0
|
193
|
3
|
335
|
|
70
|
A(1A+3A3B)
|
1
|
1919
|
0
|
984
|
0
|
164
|
1
|
243
|
0
|
193
|
0
|
335
|
|
71
|
A(1A+2A4B+)
|
53
|
1972
|
22
|
1006
|
7
|
171
|
8
|
251
|
8
|
201
|
8
|
343
|
|
72
|
A(1A+2A3B+1B)
|
23
|
1995
|
10
|
1016
|
4
|
175
|
4
|
255
|
4
|
205
|
1
|
344
|
|
73
|
A(1A+2A2B+2B)
|
2
|
1997
|
0
|
1016
|
0
|
175
|
0
|
255
|
1
|
206
|
1
|
345
|
|
74
|
A(1A+1A5B+)
|
15
|
2012
|
3
|
1019
|
2
|
177
|
3
|
258
|
3
|
209
|
4
|
349
|
|
75
|
A(1A+1A4B+1B)
|
2
|
2014
|
0
|
1019
|
1
|
178
|
0
|
258
|
0
|
209
|
1
|
350
|
|
76
|
A(1A+6B+)
|
1
|
2015
|
0
|
1019
|
0
|
178
|
0
|
258
|
1
|
210
|
0
|
350
|
|
77
|
A(1A+5B+1B)
|
1
|
2016
|
0
|
1019
|
0
|
178
|
0
|
258
|
0
|
210
|
1
|
351
|
|
78
|
A(7A)
|
11
|
2027
|
4
|
1023
|
1
|
179
|
3
|
261
|
1
|
211
|
2
|
353
|
|
79
|
A(6A1B+)
|
61
|
2088
|
27
|
1050
|
5
|
184
|
16
|
277
|
4
|
215
|
9
|
362
|
|
80
|
A(6A1B)
|
2
|
2090
|
1
|
1051
|
0
|
184
|
1
|
278
|
0
|
215
|
0
|
362
|
|
81
|
A(5A2B+)
|
88
|
2178
|
23
|
1074
|
13
|
197
|
16
|
294
|
21
|
236
|
15
|
377
|
|
82
|
A(5A1B+1B)
|
16
|
2194
|
5
|
1079
|
4
|
201
|
3
|
297
|
1
|
237
|
3
|
380
|
|
83
|
A(5A1B+1C+)
|
1
|
2195
|
1
|
1080
|
0
|
201
|
0
|
297
|
0
|
237
|
0
|
380
|
|
84
|
A(5A2B)
|
4
|
2199
|
1
|
1081
|
0
|
201
|
1
|
298
|
1
|
238
|
1
|
381
|
|
85
|
A(4A3B+)
|
118
|
2317
|
49
|
1130
|
19
|
220
|
17
|
315
|
15
|
253
|
18
|
399
|
|
86
|
A(4A2B+1B)
|
47
|
2364
|
17
|
1147
|
7
|
227
|
13
|
328
|
7
|
260
|
3
|
402
|
|
87
|
A(4A1B+2B)
|
2
|
2366
|
0
|
1147
|
0
|
227
|
0
|
328
|
1
|
261
|
1
|
403
|
|
88
|
A(3A4B+)
|
95
|
2461
|
29
|
1176
|
19
|
246
|
16
|
344
|
14
|
275
|
17
|
420
|
|
89
|
A(3A3B+1B)
|
34
|
2495
|
6
|
1182
|
6
|
252
|
8
|
352
|
8
|
283
|
6
|
426
|
|
90
|
A(3A2B+2B)
|
2
|
2497
|
1
|
1183
|
0
|
252
|
0
|
352
|
0
|
283
|
1
|
427
|
|
91
|
A(2A5B+)
|
33
|
2530
|
13
|
1196
|
7
|
259
|
5
|
357
|
5
|
288
|
3
|
430
|
|
92
|
A(2A4B+1B)
|
12
|
2542
|
2
|
1198
|
0
|
259
|
4
|
361
|
6
|
294
|
0
|
430
|
|
93
|
A(2A3B+2B)
|
2
|
2544
|
0
|
1198
|
0
|
259
|
0
|
361
|
2
|
296
|
0
|
430
|
|
94
|
A(1A6B+)
|
7
|
2551
|
2
|
1200
|
3
|
262
|
0
|
361
|
1
|
297
|
1
|
431
|
|
95
|
A(1A5B+1B)
|
6
|
2557
|
1
|
1201
|
0
|
262
|
1
|
362
|
4
|
301
|
0
|
431
|
|
96
|
B+(3A+3A1C)
|
1
|
2558
|
0
|
1201
|
1
|
263
|
0
|
362
|
0
|
301
|
0
|
431
|
|
97
|
B+(3A+1B+3B)
|
1
|
2559
|
1
|
1202
|
0
|
263
|
0
|
362
|
0
|
301
|
0
|
431
|
|
98
|
B+(2A+3A1B+1B)
|
3
|
2562
|
1
|
1203
|
1
|
264
|
1
|
363
|
0
|
301
|
0
|
431
|
|
99
|
B+(2A+3A1B1C+)
|
1
|
2563
|
1
|
1204
|
0
|
264
|
0
|
363
|
0
|
301
|
0
|
431
|
|
100
|
B+(2A+2A3B+)
|
2
|
2565
|
2
|
1206
|
0
|
264
|
0
|
363
|
0
|
301
|
0
|
431
|
|
101
|
B+(2A+2A2B+1B)
|
6
|
2571
|
4
|
1210
|
0
|
264
|
1
|
364
|
0
|
301
|
1
|
432
|
|
102
|
B+(2A+2A1B+2B)
|
3
|
2574
|
1
|
1211
|
0
|
264
|
1
|
365
|
0
|
301
|
1
|
433
|
|
103
|
B+(2A+2A3B)
|
1
|
2575
|
1
|
1212
|
0
|
264
|
0
|
365
|
0
|
301
|
0
|
433
|
|
104
|
B+(2A+2A2B1C+)
|
1
|
2576
|
1
|
1213
|
0
|
264
|
0
|
365
|
0
|
301
|
0
|
433
|
|
105
|
B+(2A+1A4B+)
|
5
|
2581
|
3
|
1216
|
0
|
264
|
1
|
366
|
0
|
301
|
1
|
434
|
|
106
|
B+(2A+1A3B+1B)
|
4
|
2585
|
2
|
1218
|
0
|
264
|
1
|
367
|
0
|
301
|
1
|
435
|
|
107
|
B+(2A+1A3B+1C+)
|
1
|
2586
|
1
|
1219
|
0
|
264
|
0
|
367
|
0
|
301
|
0
|
435
|
|
108
|
B+(2A+1A2B+2B)
|
6
|
2592
|
4
|
1223
|
0
|
264
|
0
|
367
|
1
|
302
|
1
|
436
|
|
109
|
B+(2A+1A1B+3B)
|
1
|
2593
|
1
|
1224
|
0
|
264
|
0
|
367
|
0
|
302
|
0
|
436
|
|
110
|
B+(2A+5B+)
|
1
|
2594
|
1
|
1225
|
0
|
264
|
0
|
367
|
0
|
302
|
0
|
436
|
|
111
|
B+(2A+4B+1B)
|
3
|
2597
|
1
|
1226
|
0
|
264
|
1
|
368
|
0
|
302
|
1
|
437
|
|
112
|
B+(2A+3B+2B)
|
2
|
2599
|
1
|
1227
|
0
|
264
|
0
|
368
|
1
|
303
|
0
|
437
|
|
113
|
B+(2A+2B+3B)
|
2
|
2601
|
2
|
1229
|
0
|
264
|
0
|
368
|
0
|
303
|
0
|
437
|
|
114
|
B+(2A+5B)
|
1
|
2602
|
1
|
1230
|
0
|
264
|
0
|
368
|
0
|
303
|
0
|
437
|
|
115
|
B+(1A+4A2B+)
|
2
|
2604
|
1
|
1231
|
0
|
264
|
0
|
368
|
0
|
303
|
1
|
438
|
|
116
|
B+(1A+4A1B+1B)
|
8
|
2612
|
1
|
1232
|
1
|
265
|
3
|
371
|
0
|
303
|
3
|
441
|
|
117
|
B+(1A+4A2B)
|
3
|
2615
|
1
|
1233
|
1
|
266
|
0
|
371
|
1
|
304
|
0
|
441
|
|
118
|
B+(1A+4A1B1C+)
|
1
|
2616
|
0
|
1233
|
0
|
266
|
0
|
371
|
0
|
304
|
1
|
442
|
|
119
|
B+(1A+3A3B+)
|
4
|
2620
|
4
|
1237
|
0
|
266
|
0
|
371
|
0
|
304
|
0
|
442
|
|
120
|
B+(1A+3A2B+1B)
|
21
|
2641
|
9
|
1246
|
4
|
270
|
2
|
373
|
0
|
304
|
6
|
448
|
|
121
|
B+(1A+3A1B+2B)
|
10
|
2651
|
6
|
1252
|
1
|
271
|
1
|
374
|
1
|
305
|
1
|
449
|
|
122
|
B+(1A+3A3B)
|
4
|
2655
|
2
|
1254
|
0
|
271
|
1
|
375
|
1
|
306
|
0
|
449
|
|
123
|
B+(1A+2A4B+)
|
17
|
2672
|
7
|
1261
|
4
|
275
|
3
|
378
|
0
|
306
|
3
|
452
|
|
124
|
B+(1A+2A3B+1B)
|
42
|
2714
|
28
|
1289
|
2
|
277
|
3
|
381
|
2
|
308
|
7
|
459
|
|
125
|
B+(1A+2A3B+1C+)
|
2
|
2716
|
1
|
1290
|
0
|
277
|
1
|
382
|
0
|
308
|
0
|
459
|
|
126
|
B+(1A+2A2B+2B)
|
29
|
2745
|
9
|
1299
|
3
|
280
|
4
|
386
|
7
|
315
|
6
|
465
|
|
127
|
B+(1A+2A2B+1B1C)
|
1
|
2746
|
0
|
1299
|
0
|
280
|
0
|
386
|
1
|
316
|
0
|
465
|
|
128
|
B+(1A+2A1B+3B)
|
5
|
2751
|
2
|
1301
|
0
|
280
|
0
|
386
|
0
|
316
|
3
|
468
|
|
129
|
B+(1A+2A1B+2B1C+)
|
1
|
2752
|
0
|
1301
|
1
|
281
|
0
|
386
|
0
|
316
|
0
|
468
|
|
130
|
B+(1A+2A4B)
|
2
|
2754
|
0
|
1301
|
0
|
281
|
0
|
386
|
1
|
317
|
1
|
469
|
|
131
|
B+(1A+1A5B+)
|
22
|
2776
|
8
|
1309
|
5
|
286
|
4
|
390
|
2
|
319
|
3
|
472
|
|
132
|
B+(1A+1A4B+1B)
|
50
|
2826
|
21
|
1330
|
6
|
292
|
7
|
397
|
10
|
329
|
6
|
478
|
|
133
|
B+(1A+1A4B+1C+)
|
2
|
2828
|
1
|
1331
|
0
|
292
|
0
|
397
|
1
|
330
|
0
|
478
|
|
134
|
B+(1A+1A3B+2B)
|
36
|
2864
|
14
|
1345
|
5
|
297
|
8
|
405
|
2
|
332
|
7
|
485
|
|
135
|
B+(1A+1A3B+1B1C+)
|
1
|
2865
|
0
|
1345
|
0
|
297
|
0
|
405
|
0
|
332
|
1
|
486
|
|
136
|
B+(1A+1A2B+3B)
|
31
|
2896
|
13
|
1358
|
6
|
303
|
2
|
407
|
3
|
335
|
7
|
493
|
|
137
|
B+(1A+1A2B+2B1C+)
|
2
|
2898
|
2
|
1360
|
0
|
303
|
0
|
407
|
0
|
335
|
0
|
493
|
|
138
|
B+(1A+1A1B+4B)
|
4
|
2902
|
3
|
1363
|
0
|
303
|
0
|
407
|
1
|
336
|
0
|
493
|
|
139
|
B+(1A+1A1B+1B3C+)
|
1
|
2903
|
0
|
1363
|
0
|
303
|
0
|
407
|
1
|
337
|
0
|
493
|
|
140
|
B+(1A+1A5B)
|
1
|
2904
|
0
|
1363
|
0
|
303
|
0
|
407
|
1
|
338
|
0
|
493
|
|
141
|
B+(1A+6B+)
|
14
|
2918
|
5
|
1368
|
2
|
305
|
2
|
409
|
3
|
341
|
2
|
495
|
|
142
|
B+(1A+5B+1B)
|
24
|
2942
|
10
|
1378
|
3
|
308
|
6
|
415
|
1
|
342
|
4
|
499
|
|
143
|
B+(1A+4B+2B)
|
17
|
2959
|
10
|
1388
|
2
|
310
|
2
|
417
|
1
|
343
|
2
|
501
|
|
144
|
B+(1A+4B+1B1C+)
|
4
|
2963
|
1
|
1389
|
0
|
310
|
1
|
418
|
0
|
343
|
2
|
503
|
|
145
|
B+(1A+3B+3B)
|
17
|
2980
|
7
|
1396
|
1
|
311
|
1
|
419
|
4
|
347
|
4
|
507
|
|
146
|
B+(1A+3B+2B1C+)
|
1
|
2981
|
0
|
1396
|
0
|
311
|
1
|
420
|
0
|
347
|
0
|
507
|
|
147
|
B+(1A+2B+4B)
|
6
|
2987
|
5
|
1401
|
0
|
311
|
1
|
421
|
0
|
347
|
0
|
507
|
|
148
|
B+(1A+2B+3B1C+)
|
1
|
2988
|
0
|
1401
|
0
|
311
|
0
|
421
|
0
|
347
|
1
|
508
|
|
149
|
B+(1A+1B+5B)
|
3
|
2991
|
1
|
1402
|
0
|
311
|
0
|
421
|
2
|
349
|
0
|
508
|
|
150
|
B+(1A+1B+4B1C+)
|
2
|
2993
|
0
|
1402
|
1
|
312
|
0
|
421
|
1
|
350
|
0
|
508
|
|
151
|
B+(5A2B+)
|
3
|
2996
|
1
|
1403
|
0
|
312
|
1
|
422
|
0
|
350
|
1
|
509
|
|
152
|
B+(5A1B+1B)
|
7
|
3003
|
7
|
1410
|
0
|
312
|
0
|
422
|
0
|
350
|
0
|
509
|
|
153
|
B+(5A1B+1C+)
|
1
|
3004
|
1
|
1411
|
0
|
312
|
0
|
422
|
0
|
350
|
0
|
509
|
|
154
|
B+(5A2B)
|
5
|
3009
|
3
|
1414
|
0
|
312
|
1
|
423
|
0
|
350
|
1
|
510
|
|
155
|
B+(4A3B+)
|
29
|
3038
|
11
|
1425
|
7
|
319
|
7
|
430
|
0
|
350
|
4
|
514
|
|
156
|
B+(4A2B+1B)
|
31
|
3069
|
18
|
1443
|
5
|
324
|
3
|
433
|
1
|
351
|
4
|
518
|
|
157
|
B+(4A1B+2B)
|
13
|
3082
|
3
|
1446
|
2
|
326
|
1
|
434
|
4
|
355
|
3
|
521
|
|
158
|
B+(4A1B+1B1C+)
|
1
|
3083
|
0
|
1446
|
0
|
326
|
1
|
435
|
0
|
355
|
0
|
521
|
|
159
|
B+(3A4B+)
|
65
|
3148
|
22
|
1468
|
15
|
341
|
10
|
445
|
5
|
360
|
13
|
534
|
|
160
|
B+(3A3B+1B)
|
96
|
3244
|
35
|
1503
|
11
|
352
|
19
|
464
|
7
|
367
|
24
|
558
|
|
161
|
B+(3A3B+1C+)
|
3
|
3247
|
0
|
1503
|
2
|
354
|
0
|
464
|
0
|
367
|
1
|
559
|
|
162
|
B+(3A3B+1E)
|
1
|
3248
|
1
|
1504
|
0
|
354
|
0
|
464
|
0
|
367
|
0
|
559
|
|
163
|
B+(3A2B+2B)
|
59
|
3307
|
27
|
1531
|
3
|
357
|
9
|
473
|
4
|
371
|
16
|
575
|
|
164
|
B+(3A2B+1B1C+)
|
4
|
3311
|
2
|
1533
|
1
|
358
|
1
|
474
|
0
|
371
|
0
|
575
|
|
165
|
B+(3A2B+1B1C)
|
1
|
3312
|
0
|
1533
|
0
|
358
|
0
|
474
|
1
|
372
|
0
|
575
|
|
166
|
B+(3A2B+1B1D)
|
1
|
3313
|
1
|
1534
|
0
|
358
|
0
|
474
|
0
|
372
|
0
|
575
|
|
167
|
B+(3A1B+3B)
|
20
|
3333
|
9
|
1543
|
3
|
361
|
4
|
478
|
1
|
373
|
3
|
578
|
|
168
|
B+(3A1B+2B1C+)
|
2
|
3335
|
0
|
1543
|
0
|
361
|
0
|
478
|
2
|
375
|
0
|
578
|
|
169
|
B+(3A4B)
|
5
|
3340
|
3
|
1546
|
1
|
362
|
0
|
478
|
1
|
376
|
0
|
578
|
|
170
|
B+(3A3B1C)
|
1
|
3341
|
0
|
1546
|
1
|
363
|
0
|
478
|
0
|
376
|
0
|
578
|
|
171
|
B+(2A5B+)
|
84
|
3425
|
30
|
1576
|
8
|
371
|
29
|
507
|
5
|
381
|
12
|
590
|
|
172
|
B+(2A4B+1B)
|
155
|
3580
|
50
|
1626
|
30
|
401
|
25
|
532
|
16
|
397
|
34
|
624
|
|
173
|
B+(2A4B+1C+)
|
3
|
3583
|
1
|
1627
|
1
|
402
|
0
|
532
|
1
|
398
|
0
|
624
|
|
174
|
B+(2A3B+2B)
|
128
|
3711
|
42
|
1669
|
21
|
423
|
30
|
562
|
7
|
405
|
28
|
652
|
|
175
|
B+(2A3B+1B1C+)
|
12
|
3723
|
2
|
1671
|
6
|
429
|
2
|
564
|
1
|
406
|
1
|
653
|
|
176
|
B+(2A2B+3B)
|
62
|
3785
|
25
|
1696
|
8
|
437
|
12
|
576
|
4
|
410
|
13
|
666
|
|
177
|
B+(2A2B+2B1C+)
|
9
|
3794
|
4
|
1700
|
0
|
437
|
2
|
578
|
2
|
412
|
1
|
667
|
|
178
|
B+(2A2B+1B2C+)
|
3
|
3797
|
0
|
1700
|
1
|
438
|
0
|
578
|
2
|
414
|
0
|
667
|
|
179
|
B+(2A1B+4B)
|
17
|
3814
|
7
|
1707
|
1
|
439
|
2
|
580
|
2
|
416
|
5
|
672
|
|
180
|
B+(2A1B+3B1C+)
|
2
|
3816
|
1
|
1708
|
1
|
440
|
0
|
580
|
0
|
416
|
0
|
672
|
|
181
|
B+(2A1B+3B1C)
|
1
|
3817
|
1
|
1709
|
0
|
440
|
0
|
580
|
0
|
416
|
0
|
672
|
|
182
|
B+(2A5B)
|
2
|
3819
|
0
|
1709
|
0
|
440
|
1
|
581
|
1
|
417
|
0
|
672
|
|
183
|
B+(2A4B1C+)
|
1
|
3820
|
0
|
1709
|
1
|
441
|
0
|
581
|
0
|
417
|
0
|
672
|
|
184
|
B+(1A6B+)
|
80
|
3900
|
25
|
1734
|
12
|
453
|
22
|
603
|
8
|
425
|
13
|
685
|
|
185
|
B+(1A5B+1B)
|
165
|
4065
|
41
|
1775
|
32
|
485
|
46
|
649
|
19
|
444
|
27
|
712
|
|
186
|
B+(1A5B+1C+)
|
6
|
4071
|
2
|
1777
|
1
|
486
|
3
|
652
|
0
|
444
|
0
|
712
|
|
187
|
B+(1A4B+2B)
|
193
|
4264
|
58
|
1835
|
31
|
517
|
42
|
694
|
31
|
475
|
31
|
743
|
|
188
|
B+(1A4B+1B1C+)
|
8
|
4272
|
4
|
1839
|
0
|
517
|
2
|
696
|
1
|
476
|
1
|
744
|
|
189
|
B+(1A4B+2C+)
|
1
|
4273
|
0
|
1839
|
0
|
517
|
0
|
696
|
1
|
477
|
0
|
744
|
|
190
|
B+(1A3B+3B)
|
157
|
4430
|
43
|
1882
|
33
|
550
|
38
|
734
|
15
|
492
|
28
|
772
|
|
191
|
B+(1A3B+2B1C+)
|
17
|
4447
|
7
|
1889
|
4
|
554
|
2
|
736
|
2
|
494
|
2
|
774
|
|
192
|
B+(1A2B+4B)
|
59
|
4506
|
24
|
1913
|
6
|
560
|
10
|
746
|
8
|
502
|
11
|
785
|
|
193
|
B+(1A2B+3B1C+)
|
9
|
4515
|
1
|
1914
|
3
|
563
|
2
|
748
|
2
|
504
|
1
|
786
|
|
194
|
B+(1A1B+5B)
|
22
|
4537
|
3
|
1917
|
3
|
566
|
6
|
754
|
5
|
509
|
5
|
791
|
|
195
|
B+(1A1B+4B1C+)
|
1
|
4538
|
0
|
1917
|
0
|
566
|
1
|
755
|
0
|
509
|
0
|
791
|
|
196
|
B+(1A6B)
|
3
|
4541
|
2
|
1919
|
0
|
566
|
0
|
755
|
1
|
510
|
0
|
791
|
|
197
|
B+(7B+)
|
31
|
4572
|
7
|
1926
|
6
|
572
|
8
|
763
|
3
|
513
|
7
|
798
|
|
198
|
B+(6B+1B)
|
92
|
4664
|
25
|
1951
|
14
|
586
|
30
|
793
|
12
|
525
|
11
|
809
|
|
199
|
B+(6B+1C+)
|
2
|
4666
|
0
|
1951
|
0
|
586
|
1
|
794
|
1
|
526
|
0
|
809
|
|
200
|
B+(5B+2B)
|
136
|
4802
|
26
|
1977
|
28
|
614
|
41
|
835
|
20
|
546
|
21
|
830
|
|
201
|
B+(5B+1B1C+)
|
11
|
4813
|
1
|
1978
|
5
|
619
|
1
|
836
|
4
|
550
|
0
|
830
|
|
202
|
B+(4B+3B)
|
154
|
4967
|
29
|
2007
|
49
|
668
|
33
|
869
|
25
|
575
|
18
|
848
|
|
203
|
B+(4B+2B1C+)
|
4
|
4971
|
1
|
2008
|
1
|
669
|
0
|
869
|
0
|
575
|
2
|
850
|
|
204
|
B+(3B+4B)
|
114
|
5085
|
28
|
2036
|
28
|
697
|
16
|
885
|
31
|
606
|
11
|
861
|
|
205
|
B+(3B+3B1C+)
|
4
|
5089
|
1
|
2037
|
1
|
698
|
1
|
886
|
1
|
607
|
0
|
861
|
|
206
|
B+(2B+5B)
|
22
|
5111
|
4
|
2041
|
7
|
705
|
6
|
892
|
4
|
611
|
1
|
862
|
|
207
|
B+(2B+4B1C+)
|
2
|
5113
|
0
|
2041
|
0
|
705
|
0
|
892
|
2
|
613
|
0
|
862
|
|
208
|
B+(1B+6B)
|
2
|
5115
|
0
|
2041
|
0
|
705
|
0
|
892
|
2
|
615
|
0
|
862
|
|
209
|
B(1A+2A1B+2B1C+)
|
1
|
5116
|
0
|
2041
|
1
|
706
|
0
|
892
|
0
|
615
|
0
|
862
|
|
210
|
B(1A+2A2B2C+)
|
1
|
5117
|
1
|
2042
|
0
|
706
|
0
|
892
|
0
|
615
|
0
|
862
|
|
211
|
B(1A+1A1B+4B)
|
3
|
5120
|
3
|
2045
|
0
|
706
|
0
|
892
|
0
|
615
|
0
|
862
|
|
212
|
B(1A+1A1B+3B1C+)
|
3
|
5123
|
2
|
2047
|
0
|
706
|
1
|
893
|
0
|
615
|
0
|
862
|
|
213
|
B(1A+1A5B)
|
3
|
5126
|
1
|
2048
|
0
|
706
|
0
|
893
|
1
|
616
|
1
|
863
|
|
214
|
B(1A+3B+3B)
|
4
|
5130
|
3
|
2051
|
1
|
707
|
0
|
893
|
0
|
616
|
0
|
863
|
|
215
|
B(1A+3B+2B1C+)
|
2
|
5132
|
2
|
2053
|
0
|
707
|
0
|
893
|
0
|
616
|
0
|
863
|
|
216
|
B(1A+2B+4B)
|
5
|
5137
|
4
|
2057
|
1
|
708
|
0
|
893
|
0
|
616
|
0
|
863
|
|
217
|
B(1A+2B+3B1C+)
|
3
|
5140
|
1
|
2058
|
1
|
709
|
0
|
893
|
0
|
616
|
1
|
864
|
|
218
|
B(1A+2B+2B2C+)
|
2
|
5142
|
0
|
2058
|
0
|
709
|
0
|
893
|
1
|
617
|
1
|
865
|
|
219
|
B(1A+2B+2B1C+1C)
|
1
|
5143
|
1
|
2059
|
0
|
709
|
0
|
893
|
0
|
617
|
0
|
865
|
|
220
|
B(1A+1B+5B)
|
9
|
5152
|
5
|
2064
|
0
|
709
|
3
|
896
|
1
|
618
|
0
|
865
|
|
221
|
B(1A+1B+4B1C+)
|
3
|
5155
|
2
|
2066
|
0
|
709
|
0
|
896
|
0
|
618
|
1
|
866
|
|
222
|
B(1A+1B+3B2C+)
|
1
|
5156
|
0
|
2066
|
0
|
709
|
0
|
896
|
0
|
618
|
1
|
867
|
|
223
|
B(1A+5B1C+)
|
1
|
5157
|
0
|
2066
|
1
|
710
|
0
|
896
|
0
|
618
|
0
|
867
|
|
224
|
B(1A+4B2C+)
|
2
|
5159
|
0
|
2066
|
0
|
710
|
0
|
896
|
1
|
619
|
1
|
868
|
|
225
|
B(1A+1B4C+1C)
|
1
|
5160
|
0
|
2066
|
1
|
711
|
0
|
896
|
0
|
619
|
0
|
868
|
|
226
|
B(3A2B+1B1C+)
|
1
|
5161
|
1
|
2067
|
0
|
711
|
0
|
896
|
0
|
619
|
0
|
868
|
|
227
|
B(3A1B+2B1C+)
|
1
|
5162
|
1
|
2068
|
0
|
711
|
0
|
896
|
0
|
619
|
0
|
868
|
|
228
|
B(3A4B)
|
1
|
5163
|
0
|
2068
|
0
|
711
|
1
|
897
|
0
|
619
|
0
|
868
|
|
229
|
B(2A4B+1B)
|
1
|
5164
|
1
|
2069
|
0
|
711
|
0
|
897
|
0
|
619
|
0
|
868
|
|
230
|
B(2A3B+2B)
|
1
|
5165
|
0
|
2069
|
0
|
711
|
0
|
897
|
0
|
619
|
1
|
869
|
|
231
|
B(2A3B+1B1C+)
|
1
|
5166
|
1
|
2070
|
0
|
711
|
0
|
897
|
0
|
619
|
0
|
869
|
|
232
|
B(2A3B+1C+1C)
|
1
|
5167
|
0
|
2070
|
0
|
711
|
1
|
898
|
0
|
619
|
0
|
869
|
|
233
|
B(2A2B+3B)
|
4
|
5171
|
3
|
2073
|
0
|
711
|
0
|
898
|
0
|
619
|
1
|
870
|
|
234
|
B(2A2B+2B1C+)
|
3
|
5174
|
1
|
2074
|
0
|
711
|
1
|
899
|
0
|
619
|
1
|
871
|
|
235
|
B(2A2B+1B1C+1C)
|
1
|
5175
|
0
|
2074
|
0
|
711
|
0
|
899
|
0
|
619
|
1
|
872
|
|
236
|
B(2A2B+1C+2C)
|
1
|
5176
|
0
|
2074
|
0
|
711
|
0
|
899
|
0
|
619
|
1
|
873
|
|
237
|
B(2A1B+4B)
|
8
|
5184
|
0
|
2074
|
3
|
714
|
1
|
900
|
1
|
620
|
3
|
876
|
|
238
|
B(2A1B+3B1C+)
|
8
|
5192
|
5
|
2079
|
0
|
714
|
0
|
900
|
0
|
620
|
3
|
879
|
|
239
|
B(2A1B+2B2C+)
|
1
|
5193
|
0
|
2079
|
0
|
714
|
1
|
901
|
0
|
620
|
0
|
879
|
|
240
|
B(2A5B)
|
8
|
5201
|
3
|
2082
|
2
|
716
|
1
|
902
|
0
|
620
|
2
|
881
|
|
241
|
B(2A4B1C+)
|
3
|
5204
|
2
|
2084
|
0
|
716
|
1
|
903
|
0
|
620
|
0
|
881
|
|
242
|
B(2A3B2C+)
|
2
|
5206
|
0
|
2084
|
0
|
716
|
1
|
904
|
0
|
620
|
1
|
882
|
|
243
|
B(2A2B3C+)
|
2
|
5208
|
1
|
2085
|
0
|
716
|
0
|
904
|
1
|
621
|
0
|
882
|
|
244
|
B(1A4B+2B)
|
9
|
5217
|
4
|
2089
|
2
|
718
|
1
|
905
|
0
|
621
|
2
|
884
|
|
245
|
B(1A4B+1B1C+)
|
3
|
5220
|
1
|
2090
|
0
|
718
|
2
|
907
|
0
|
621
|
0
|
884
|
|
246
|
B(1A4B+2C+)
|
1
|
5221
|
0
|
2090
|
0
|
718
|
1
|
908
|
0
|
621
|
0
|
884
|
|
247
|
B(1A3B+3B)
|
42
|
5263
|
16
|
2106
|
5
|
723
|
14
|
922
|
0
|
621
|
7
|
891
|
|
248
|
B(1A3B+2B1C+)
|
22
|
5285
|
8
|
2114
|
2
|
725
|
8
|
930
|
1
|
622
|
3
|
894
|
|
249
|
B(1A3B+2B1C)
|
2
|
5287
|
1
|
2115
|
0
|
725
|
0
|
930
|
1
|
623
|
0
|
894
|
|
250
|
B(1A3B+1B2C+)
|
4
|
5291
|
0
|
2115
|
0
|
725
|
2
|
932
|
0
|
623
|
2
|
896
|
|
251
|
B(1A2B+4B)
|
96
|
5387
|
32
|
2147
|
23
|
748
|
16
|
948
|
8
|
631
|
17
|
913
|
|
252
|
B(1A2B+3B1C+)
|
34
|
5421
|
12
|
2159
|
5
|
753
|
6
|
954
|
6
|
637
|
5
|
918
|
|
253
|
B(1A2B+2B2C+)
|
8
|
5429
|
2
|
2161
|
1
|
754
|
0
|
954
|
3
|
640
|
2
|
920
|
|
254
|
B(1A2B+2B1C+1C)
|
2
|
5431
|
1
|
2162
|
0
|
754
|
0
|
954
|
0
|
640
|
1
|
921
|
|
255
|
B(1A2B+2B1C+1D)
|
1
|
5432
|
1
|
2163
|
0
|
754
|
0
|
954
|
0
|
640
|
0
|
921
|
|
256
|
B(1A2B+1B3C+)
|
4
|
5436
|
0
|
2163
|
1
|
755
|
1
|
955
|
1
|
641
|
1
|
922
|
|
257
|
B(1A1B+5B)
|
88
|
5524
|
33
|
2196
|
18
|
773
|
20
|
975
|
9
|
650
|
8
|
930
|
|
258
|
B(1A1B+4B1C+)
|
44
|
5568
|
14
|
2210
|
7
|
780
|
9
|
984
|
6
|
656
|
8
|
938
|
|
259
|
B(1A1B+4B1C)
|
1
|
5569
|
0
|
2210
|
1
|
781
|
0
|
984
|
0
|
656
|
0
|
938
|
|
260
|
B(1A1B+4B1D)
|
1
|
5570
|
1
|
2211
|
0
|
781
|
0
|
984
|
0
|
656
|
0
|
938
|
|
261
|
B(1A1B+3B2C+)
|
16
|
5586
|
4
|
2215
|
5
|
786
|
2
|
986
|
2
|
658
|
3
|
941
|
|
262
|
B(1A1B+3B1C+1C)
|
3
|
5589
|
1
|
2216
|
1
|
787
|
1
|
987
|
0
|
658
|
0
|
941
|
|
263
|
B(1A1B+3B1C+1D)
|
1
|
5590
|
0
|
2216
|
0
|
787
|
1
|
988
|
0
|
658
|
0
|
941
|
|
264
|
B(1A1B+2B3C+)
|
8
|
5598
|
3
|
2219
|
0
|
787
|
1
|
989
|
3
|
661
|
1
|
942
|
|
265
|
B(1A6B)
|
46
|
5644
|
14
|
2233
|
5
|
792
|
12
|
1001
|
7
|
668
|
8
|
950
|
|
266
|
B(1A5B1C+)
|
20
|
5664
|
5
|
2238
|
5
|
797
|
3
|
1004
|
3
|
671
|
4
|
954
|
|
267
|
B(1A5B1C)
|
2
|
5666
|
1
|
2239
|
0
|
797
|
0
|
1004
|
0
|
671
|
1
|
955
|
|
268
|
B(1A4B2C+)
|
13
|
5679
|
6
|
2245
|
2
|
799
|
3
|
1007
|
2
|
673
|
0
|
955
|
|
269
|
B(1A4B1C+1C)
|
1
|
5680
|
0
|
2245
|
0
|
799
|
1
|
1008
|
0
|
673
|
0
|
955
|
|
270
|
B(1A3B3C+)
|
11
|
5691
|
6
|
2251
|
0
|
799
|
2
|
1010
|
1
|
674
|
2
|
957
|
|
271
|
B(1A3B2C+1C)
|
1
|
5692
|
0
|
2251
|
1
|
800
|
0
|
1010
|
0
|
674
|
0
|
957
|
|
272
|
B(1A2B4C+)
|
5
|
5697
|
2
|
2253
|
1
|
801
|
0
|
1010
|
0
|
674
|
2
|
959
|
|
273
|
B(1A2B3C+1C)
|
1
|
5698
|
0
|
2253
|
0
|
801
|
1
|
1011
|
0
|
674
|
0
|
959
|
|
274
|
B(1A1B5C+)
|
1
|
5699
|
0
|
2253
|
0
|
801
|
0
|
1011
|
1
|
675
|
0
|
959
|
|
275
|
B(6B+1B)
|
1
|
5700
|
0
|
2253
|
0
|
801
|
0
|
1011
|
0
|
675
|
1
|
960
|
|
276
|
B(5B+2B)
|
19
|
5719
|
4
|
2257
|
6
|
807
|
6
|
1017
|
0
|
675
|
3
|
963
|
|
277
|
B(5B+1B1C+)
|
6
|
5725
|
0
|
2257
|
2
|
809
|
3
|
1020
|
0
|
675
|
1
|
964
|
|
278
|
B(5B+2C+)
|
1
|
5726
|
0
|
2257
|
0
|
809
|
1
|
1021
|
0
|
675
|
0
|
964
|
|
279
|
B(4B+3B)
|
97
|
5823
|
29
|
2286
|
21
|
830
|
26
|
1047
|
6
|
681
|
15
|
979
|
|
280
|
B(4B+2B1C+)
|
31
|
5854
|
11
|
2297
|
12
|
842
|
2
|
1049
|
2
|
683
|
4
|
983
|
|
281
|
B(4B+2B1C)
|
1
|
5855
|
1
|
2298
|
0
|
842
|
0
|
1049
|
0
|
683
|
0
|
983
|
|
282
|
B(4B+1B2C+)
|
6
|
5861
|
2
|
2300
|
2
|
844
|
1
|
1050
|
0
|
683
|
1
|
984
|
|
283
|
B(4B+1B1C+1C)
|
1
|
5862
|
0
|
2300
|
0
|
844
|
0
|
1050
|
1
|
684
|
0
|
984
|
|
284
|
B(3B+4B)
|
272
|
6134
|
75
|
2375
|
64
|
908
|
54
|
1104
|
31
|
715
|
48
|
1032
|
|
285
|
B(3B+3B1C+)
|
83
|
6217
|
20
|
2395
|
21
|
929
|
24
|
1128
|
12
|
727
|
6
|
1038
|
|
286
|
B(3B+3B1C)
|
2
|
6219
|
1
|
2396
|
0
|
929
|
0
|
1128
|
0
|
727
|
1
|
1039
|
|
287
|
B(3B+2B2C+)
|
22
|
6241
|
5
|
2401
|
1
|
930
|
6
|
1134
|
6
|
733
|
4
|
1043
|
|
288
|
B(3B+2B1C+1C)
|
1
|
6242
|
0
|
2401
|
0
|
930
|
0
|
1134
|
0
|
733
|
1
|
1044
|
|
289
|
B(3B+1B3C+)
|
2
|
6244
|
1
|
2402
|
0
|
930
|
1
|
1135
|
0
|
733
|
0
|
1044
|
|
290
|
B(3B+3C+1C)
|
1
|
6245
|
1
|
2403
|
0
|
930
|
0
|
1135
|
0
|
733
|
0
|
1044
|
|
291
|
B(2B+5B)
|
337
|
6582
|
74
|
2477
|
101
|
1031
|
83
|
1218
|
34
|
767
|
45
|
1089
|
|
292
|
B(2B+4B1C+)
|
178
|
6760
|
55
|
2532
|
32
|
1063
|
34
|
1252
|
35
|
802
|
22
|
1111
|
|
293
|
B(2B+4B1C)
|
2
|
6762
|
0
|
2532
|
0
|
1063
|
2
|
1254
|
0
|
802
|
0
|
1111
|
|
294
|
B(2B+3B2C+)
|
72
|
6834
|
21
|
2553
|
11
|
1074
|
20
|
1274
|
9
|
811
|
11
|
1122
|
|
295
|
B(2B+3B1C+1C)
|
7
|
6841
|
3
|
2556
|
1
|
1075
|
2
|
1276
|
0
|
811
|
1
|
1123
|
|
296
|
B(2B+3B1C1D)
|
1
|
6842
|
1
|
2557
|
0
|
1075
|
0
|
1276
|
0
|
811
|
0
|
1123
|
|
297
|
B(2B+2B3C+)
|
18
|
6860
|
7
|
2564
|
4
|
1079
|
2
|
1278
|
3
|
814
|
2
|
1125
|
|
298
|
B(2B+2B2C+1C)
|
2
|
6862
|
0
|
2564
|
1
|
1080
|
0
|
1278
|
0
|
814
|
1
|
1126
|
|
299
|
B(2B+1B4C+)
|
3
|
6865
|
1
|
2565
|
1
|
1081
|
0
|
1278
|
1
|
815
|
0
|
1126
|
|
300
|
B(2B+1B3C+1D)
|
1
|
6866
|
0
|
2565
|
1
|
1082
|
0
|
1278
|
0
|
815
|
0
|
1126
|
|
301
|
B(2B+5C+)
|
1
|
6867
|
0
|
2565
|
0
|
1082
|
1
|
1279
|
0
|
815
|
0
|
1126
|
|
302
|
B(1B+6B)
|
383
|
7250
|
89
|
2654
|
99
|
1181
|
103
|
1382
|
48
|
863
|
44
|
1170
|
|
303
|
B(1B+5B1C+)
|
311
|
7561
|
82
|
2736
|
75
|
1256
|
65
|
1447
|
43
|
906
|
46
|
1216
|
|
304
|
B(1B+5B1C)
|
10
|
7571
|
5
|
2741
|
4
|
1260
|
0
|
1447
|
1
|
907
|
0
|
1216
|
|
305
|
B(1B+5B1D)
|
2
|
7573
|
0
|
2741
|
0
|
1260
|
0
|
1447
|
2
|
909
|
0
|
1216
|
|
306
|
B(1B+4B2C+)
|
219
|
7792
|
49
|
2790
|
38
|
1298
|
57
|
1504
|
41
|
950
|
34
|
1250
|
|
307
|
B(1B+4B1C+1C)
|
13
|
7805
|
2
|
2792
|
2
|
1300
|
1
|
1505
|
3
|
953
|
5
|
1255
|
|
308
|
B(1B+4B1C+1D)
|
3
|
7808
|
1
|
2793
|
1
|
1301
|
0
|
1505
|
0
|
953
|
1
|
1256
|
|
309
|
B(1B+3B3C+)
|
117
|
7925
|
27
|
2820
|
24
|
1325
|
26
|
1531
|
19
|
972
|
21
|
1277
|
|
310
|
B(1B+3B2C+1C)
|
6
|
7931
|
2
|
2822
|
1
|
1326
|
1
|
1532
|
2
|
974
|
0
|
1277
|
|
311
|
B(1B+3B2C+1D)
|
1
|
7932
|
0
|
2822
|
0
|
1326
|
0
|
1532
|
0
|
974
|
1
|
1278
|
|
312
|
B(1B+2B4C+)
|
34
|
7966
|
5
|
2827
|
5
|
1331
|
3
|
1535
|
10
|
984
|
11
|
1289
|
|
313
|
B(1B+2B3C+1C)
|
10
|
7976
|
4
|
2831
|
2
|
1333
|
1
|
1536
|
2
|
986
|
1
|
1290
|
|
314
|
B(1B+1B5C+)
|
22
|
7998
|
3
|
2834
|
2
|
1335
|
4
|
1540
|
8
|
994
|
5
|
1295
|
|
315
|
B(1B+1B4C+1C)
|
2
|
8000
|
0
|
2834
|
0
|
1335
|
1
|
1541
|
1
|
995
|
0
|
1295
|
|
316
|
B(1B+1B4C+1D)
|
1
|
8001
|
0
|
2834
|
0
|
1335
|
0
|
1541
|
0
|
995
|
1
|
1296
|
|
317
|
B(7B)
|
222
|
8223
|
52
|
2886
|
56
|
1391
|
45
|
1586
|
40
|
1035
|
29
|
1325
|
|
318
|
B(6B1C+)
|
351
|
8574
|
88
|
2974
|
86
|
1477
|
77
|
1663
|
53
|
1088
|
47
|
1372
|
|
319
|
B(6B1C)
|
6
|
8580
|
3
|
2977
|
2
|
1479
|
0
|
1663
|
0
|
1088
|
1
|
1373
|
|
320
|
B(6B1E)
|
1
|
8581
|
1
|
2978
|
0
|
1479
|
0
|
1663
|
0
|
1088
|
0
|
1373
|
|
321
|
B(5B2C+)
|
360
|
8941
|
67
|
3045
|
95
|
1574
|
64
|
1727
|
79
|
1167
|
55
|
1428
|
|
322
|
B(5B1C+1C)
|
23
|
8964
|
5
|
3050
|
8
|
1582
|
2
|
1729
|
2
|
1169
|
6
|
1434
|
|
323
|
B(5B1C+1D)
|
1
|
8965
|
1
|
3051
|
0
|
1582
|
0
|
1729
|
0
|
1169
|
0
|
1434
|
|
324
|
B(4B3C+)
|
274
|
9239
|
64
|
3115
|
61
|
1643
|
50
|
1779
|
63
|
1232
|
36
|
1470
|
|
325
|
B(4B2C+1C)
|
14
|
9253
|
2
|
3117
|
4
|
1647
|
4
|
1783
|
3
|
1235
|
1
|
1471
|
|
326
|
B(3B4C+)
|
96
|
9349
|
17
|
3134
|
18
|
1665
|
24
|
1807
|
27
|
1262
|
10
|
1481
|
|
327
|
B(3B3C+1C)
|
7
|
9356
|
1
|
3135
|
0
|
1665
|
3
|
1810
|
3
|
1265
|
0
|
1481
|
|
328
|
B(2B5C+)
|
24
|
9380
|
4
|
3139
|
4
|
1669
|
6
|
1816
|
9
|
1274
|
1
|
1482
|
|
329
|
B(1B6C+)
|
2
|
9382
|
1
|
3140
|
0
|
1669
|
0
|
1816
|
1
|
1275
|
0
|
1482
|
|
330
|
C+(1A2B3C+1C)
|
1
|
9383
|
0
|
3140
|
0
|
1669
|
1
|
1817
|
0
|
1275
|
0
|
1482
|
|
331
|
C+(2B+1B4C+)
|
3
|
9386
|
1
|
3141
|
0
|
1669
|
0
|
1817
|
0
|
1275
|
2
|
1484
|
|
332
|
C+(2B+5C+)
|
1
|
9387
|
0
|
3141
|
1
|
1670
|
0
|
1817
|
0
|
1275
|
0
|
1484
|
|
333
|
C+(1B+4B2C+)
|
2
|
9389
|
1
|
3142
|
0
|
1670
|
0
|
1817
|
0
|
1275
|
1
|
1485
|
|
334
|
C+(1B+3B3C+)
|
16
|
9405
|
4
|
3146
|
3
|
1673
|
4
|
1821
|
1
|
1276
|
4
|
1489
|
|
335
|
C+(1B+3B2C+1C)
|
7
|
9412
|
5
|
3151
|
0
|
1673
|
0
|
1821
|
0
|
1276
|
2
|
1491
|
|
336
|
C+(1B+3B1C+2C)
|
1
|
9413
|
1
|
3152
|
0
|
1673
|
0
|
1821
|
0
|
1276
|
0
|
1491
|
|
337
|
C+(1B+2B4C+)
|
36
|
9449
|
18
|
3170
|
5
|
1678
|
3
|
1824
|
2
|
1278
|
8
|
1499
|
|
338
|
C+(1B+2B3C+1C)
|
12
|
9461
|
6
|
3176
|
2
|
1680
|
1
|
1825
|
1
|
1279
|
2
|
1501
|
|
339
|
C+(1B+2B3C+1D)
|
1
|
9462
|
1
|
3177
|
0
|
1680
|
0
|
1825
|
0
|
1279
|
0
|
1501
|
|
340
|
C+(1B+2B2C+2C)
|
2
|
9464
|
1
|
3178
|
0
|
1680
|
0
|
1825
|
1
|
1280
|
0
|
1501
|
|
341
|
C+(1B+1B5C+)
|
23
|
9487
|
5
|
3183
|
5
|
1685
|
3
|
1828
|
2
|
1282
|
8
|
1509
|
|
342
|
C+(1B+1B4C+1C)
|
12
|
9499
|
2
|
3185
|
2
|
1687
|
3
|
1831
|
2
|
1284
|
3
|
1512
|
|
343
|
C+(1B+1B3C+2C)
|
3
|
9502
|
0
|
3185
|
0
|
1687
|
1
|
1832
|
0
|
1284
|
2
|
1514
|
|
344
|
C+(1B+1B2C+1C2D)
|
1
|
9503
|
0
|
3185
|
1
|
1688
|
0
|
1832
|
0
|
1284
|
0
|
1514
|
|
345
|
C+(1B+6C+)
|
10
|
9513
|
3
|
3188
|
3
|
1691
|
1
|
1833
|
1
|
1285
|
2
|
1516
|
|
346
|
C+(1B+5C+1C)
|
10
|
9523
|
4
|
3192
|
1
|
1692
|
1
|
1834
|
1
|
1286
|
3
|
1519
|
|
347
|
C+(1B+4C+2C)
|
2
|
9525
|
1
|
3193
|
0
|
1692
|
0
|
1834
|
1
|
1287
|
0
|
1519
|
|
348
|
C+(1B+4C+1C1D)
|
2
|
9527
|
0
|
3193
|
2
|
1694
|
0
|
1834
|
0
|
1287
|
0
|
1519
|
|
349
|
C+(1B+4C+2D)
|
1
|
9528
|
0
|
3193
|
0
|
1694
|
0
|
1834
|
0
|
1287
|
1
|
1520
|
|
350
|
C+(1B+3C+3C)
|
1
|
9529
|
1
|
3194
|
0
|
1694
|
0
|
1834
|
0
|
1287
|
0
|
1520
|
|
351
|
C+(1B+3C+2C1D)
|
2
|
9531
|
1
|
3195
|
1
|
1695
|
0
|
1834
|
0
|
1287
|
0
|
1520
|
|
352
|
C+(6B1C+)
|
6
|
9537
|
4
|
3199
|
1
|
1696
|
0
|
1834
|
1
|
1288
|
0
|
1520
|
|
353
|
C+(5B2C+)
|
53
|
9590
|
18
|
3217
|
4
|
1700
|
15
|
1849
|
2
|
1290
|
14
|
1534
|
|
354
|
C+(5B1C+1C)
|
11
|
9601
|
3
|
3220
|
2
|
1702
|
3
|
1852
|
0
|
1290
|
3
|
1537
|
|
355
|
C+(5B1C+1D)
|
1
|
9602
|
1
|
3221
|
0
|
1702
|
0
|
1852
|
0
|
1290
|
0
|
1537
|
|
356
|
C+(5B2C)
|
1
|
9603
|
0
|
3221
|
1
|
1703
|
0
|
1852
|
0
|
1290
|
0
|
1537
|
|
357
|
C+(4B3C+)
|
204
|
9807
|
50
|
3271
|
29
|
1732
|
57
|
1909
|
21
|
1311
|
47
|
1584
|
|
358
|
C+(4B2C+1C)
|
45
|
9852
|
14
|
3285
|
7
|
1739
|
5
|
1914
|
7
|
1318
|
12
|
1596
|
|
359
|
C+(4B2C+1D)
|
3
|
9855
|
1
|
3286
|
0
|
1739
|
0
|
1914
|
0
|
1318
|
2
|
1598
|
|
360
|
C+(4B1C+2C)
|
7
|
9862
|
6
|
3292
|
1
|
1740
|
0
|
1914
|
0
|
1318
|
0
|
1598
|
|
361
|
C+(4B1C+1C1D)
|
1
|
9863
|
0
|
3292
|
0
|
1740
|
1
|
1915
|
0
|
1318
|
0
|
1598
|
|
362
|
C+(3B4C+)
|
397
|
10260
|
122
|
3414
|
77
|
1817
|
80
|
1995
|
42
|
1360
|
76
|
1674
|
|
363
|
C+(3B3C+1C)
|
94
|
10354
|
36
|
3450
|
10
|
1827
|
20
|
2015
|
11
|
1371
|
17
|
1691
|
|
364
|
C+(3B3C+1D)
|
10
|
10364
|
2
|
3452
|
3
|
1830
|
2
|
2017
|
2
|
1373
|
1
|
1692
|
|
365
|
C+(3B2C+2C)
|
16
|
10380
|
10
|
3462
|
3
|
1833
|
1
|
2018
|
1
|
1374
|
1
|
1693
|
|
366
|
C+(3B2C+1C1D)
|
5
|
10385
|
3
|
3465
|
0
|
1833
|
0
|
2018
|
0
|
1374
|
2
|
1695
|
|
367
|
C+(3B2C+2D)
|
1
|
10386
|
0
|
3465
|
0
|
1833
|
0
|
2018
|
0
|
1374
|
1
|
1696
|
|
368
|
C+(3B1C+3C)
|
3
|
10389
|
1
|
3466
|
0
|
1833
|
1
|
2019
|
0
|
1374
|
1
|
1697
|
|
369
|
C+(3B1C+2C1D)
|
2
|
10391
|
1
|
3467
|
1
|
1834
|
0
|
2019
|
0
|
1374
|
0
|
1697
|
|
370
|
C+(2B5C+)
|
474
|
10865
|
136
|
3603
|
72
|
1906
|
65
|
2084
|
88
|
1462
|
113
|
1810
|
|
371
|
C+(2B4C+1C)
|
202
|
11067
|
67
|
3670
|
33
|
1939
|
33
|
2117
|
38
|
1500
|
31
|
1841
|
|
372
|
C+(2B4C+1D)
|
28
|
11095
|
15
|
3685
|
1
|
1940
|
4
|
2121
|
6
|
1506
|
2
|
1843
|
|
373
|
C+(2B4C+1E)
|
2
|
11097
|
1
|
3686
|
0
|
1940
|
1
|
2122
|
0
|
1506
|
0
|
1843
|
|
374
|
C+(2B3C+2C)
|
55
|
11152
|
17
|
3703
|
13
|
1953
|
8
|
2130
|
3
|
1509
|
14
|
1857
|
|
375
|
C+(2B3C+1C1D)
|
12
|
11164
|
2
|
3705
|
3
|
1956
|
0
|
2130
|
2
|
1511
|
5
|
1862
|
|
376
|
C+(2B3C+1C1E)
|
1
|
11165
|
1
|
3706
|
0
|
1956
|
0
|
2130
|
0
|
1511
|
0
|
1862
|
|
377
|
C+(2B2C+3C)
|
8
|
11173
|
3
|
3709
|
0
|
1956
|
1
|
2131
|
3
|
1514
|
1
|
1863
|
|
378
|
C+(2B2C+2C1D)
|
6
|
11179
|
5
|
3714
|
0
|
1956
|
0
|
2131
|
0
|
1514
|
1
|
1864
|
|
379
|
C+(2B1C+4C)
|
1
|
11180
|
0
|
3714
|
1
|
1957
|
0
|
2131
|
0
|
1514
|
0
|
1864
|
|
380
|
C+(2B1C+2C2D)
|
1
|
11181
|
0
|
3714
|
1
|
1958
|
0
|
2131
|
0
|
1514
|
0
|
1864
|
|
381
|
C+(2B4C1D)
|
1
|
11182
|
1
|
3715
|
0
|
1958
|
0
|
2131
|
0
|
1514
|
0
|
1864
|
|
382
|
C+(1B6C+)
|
398
|
11580
|
124
|
3839
|
71
|
2029
|
66
|
2197
|
82
|
1596
|
55
|
1919
|
|
383
|
C+(1B5C+1C)
|
329
|
11909
|
124
|
3963
|
50
|
2079
|
50
|
2247
|
49
|
1645
|
56
|
1975
|
|
384
|
C+(1B5C+1D)
|
36
|
11945
|
14
|
3977
|
2
|
2081
|
6
|
2253
|
7
|
1652
|
7
|
1982
|
|
385
|
C+(1B5C+1E)
|
2
|
11947
|
0
|
3977
|
1
|
2082
|
1
|
2254
|
0
|
1652
|
0
|
1982
|
|
386
|
C+(1B4C+2C)
|
162
|
12109
|
53
|
4030
|
21
|
2103
|
14
|
2268
|
32
|
1684
|
42
|
2024
|
|
387
|
C+(1B4C+1C1D)
|
39
|
12148
|
19
|
4049
|
2
|
2105
|
8
|
2276
|
6
|
1690
|
4
|
2028
|
|
388
|
C+(1B4C+2D)
|
2
|
12150
|
1
|
4050
|
1
|
2106
|
0
|
2276
|
0
|
1690
|
0
|
2028
|
|
389
|
C+(1B3C+3C)
|
54
|
12204
|
19
|
4069
|
3
|
2109
|
6
|
2282
|
12
|
1702
|
14
|
2042
|
|
390
|
C+(1B3C+2C1D)
|
34
|
12238
|
10
|
4079
|
10
|
2119
|
2
|
2284
|
6
|
1708
|
6
|
2048
|
|
391
|
C+(1B2C+4C)
|
16
|
12254
|
7
|
4086
|
3
|
2122
|
1
|
2285
|
2
|
1710
|
3
|
2051
|
|
392
|
C+(1B2C+3C1D)
|
9
|
12263
|
2
|
4088
|
3
|
2125
|
1
|
2286
|
2
|
1712
|
1
|
2052
|
|
393
|
C+(1B2C+2C2D)
|
1
|
12264
|
0
|
4088
|
0
|
2125
|
1
|
2287
|
0
|
1712
|
0
|
2052
|
|
394
|
C+(1B1C+5C)
|
2
|
12266
|
1
|
4089
|
1
|
2126
|
0
|
2287
|
0
|
1712
|
0
|
2052
|
|
395
|
C+(7C+)
|
287
|
12553
|
100
|
4189
|
56
|
2182
|
39
|
2326
|
39
|
1751
|
53
|
2105
|
|
396
|
C+(6C+1C)
|
363
|
12916
|
144
|
4333
|
50
|
2232
|
46
|
2372
|
66
|
1817
|
57
|
2162
|
|
397
|
C+(6C+1D)
|
38
|
12954
|
9
|
4342
|
7
|
2239
|
7
|
2379
|
11
|
1828
|
4
|
2166
|
|
398
|
C+(5C+2C)
|
337
|
13291
|
135
|
4477
|
48
|
2287
|
51
|
2430
|
57
|
1885
|
46
|
2212
|
|
399
|
C+(5C+1C1D)
|
60
|
13351
|
21
|
4498
|
14
|
2301
|
9
|
2439
|
10
|
1895
|
6
|
2218
|
|
400
|
C+(5C+2D)
|
2
|
13353
|
1
|
4499
|
0
|
2301
|
0
|
2439
|
1
|
1896
|
0
|
2218
|
|
401
|
C+(4C+3C)
|
149
|
13502
|
45
|
4544
|
26
|
2327
|
11
|
2450
|
42
|
1938
|
25
|
2243
|
|
402
|
C+(4C+2C1D)
|
52
|
13554
|
11
|
4555
|
10
|
2337
|
11
|
2461
|
11
|
1949
|
9
|
2252
|
|
403
|
C+(4C+1C2D)
|
5
|
13559
|
3
|
4558
|
0
|
2337
|
0
|
2461
|
1
|
1950
|
1
|
2253
|
|
404
|
C+(3C+4C)
|
49
|
13608
|
10
|
4568
|
13
|
2350
|
6
|
2467
|
16
|
1966
|
4
|
2257
|
|
405
|
C+(3C+3C1D)
|
15
|
13623
|
6
|
4574
|
1
|
2351
|
1
|
2468
|
5
|
1971
|
2
|
2259
|
|
406
|
C+(3C+2C2D)
|
2
|
13625
|
1
|
4575
|
0
|
2351
|
1
|
2469
|
0
|
1971
|
0
|
2259
|
|
407
|
C+(2C+5C)
|
13
|
13638
|
2
|
4577
|
1
|
2352
|
1
|
2470
|
8
|
1979
|
1
|
2260
|
|
408
|
C+(2C+4C1D)
|
5
|
13643
|
1
|
4578
|
0
|
2352
|
1
|
2471
|
3
|
1982
|
0
|
2260
|
|
409
|
C(2B2C+2C1D)
|
2
|
13645
|
1
|
4579
|
0
|
2352
|
0
|
2471
|
0
|
1982
|
1
|
2261
|
|
410
|
C(2B2C+1C2D)
|
2
|
13647
|
0
|
4579
|
0
|
2352
|
0
|
2471
|
1
|
1983
|
1
|
2262
|
|
411
|
C(2B4C1D)
|
1
|
13648
|
0
|
4579
|
0
|
2352
|
0
|
2471
|
0
|
1983
|
1
|
2263
|
|
412
|
C(1B5C+1D)
|
2
|
13650
|
1
|
4580
|
1
|
2353
|
0
|
2471
|
0
|
1983
|
0
|
2263
|
|
413
|
C(1B4C+2C)
|
3
|
13653
|
0
|
4580
|
0
|
2353
|
1
|
2472
|
0
|
1983
|
2
|
2265
|
|
414
|
C(1B4C+1C1D)
|
4
|
13657
|
2
|
4582
|
1
|
2354
|
0
|
2472
|
0
|
1983
|
1
|
2266
|
|
415
|
C(1B3C+3C)
|
12
|
13669
|
6
|
4588
|
0
|
2354
|
1
|
2473
|
0
|
1983
|
5
|
2271
|
|
416
|
C(1B3C+2C1D)
|
22
|
13691
|
10
|
4598
|
2
|
2356
|
4
|
2477
|
1
|
1984
|
5
|
2276
|
|
417
|
C(1B3C+1C2D)
|
8
|
13699
|
4
|
4602
|
2
|
2358
|
0
|
2477
|
0
|
1984
|
2
|
2278
|
|
418
|
C(1B3C+3D)
|
2
|
13701
|
1
|
4603
|
0
|
2358
|
0
|
2477
|
0
|
1984
|
1
|
2279
|
|
419
|
C(1B2C+4C)
|
6
|
13707
|
3
|
4606
|
2
|
2360
|
0
|
2477
|
0
|
1984
|
1
|
2280
|
|
420
|
C(1B2C+3C1D)
|
19
|
13726
|
8
|
4614
|
2
|
2362
|
1
|
2478
|
2
|
1986
|
6
|
2286
|
|
421
|
C(1B2C+2C2D)
|
5
|
13731
|
1
|
4615
|
0
|
2362
|
1
|
2479
|
1
|
1987
|
2
|
2288
|
|
422
|
C(1B2C+2C1D1E)
|
1
|
13732
|
1
|
4616
|
0
|
2362
|
0
|
2479
|
0
|
1987
|
0
|
2288
|
|
423
|
C(1B2C+1C3D)
|
5
|
13737
|
2
|
4618
|
0
|
2362
|
2
|
2481
|
0
|
1987
|
1
|
2289
|
|
424
|
C(1B2C+1C2D1E)
|
1
|
13738
|
0
|
4618
|
0
|
2362
|
0
|
2481
|
0
|
1987
|
1
|
2290
|
|
425
|
C(1B1C+5C)
|
1
|
13739
|
1
|
4619
|
0
|
2362
|
0
|
2481
|
0
|
1987
|
0
|
2290
|
|
426
|
C(1B1C+4C1D)
|
9
|
13748
|
3
|
4622
|
1
|
2363
|
1
|
2482
|
0
|
1987
|
4
|
2294
|
|
427
|
C(1B1C+3C2D)
|
8
|
13756
|
4
|
4626
|
1
|
2364
|
1
|
2483
|
0
|
1987
|
2
|
2296
|
|
428
|
C(1B1C+2C3D)
|
5
|
13761
|
3
|
4629
|
0
|
2364
|
0
|
2483
|
1
|
1988
|
1
|
2297
|
|
429
|
C(1B6C)
|
4
|
13765
|
3
|
4632
|
0
|
2364
|
0
|
2483
|
1
|
1989
|
0
|
2297
|
|
430
|
C(1B5C1D)
|
3
|
13768
|
2
|
4634
|
0
|
2364
|
0
|
2483
|
0
|
1989
|
1
|
2298
|
|
431
|
C(1B5C1E)
|
1
|
13769
|
1
|
4635
|
0
|
2364
|
0
|
2483
|
0
|
1989
|
0
|
2298
|
|
432
|
C(1B4C2D)
|
1
|
13770
|
0
|
4635
|
1
|
2365
|
0
|
2483
|
0
|
1989
|
0
|
2298
|
|
433
|
C(1B3C3D)
|
2
|
13772
|
2
|
4637
|
0
|
2365
|
0
|
2483
|
0
|
1989
|
0
|
2298
|
|
434
|
C(7C+)
|
2
|
13774
|
1
|
4638
|
0
|
2365
|
0
|
2483
|
0
|
1989
|
1
|
2299
|
|
435
|
C(6C+1C)
|
15
|
13789
|
10
|
4648
|
0
|
2365
|
1
|
2484
|
1
|
1990
|
3
|
2302
|
|
436
|
C(6C+1D)
|
5
|
13794
|
3
|
4651
|
0
|
2365
|
0
|
2484
|
0
|
1990
|
2
|
2304
|
|
437
|
C(5C+2C)
|
76
|
13870
|
37
|
4688
|
5
|
2370
|
12
|
2496
|
0
|
1990
|
22
|
2326
|
|
438
|
C(5C+1C1D)
|
54
|
13924
|
23
|
4711
|
6
|
2376
|
4
|
2500
|
1
|
1991
|
20
|
2346
|
|
439
|
C(5C+1C1E)
|
2
|
13926
|
2
|
4713
|
0
|
2376
|
0
|
2500
|
0
|
1991
|
0
|
2346
|
|
440
|
C(5C+2D)
|
5
|
13931
|
1
|
4714
|
1
|
2377
|
1
|
2501
|
1
|
1992
|
1
|
2347
|
|
441
|
C(4C+3C)
|
158
|
14089
|
96
|
4810
|
12
|
2389
|
12
|
2513
|
6
|
1998
|
32
|
2379
|
|
442
|
C(4C+2C1D)
|
115
|
14204
|
56
|
4866
|
13
|
2402
|
10
|
2523
|
9
|
2007
|
27
|
2406
|
|
443
|
C(4C+2C1E)
|
2
|
14206
|
2
|
4868
|
0
|
2402
|
0
|
2523
|
0
|
2007
|
0
|
2406
|
|
444
|
C(4C+1C2D)
|
25
|
14231
|
10
|
4878
|
5
|
2407
|
3
|
2526
|
1
|
2008
|
6
|
2412
|
|
445
|
C(4C+3D)
|
1
|
14232
|
1
|
4879
|
0
|
2407
|
0
|
2526
|
0
|
2008
|
0
|
2412
|
|
446
|
C(3C+4C)
|
150
|
14382
|
82
|
4961
|
14
|
2421
|
10
|
2536
|
6
|
2014
|
38
|
2450
|
|
447
|
C(3C+3C1D)
|
188
|
14570
|
94
|
5055
|
22
|
2443
|
20
|
2556
|
15
|
2029
|
37
|
2487
|
|
448
|
C(3C+3C1E)
|
1
|
14571
|
0
|
5055
|
1
|
2444
|
0
|
2556
|
0
|
2029
|
0
|
2487
|
|
449
|
C(3C+2C2D)
|
73
|
14644
|
39
|
5094
|
13
|
2457
|
4
|
2560
|
3
|
2032
|
14
|
2501
|
|
450
|
C(3C+2C1D1E)
|
1
|
14645
|
0
|
5094
|
0
|
2457
|
0
|
2560
|
0
|
2032
|
1
|
2502
|
|
451
|
C(3C+1C3D)
|
8
|
14653
|
6
|
5100
|
1
|
2458
|
0
|
2560
|
0
|
2032
|
1
|
2503
|
|
452
|
C(3C+4D)
|
2
|
14655
|
0
|
5100
|
0
|
2458
|
1
|
2561
|
0
|
2032
|
1
|
2504
|
|
453
|
C(2C+5C)
|
124
|
14779
|
60
|
5160
|
17
|
2475
|
16
|
2577
|
8
|
2040
|
23
|
2527
|
|
454
|
C(2C+4C1D)
|
158
|
14937
|
73
|
5233
|
19
|
2494
|
11
|
2588
|
11
|
2051
|
44
|
2571
|
|
455
|
C(2C+4C1E)
|
2
|
14939
|
2
|
5235
|
0
|
2494
|
0
|
2588
|
0
|
2051
|
0
|
2571
|
|
456
|
C(2C+3C2D)
|
79
|
15018
|
40
|
5275
|
12
|
2506
|
3
|
2591
|
9
|
2060
|
15
|
2586
|
|
457
|
C(2C+2C3D)
|
23
|
15041
|
14
|
5289
|
3
|
2509
|
1
|
2592
|
1
|
2061
|
4
|
2590
|
|
458
|
C(2C+1C4D)
|
4
|
15045
|
2
|
5291
|
0
|
2509
|
0
|
2592
|
1
|
2062
|
1
|
2591
|
|
459
|
C(1C+6C)
|
57
|
15102
|
27
|
5318
|
8
|
2517
|
2
|
2594
|
4
|
2066
|
16
|
2607
|
|
460
|
C(1C+5C1D)
|
93
|
15195
|
44
|
5362
|
11
|
2528
|
7
|
2601
|
9
|
2075
|
22
|
2629
|
|
461
|
C(1C+4C2D)
|
70
|
15265
|
33
|
5395
|
9
|
2537
|
7
|
2608
|
9
|
2084
|
12
|
2641
|
|
462
|
C(1C+3C3D)
|
22
|
15287
|
13
|
5408
|
1
|
2538
|
1
|
2609
|
3
|
2087
|
4
|
2645
|
|
463
|
C(1C+2C4D)
|
4
|
15291
|
1
|
5409
|
0
|
2538
|
0
|
2609
|
1
|
2088
|
2
|
2647
|
|
464
|
C(1C+1C5D)
|
1
|
15292
|
0
|
5409
|
0
|
2538
|
0
|
2609
|
1
|
2089
|
0
|
2647
|
|
465
|
C(7C)
|
12
|
15304
|
7
|
5416
|
1
|
2539
|
1
|
2610
|
0
|
2089
|
3
|
2650
|
|
466
|
C(6C1D)
|
27
|
15331
|
12
|
5428
|
3
|
2542
|
2
|
2612
|
6
|
2095
|
4
|
2654
|
|
467
|
C(5C2D)
|
10
|
15341
|
5
|
5433
|
1
|
2543
|
1
|
2613
|
2
|
2097
|
1
|
2655
|
|
468
|
C(5C1D1E)
|
1
|
15342
|
1
|
5434
|
0
|
2543
|
0
|
2613
|
0
|
2097
|
0
|
2655
|
|
469
|
C(4C3D)
|
3
|
15345
|
2
|
5436
|
0
|
2543
|
1
|
2614
|
0
|
2097
|
0
|
2655
|
|
470
|
C(3C4D)
|
3
|
15348
|
1
|
5437
|
0
|
2543
|
0
|
2614
|
2
|
2099
|
0
|
2655
|
|
471
|
D(1A6D)
|
2
|
15350
|
1
|
5438
|
0
|
2543
|
0
|
2614
|
1
|
2100
|
0
|
2655
|
|
472
|
D(1B+1C+5D)
|
1
|
15351
|
1
|
5439
|
0
|
2543
|
0
|
2614
|
0
|
2100
|
0
|
2655
|
|
473
|
D(1B+6D)
|
9
|
15360
|
3
|
5442
|
0
|
2543
|
1
|
2615
|
0
|
2100
|
5
|
2660
|
|
474
|
D(2B5D)
|
1
|
15361
|
0
|
5442
|
0
|
2543
|
0
|
2615
|
0
|
2100
|
1
|
2661
|
|
475
|
D(1B2C+3D1E)
|
1
|
15362
|
1
|
5443
|
0
|
2543
|
0
|
2615
|
0
|
2100
|
0
|
2661
|
|
476
|
D(1B1C+3C2D)
|
1
|
15363
|
0
|
5443
|
0
|
2543
|
0
|
2615
|
0
|
2100
|
1
|
2662
|
|
477
|
D(1B1C+2C3D)
|
1
|
15364
|
1
|
5444
|
0
|
2543
|
0
|
2615
|
0
|
2100
|
0
|
2662
|
|
478
|
D(1B1C+1C3D1E)
|
1
|
15365
|
0
|
5444
|
1
|
2544
|
0
|
2615
|
0
|
2100
|
0
|
2662
|
|
479
|
D(1B1C+5D)
|
2
|
15367
|
0
|
5444
|
0
|
2544
|
0
|
2615
|
0
|
2100
|
2
|
2664
|
|
480
|
D(1B5C1D)
|
1
|
15368
|
0
|
5444
|
0
|
2544
|
0
|
2615
|
0
|
2100
|
1
|
2665
|
|
481
|
D(1B4C2D)
|
1
|
15369
|
1
|
5445
|
0
|
2544
|
0
|
2615
|
0
|
2100
|
0
|
2665
|
|
482
|
D(1B3C2D1E)
|
1
|
15370
|
1
|
5446
|
0
|
2544
|
0
|
2615
|
0
|
2100
|
0
|
2665
|
|
483
|
D(1B2C4D)
|
2
|
15372
|
2
|
5448
|
0
|
2544
|
0
|
2615
|
0
|
2100
|
0
|
2665
|
|
484
|
D(1B6D)
|
49
|
15421
|
20
|
5468
|
6
|
2550
|
4
|
2619
|
1
|
2101
|
18
|
2683
|
|
485
|
D(4C+1C2D)
|
1
|
15422
|
1
|
5469
|
0
|
2550
|
0
|
2619
|
0
|
2101
|
0
|
2683
|
|
486
|
D(4C+3D)
|
1
|
15423
|
0
|
5469
|
0
|
2550
|
0
|
2619
|
0
|
2101
|
1
|
2684
|
|
487
|
D(3C+3C1D)
|
5
|
15428
|
4
|
5473
|
0
|
2550
|
0
|
2619
|
0
|
2101
|
1
|
2685
|
|
488
|
D(3C+2C2D)
|
10
|
15438
|
5
|
5478
|
3
|
2553
|
0
|
2619
|
0
|
2101
|
2
|
2687
|
|
489
|
D(3C+2C1D1E)
|
1
|
15439
|
1
|
5479
|
0
|
2553
|
0
|
2619
|
0
|
2101
|
0
|
2687
|
|
490
|
D(3C+1C3D)
|
14
|
15453
|
6
|
5485
|
2
|
2555
|
2
|
2621
|
0
|
2101
|
4
|
2691
|
|
491
|
D(3C+1C2D1E)
|
1
|
15454
|
1
|
5486
|
0
|
2555
|
0
|
2621
|
0
|
2101
|
0
|
2691
|
|
492
|
D(3C+4D)
|
4
|
15458
|
1
|
5487
|
0
|
2555
|
0
|
2621
|
0
|
2101
|
3
|
2694
|
|
493
|
D(3C+3D1E)
|
2
|
15460
|
1
|
5488
|
1
|
2556
|
0
|
2621
|
0
|
2101
|
0
|
2694
|
|
494
|
D(2C+5C)
|
2
|
15462
|
2
|
5490
|
0
|
2556
|
0
|
2621
|
0
|
2101
|
0
|
2694
|
|
495
|
D(2C+4C1D)
|
27
|
15489
|
16
|
5506
|
0
|
2556
|
1
|
2622
|
0
|
2101
|
10
|
2704
|
|
496
|
D(2C+3C2D)
|
41
|
15530
|
22
|
5528
|
4
|
2560
|
3
|
2625
|
0
|
2101
|
12
|
2716
|
|
497
|
D(2C+3C1D1E)
|
3
|
15533
|
2
|
5530
|
0
|
2560
|
0
|
2625
|
0
|
2101
|
1
|
2717
|
|
498
|
D(2C+2C3D)
|
54
|
15587
|
35
|
5565
|
4
|
2564
|
1
|
2626
|
2
|
2103
|
12
|
2729
|
|
499
|
D(2C+2C2D1E)
|
3
|
15590
|
3
|
5568
|
0
|
2564
|
0
|
2626
|
0
|
2103
|
0
|
2729
|
|
500
|
D(2C+1C4D)
|
26
|
15616
|
19
|
5587
|
0
|
2564
|
1
|
2627
|
2
|
2105
|
4
|
2733
|
|
501
|
D(2C+1C3D1E)
|
2
|
15618
|
2
|
5589
|
0
|
2564
|
0
|
2627
|
0
|
2105
|
0
|
2733
|
|
502
|
D(2C+5D)
|
4
|
15622
|
2
|
5591
|
0
|
2564
|
0
|
2627
|
0
|
2105
|
2
|
2735
|
|
503
|
D(2C+4D1E)
|
1
|
15623
|
1
|
5592
|
0
|
2564
|
0
|
2627
|
0
|
2105
|
0
|
2735
|
|
504
|
D(1C+6C)
|
4
|
15627
|
2
|
5594
|
0
|
2564
|
0
|
2627
|
0
|
2105
|
2
|
2737
|
|
505
|
D(1C+5C1D)
|
33
|
15660
|
15
|
5609
|
3
|
2567
|
2
|
2629
|
1
|
2106
|
12
|
2749
|
|
506
|
D(1C+4C2D)
|
96
|
15756
|
47
|
5656
|
8
|
2575
|
5
|
2634
|
1
|
2107
|
35
|
2784
|
|
507
|
D(1C+4C1D1E)
|
2
|
15758
|
1
|
5657
|
0
|
2575
|
0
|
2634
|
0
|
2107
|
1
|
2785
|
|
508
|
D(1C+3C3D)
|
108
|
15866
|
56
|
5713
|
15
|
2590
|
4
|
2638
|
4
|
2111
|
29
|
2814
|
|
509
|
D(1C+3C2D1E)
|
6
|
15872
|
5
|
5718
|
0
|
2590
|
0
|
2638
|
0
|
2111
|
1
|
2815
|
|
510
|
D(1C+2C4D)
|
78
|
15950
|
40
|
5758
|
4
|
2594
|
4
|
2642
|
1
|
2112
|
29
|
2844
|
|
511
|
D(1C+2C3D1E)
|
8
|
15958
|
4
|
5762
|
0
|
2594
|
1
|
2643
|
0
|
2112
|
3
|
2847
|
|
512
|
D(1C+1C5D)
|
55
|
16013
|
26
|
5788
|
5
|
2599
|
0
|
2643
|
0
|
2112
|
24
|
2871
|
|
513
|
D(1C+1C4D1E)
|
11
|
16024
|
5
|
5793
|
1
|
2600
|
0
|
2643
|
1
|
2113
|
4
|
2875
|
|
514
|
D(1C+6D)
|
94
|
16118
|
34
|
5827
|
13
|
2613
|
3
|
2646
|
21
|
2134
|
23
|
2898
|
|
515
|
D(1C+5D1E)
|
3
|
16121
|
2
|
5829
|
0
|
2613
|
0
|
2646
|
0
|
2134
|
1
|
2899
|
|
516
|
D(7C)
|
4
|
16125
|
2
|
5831
|
0
|
2613
|
1
|
2647
|
0
|
2134
|
1
|
2900
|
|
517
|
D(6C1D)
|
25
|
16150
|
16
|
5847
|
0
|
2613
|
0
|
2647
|
0
|
2134
|
9
|
2909
|
|
518
|
D(5C2D)
|
53
|
16203
|
32
|
5879
|
7
|
2620
|
1
|
2648
|
2
|
2136
|
11
|
2920
|
|
519
|
D(5C1D1E)
|
4
|
16207
|
4
|
5883
|
0
|
2620
|
0
|
2648
|
0
|
2136
|
0
|
2920
|
|
520
|
D(4C3D)
|
67
|
16274
|
31
|
5914
|
5
|
2625
|
3
|
2651
|
5
|
2141
|
23
|
2943
|
|
521
|
D(4C2D1E)
|
6
|
16280
|
6
|
5920
|
0
|
2625
|
0
|
2651
|
0
|
2141
|
0
|
2943
|
|
522
|
D(3C4D)
|
83
|
16363
|
50
|
5970
|
3
|
2628
|
3
|
2654
|
2
|
2143
|
25
|
2968
|
|
523
|
D(3C3D1E)
|
11
|
16374
|
6
|
5976
|
1
|
2629
|
1
|
2655
|
1
|
2144
|
2
|
2970
|
|
524
|
D(2C5D)
|
70
|
16444
|
35
|
6011
|
5
|
2634
|
1
|
2656
|
5
|
2149
|
24
|
2994
|
|
525
|
D(2C4D1E)
|
11
|
16455
|
6
|
6017
|
1
|
2635
|
0
|
2656
|
1
|
2150
|
3
|
2997
|
|
526
|
D(1C6D)
|
63
|
16518
|
25
|
6042
|
6
|
2641
|
4
|
2660
|
15
|
2165
|
13
|
3010
|
|
527
|
D(1C5D1E)
|
10
|
16528
|
6
|
6048
|
0
|
2641
|
0
|
2660
|
1
|
2166
|
3
|
3013
|
|
528
|
D(7D)
|
17
|
16545
|
4
|
6052
|
4
|
2645
|
0
|
2660
|
3
|
2169
|
6
|
3019
|
|
529
|
D(6D1E)
|
1
|
16546
|
0
|
6052
|
0
|
2645
|
0
|
2660
|
1
|
2170
|
0
|
3019
|
|
530
|
E(1C+6D)
|
142
|
16688
|
95
|
6147
|
3
|
2648
|
3
|
2663
|
0
|
2170
|
41
|
3060
|
|
531
|
E(2C4D1E)
|
2
|
16690
|
2
|
6149
|
0
|
2648
|
0
|
2663
|
0
|
2170
|
0
|
3060
|
|
532
|
E(1C6D)
|
137
|
16827
|
73
|
6222
|
10
|
2658
|
4
|
2667
|
0
|
2170
|
50
|
3110
|
|
533
|
E(1C5D1E)
|
1
|
16828
|
1
|
6223
|
0
|
2658
|
0
|
2667
|
0
|
2170
|
0
|
3110
|
|
534
|
E(7D)
|
138
|
16966
|
65
|
6288
|
9
|
2667
|
9
|
2676
|
2
|
2172
|
53
|
3163
|
|
535
|
E(6D1E)
|
72
|
17038
|
20
|
6308
|
11
|
2678
|
2
|
2678
|
1
|
2173
|
38
|
3201
|
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