Date
Mon
Tue
Wed
Thur
Fri
Sat
Sun
890
74
400
580
35
447
356
40
668
579
10
488
119
17
890
690
57
340
380
15
447
368
70
136
890
78
378
450
93
247
679
25
357
270
98
288
338
49
117
579
12
660
568
97
250
577
93
166
488
02
129
368
70
677
470
12
390
244
08
477
X
388
92
688
179
74
112
126
96
566
690
51
128
158
42
255
356
45
159
237
25
258
157
36
790
238
30
334
379
98
440
235
98
170
349
63
256
689
34
167
360
95
357
199
98
170
149
41
380
450
91
119
144
92
679
246
22
570
280
06
123
266
44
167
223
76
358
360
98
134
X
670
30
118
339
55
249
336
21
344
237
23
346
359
76
169
229
38
800
140
51
146
160
74
590
668
08
224
569
08
288
100
14
680
400
46
330
559
95
780
370
05
500
X
120
34
167
226
05
168
110
22
570
255
26
277
336
28
279
370
09
379
670
31
579
136
02
345
370
01
146
124
79
126
256
33
256
257
42
390
126
92
156
278
78
125
356
42
237
359
72
237
134
84
239
226
03
599
X
246
20
299
339
53
148
568
96
880
578
09
379
369
86
277
569
00
145
490
32
147
260
88
477
366
57
449
144
96
449
280
00
578
225
90
136
770
49
379
117
98
233
479
09
270
179
71
236
278
70
569
139
34
356
445
32
480
490
32
570
127
02
156
188
7
249
88
134
125
81
146
157
36
178
556
60
389
880
69
225
680
40
136
458
73
670
344
11
579
113
58
233
889
52
649
146
17
368
344
10
668
236
11
290
359
74
158
137
14
446
178
6
448
61
128
X
477
82
156
224
86
178
377
78
125
135
91
489
568
95
780
369
82
660
129
22
336
279
80
578
900
99
126
340
77
368
690
50
190
269
70
145
238
30
479
256
38
567
580
39
234
279
89
180
160
73
229
288
88
125
236
18
378
590
40
127
350
86
790
668
00
280
128
89
450
112
40
677
266
46
178
458
73
120
149
47
458
790
65
348
133
79
469
X
668
04
257
699
40
488
199
94
130
390
26
466
148
36
349
699
47
566
466
60
226
600
65
780
188
70
460
550
01
489
480
22
570
347
40
569
147
24
112
X
190
05
268
336
29
235
268
69
568
800
85
339
468
89
379
800
89
135
689
33
256
880
67
377
780
51
489
660
22
679
579
12
480
558
82
110
146
15
267
479
07
179
350
81
560
689
34
248
588
14
590
346
31
470
577
96
790
147
28
260
136
03
788
126
98
189
359
70
567
567
86
126
389
06
658
455
47
179
458
72
336
469
92
688
348
54
112
679
22
589
900
94
770
0
00
0
258
53
247
489
11
245
299
00
190
250
73
238
799
52
570
140
52
480
890
76
790
244
06
600
667
91
100
578
09
469
136
00
389
569
08
350
150
62
778
455
49
388
189
80
127
239
46
26
280
06
178
369
84
680
367
62
570
149
41
678
114
66
448
488
01
470
230
52
110
350
81
290
568
99
469
358
65
456
126
98
459
189
85
140
459
81
146
279
89
478
X
289
95
249
447
54
239
570
29
289
469
93
256
130
45
780
690
55
113
480
25
357
260
84
789
368
73
148
445
37
278
258
51
335
X
390
21
489
557
79
568
378
80
299
349
60
235
246
25
249
344
15
339
258
58
468
179
75
140
467
79
577
990
82
688
379
97
359
259
69
450
137
13
346
378
80
136
590
48
567
588
17
269
126
94
356
660
27
268
560
12
499
570
28
170
150
64
356
189
81
489
467
70
370
457
60
569
250
79
667
256
30
145
599
32
228
359
75
348
599
33
229
144
97
188
138
22
778
225
95
799
290
13
670
669
18
369
399
11
290
166
39
289
136
09
379
139
38
125
279
84
590
359
74
680
346
30
668
270
90
479
226
05
357
459
87
133
556
60
479
467
76
169
370
08
990
489
12
138
389
07
890
470
19
360
180
99
234
369
84
239
137
14
590
669
17
458
368
74
257
190
08
478
233
80
389
678
12
246
468
81
560
160
76
358
689
34
167
600
69
469
256
32
778
178
62
679
469
95
456
225
96
150
237
28
800
478
92
156
578
01
380
130
44
356
270
95
780
258
57
458
579
19
568
168
58
279
146
11
560
490
37
160
248
31
245
135
90
578
349
68
170
488
01
245
780
50
569
677
07
700
X
667
99
360
266
44
112
270
91
344
300
33
355
450
91
399
788
39
289
199
97
377
158
47
250
278
71
380
239
46
600
670
38
350
228
20
389
117
98
459
236
15
357
148
33
689
100
17
340
226
01
399
334
08
459
489
15
258
140
57
359
789
41
579
128
17
160
580
32
570
479
03
346
139
31
119
460
09
379
247
31
579
167
47
368
470
17
449
668
07
133
147
25
889
360
95
140
280
06
259
880
61
380
370
07
368
379
92
246
145
09
126
136
05
249
458
76
358
149
41
245
458
79
469
278
75
799
567
89
135
578
01
236
570
21
146
488
05
177
790
69
126
136
01
137
226
09
225
179
73
689
470
15
690
459
82
679
255
23
247
189
87
160
128
18
567
167
45
780
480
20
190
X
X
X
X
X
X
X
X
X
X
X
X
X
X
X
X
X
X
X
X
X
X
X
X
X
X
X
X
X
X
X
X
X
X
X
X
190
09
126
550
06
259
269
70
190
300
30
190
550
07
223
890
79
469
368
79
180
257
45
249
127
01
588
126
98
288
155
19
117
670
34
590
380
13
229
689
31
227
246
28
369
700
77
133
347
50
244
356
41
335
348
58
288
236
14
680
123
69
180
245
16
899
690
52
246
360
94
158
235
08
990
578
00
550
133
74
130
569
08
440
259
61
588
188
72
138
799
51
344
356
43
300
235
01
470
469
96
150
345
29
234
158
46
899
668
05
690
480
20
578
458
78
134
124
72
345
167
45
122
337
34
338
270
98
800
170
84
356
238
36
457
167
43
229
245
12
778
378
86
367
120
38
440
380
18
125
258
50
280
356
45
267
578
04
220
127
05
590
589
29
270
113
56
466
270
90
244
679
28
990
167
47
566
448
67
557
780
57
160
247
39
450
457
65
122
770
40
235
147
24
590
469
90
136
159
50
127
188
73
300
335
13
599
188
75
357
X
389
00
118
340
74
590
126
92
156
220
42
246
119
19
667
445
39
199
124
71
335
233
86
178
127
02
345
780
54
347
144
96
358
180
93
157
235
01
245
390
26
268
678
18
459
479
09
289
558
87
458
599
39
180
800
82
778
230
50
389
560
12
237
349
67
223
277
60
578
990
85
366
257
44
130
244
07
566
679
25
780
367
60
127
770
47
179
670
39
270
335
16
268
477
82
390
124
74
149
550
02
480
199
93
689
236
15
339
447
53
120
279
85
177
123
60
578
110
26
556
459
80
569
349
68
260
889
59
667
389
04
699
559
95
348
790
60
668
678
19
568
114
69
225
244
09
900
290
16
330
279
88
233
890
71
579
336
26
790
578
08
369
599
31
489
267
55
140
224
81
588
680
43
689
568
96
240
456
53
788
X
X
345
22
156
590
47
340
126
98
378
248
41
146
126
60
460
669
14
149
490
37
467
455
42
246
389
02
138
127
03
157
457
66
600
336
21
119
288
83
337
146
10
569
155
11
380
459
89
126
188
77
890
339
54
789
134
80
136
580
32
679
447
52
688
235
08
279
390
29
450
239
44
356
170
89
360
379
98
288
367
64
338
779
38
558
122
51
119
177
58
233
255
27
377
X
350
88
477
179
70
118
245
12
778
359
71
290
279
85
690
389
04
590
129
26
259
256
31
470
280
07
179
168
54
248
266
47
250
228
21
155
355
36
123
468
86
556
570
29
379
479
08
260
588
18
170
390
26
150
567
85
366
790
60
677
347
41
380
789
44
680
255
28
189
299
00
389
147
28
378
240
64
239
139
35
258
180
99
360
458
79
135
457
68
125
236
10
370
178
62
480
348
55
456
336
28
369
257
44
699
280
01
579
358
60
578
234
99
469
156
20
550
367
60
479
368
70
235
137
13
256
177
52
679
226
09
577
134
80
145
688
22
246
118
08
990
114
66
466
338
47
557
890
71
399
567
89
478
127
03
346
357
59
388
238
39
234
229
37
449
680
44
167
889
57
124
100
10
550
157
33
490
379
92
679
269
77
700
112
41
290
244
06
330
155
12
589
X
249
55
348
578
03
238
248
48
459
678
10
569
147
20
136
359
78
440
345
24
158
880
64
220
267
58
800
X
160
77
890
360
91
399
779
30
370
389
04
590
257
43
788
344
11
128
400
44
455
336
22
138
235
08
378
189
84
239
449
70
145
790
69
135
369
84
400
125
81
489
660
22
246
117
90
479
667
99
126
670
30
668
200
23
599
245
14
167
238
32
129
156
23
346
460
01
146
679
27
359
289
91
137
577
90
145
456
52
147
250
75
690
237
22
688
600
68
468
111
30
127
X
579
16
358
378
84
266
270
99
469
556
63
139
157
31
236
568
98
233
569
03
337
133
71
588
489
17
278
268
65
799
450
95
366
248
43
580
349
6
130
47
36
479
03
256
450
95
168
550
07
124
380
12
345
678
11
560
267
55
159
457
63
490
180
95
357
189
85
159
223
71
137
346
33
689
446
47
340
489
15
249
478
97
890
244
02
688
360
99
379
170
85
456
X
377
77
359
669
12
778
488
04
158
113
50
190
350
81
119
179
75
168
299
09
117
100
12
499
236
13
247
148
32
156
259
61
470
770
44
112
X
477
85
230
157
33
120
128
10
136
560
19
469
140
50
389
246
28
567
220
41
227
246
21
128
130
44
257
139
33
599
238
34
356
156
22
679
440
86
880
199
95
267
114
67
124
400
41
335
225
94
149
700
79
379
155
16
358
779
33
788
690
54
446
117
91
489
146
10
677
137
10
280
145
02
147
556
62
228
344
12
237
339
54
239
258
55
357
257
44
158
345
29
568
346
35
159
378
87
160
147
20
299
289
91
678
567
84
167
448
64
356
669
15
357
470
11
128
126
91
579
149
40
569
457
66
178
240
64
130
790
66
367
440
88
233
680
45
249
580
32
138
290
11
137
236
17
250
789
40
370
479
01
146
359
71
678
480
28
369
120
30
460
267
56
367
337
30
389
245
19
469
226
08
350
235
06
349
360
97
557
669
14
489
237
22
589
460
06
358
479
04
590
468
89
180
228
23
148
268
68
378
570
22
688
224
87
115
679
24
167
145
06
457
778
22
255
150
64
770
149
42
110
127
08
189
233
80
235
134
80
190
169
69
478
340
75
690
270
96
359
278
76
169
578
01
236
260
89
469
246
29
234
238
34
239
256
36
556
458
78
468
347
41
579
279
86
349
130
43
166
249
56
457
460
07
368
226
05
168
255
29
450
379
93
689
568
92
156
247
31
155
588
19
478
669
17
467
380
17
340
357
55
456
679
21
128
178
60
136
689
30
127
589
22
156
490
35
267
566
75
177
558
83
157
789
49
234
468
89
199
500
57
124
180
97
700
137
19
289
677
01
669
133
77
269
233
80
460
459
81
245
388
90
479
X
270
99
469
144
94
356
229
32
688
349
66
457
237
23
346
390
23
445
560
18
125
160
74
347
268
65
456
360
92
138
660
20
299
378
88
279
126
99
568
235
03
139
890
78
170
550
02
147
900
92
679
258
53
300
450
90
668
269
77
359
239
40
127
129
26
457
788
31
399
349
67
557
117
93
689
588
16
367
260
82
246
148
30
118
358
67
890
688
21
290
145
07
566
249
54
400
227
11
588
577
93
256
900
92
200
299
05
339
377
73
580
369
88
468
230
56
268
690
50
479
779
31
470
139
34
789
689
34
149
990
84
239
790
65
159
X
370
06
240
477
80
569
345
21
155
157
39
478
X
120
36
880
778
29
569
399
16
899
457
60
389
129
25
140
480
58
567
566
79
577
668
04
248
180
94
266
226
04
112
237
21
678
137
11
236
169
68
459
247
39
379
280
04
167
255
21
344
558
85
267
168
50
334
128
12
147
479
00
569
114
62
778
449
77
278
340
76
123
147
21
335
110
21
588
270
98
800
245
18
128
356
47
160
490
36
367
239
42
390
170
88
134
349
66
169
158
40
460
370
07
368
467
75
780
479
00
235
590
40
370
679
23
445
119
13
346
177
50
190
667
97
458
149
45
267
147
22
660
269
79
379
345
22
200
146
19
135
579
16
367
680
46
268
447
56
457
400
42
390
357
56
880
138
20
244
223
79
478
X
237
29
117
456
57
160
179
75
348
670
35
159
556
60
370
290
16
330
279
84
149
157
33
256
490
30
145
347
44
239
789
40
550
126
95
780
118
02
679
133
71
344
244
02
129
346
33
247
199
93
355
233
89
234
567
80
389
337
33
157
168
54
130
770
48
800
137
11
678
568
99
360
123
68
189
112
43
490
459
82
156
358
68
477
448
67
160
270
94
239
340
75
447
X
478
98
189
220
43
580
134
87
223
570
29
450
124
71
128
578
01
399
300
38
260
344
15
177
357
50
578
125
83
139
145
04
347
180
90
389
356
44
248
246
28
125
199
93
670
166
32
688
269
75
348
578
01
669
460
07
115
127
02
110
558
87
467
600
69
469
244
09
568
590
41
146
468
87
890
799
53
337
245
18
567
157
30
280
390
29
900
110
28
189
136
04
167
660
21
137
379
95
366
234
97
179
369
87
359
240
65
267
460
04
158
889
58
279
366
55
690
345
23
157
480
25
159
699
41
236
126
96
880
350
86
268
256
38
260
288
88
224
290
10
569
269
74
455
230
59
225
578
00
677
589
20
334
346
38
468
789
47
340
245
11
579
458
77
467
369
8
260
89
559
134
85
140
468
85
258
488
07
377
680
46
114
400
43
779
456
53
346
X
600
60
370
480
24
248
289
9
345
27
269
688
22
147
330
66
448
369
80
460
680
44
112
899
60
136
380
19
469
467
70
578
169
67
458
790
60
235
379
99
577
133
77
359
300
32
336
699
41
155
119
14
446
157
31
344
189
82
679
455
45
122
127
03
788
455
41
588
589
23
779
459
85
177
580
31
128
126
99
469
234
99
270
245
10
668
137
17
179
247
38
350
770
46
457
600
69
180
246
20
244
334
01
137
160
72
156
789
48
134
460
01
290
566
74
130
367
66
790
599
37
467
569
01
579
358
67
278
147
23
689
355
33
139
X
356
49
577
578
09
667
116
89
199
160
75
258
290
10
190
335
13
337
299
09
900
370
04
446
114
62
679
577
90
479
345
21
236
366
52
480
267
53
229
135
92
138
X
X
115
75
780
119
10
488
158
48
260
128
17
278
569
02
156
577
96
268
125
81
146
136
02
138
457
69
135
347
47
890
590
40
136
379
90
226
138
23
346
700
71
678
145
03
788
779
31
579
170
81
236
124
78
350
360
90
479
478
90
190
356
42
156
349
62
246
470
18
116
556
60
460
158
41
335
399
10
569
780
52
129
267
58
477
266
43
580
146
18
170
459
82
570
590
43
445
257
49
270
278
71
245
467
77
133
138
29
234
258
55
690
588
06
457
678
17
368
667
93
148
369
84
680
137
15
780
699
42
778
345
24
770
689
30
235
122
51
146
349
67
223
558
80
460
399
10
569
469
92
778
477
85
447
235
91
579
125
87
368
890
79
360
157
39
568
289
91
245
118
03
120
259
60
479
224
84
356
350
82
589
578
08
189
135
96
790
145
08
468
346
39
234
789
42
129
400
43
689
668
03
355
X
344
15
357
299
06
259
127
08
125
677
02
499
567
82
147
169
66
457
260
83
157
459
83
120
X
380
16
240
889
54
356
244
07
377
179
70
136
190
01
137
X
246
28
440
457
64
158
600
68
279
578
00
569
268
66
349
590
42
110
577
94
257
269
76
259
137
16
240
445
31
146
335
16
790
230
57
377
348
57
359
378
84
167
234
90
479
280
06
556
248
48
477
568
90
127
X
148
37
340
256
31
579
124
70
145
890
71
245
370
09
135
679
24
680
125
86
178
468
86
457
139
35
168
X
588
11
489
224
89
379
149
44
400
336
20
488
180
94
789
249
58
279
234
98
350
268
69
450
128
16
358
123
61
236
378
87
124
569
00
479
469
95
140
X
990
88
350
890
71
470
558
80
136
349
66
367
280
01
678
148
36
169
670
32
237
348
55
140
233
89
117
446
40
145
667
92
255
567
87
179
155
10
226
468
80
370
448
68
125
X
X
577
91
344
568
91
489
599
37
458
139
35
168
248
41
137
390
29
450
129
29
379
258
57
700
189
89
270
129
20
127
190
07
250
579
14
266
360
93
337
378
80
145
348
55
690
159
59
135
899
63
346
399
12
688
348
55
690
269
71
236
880
69
667
367
62
778
478
95
357
356
49
559
127
09
388
800
82
589
157
33
256
660
28
468
146
11
290
236
18
459
668
07
340
578
00
136
178
66
790
147
27
566
246
23
490
X
590
43
337
489
19
900
X
X
X
223
70
127
389
06
466
224
84
356
148
64
130
370
06
268
136
01
236
679
28
125
458
76
259
223
73
229
100
18
558
260
84
680
345
26
880
235
02
147
668
09
360
159
53
157
367
64
347
678
14
770
145
00
280
890
79
568
457
69
126
X
150
68
134
679
24
356
460
01
579
890
71
245
238
32
147
270
94
680
459
88
378
399
15
348
569
01
335
136
03
120
145
09
289
690
55
357
700
76
358
269
79
568
790
60
235
359
77
124
239
46
457
135
91
588
458
79
289
370
01
146
280
03
148
470
11
399
448
65
258
558
84
789
346
33
256
290
13
670
246
24
158
135
90
127
557
79
199
118
09
270
678
11
236
390
29
450
X
168
51
579
660
25
267
570
20
145
689
33
580
789
45
140
670
34
347
X
479
00
460
499
29
234
130
40
677
148
31
128
169
60
578
340
77
160
255
28
116
446
47
359
199
94
149
157
38
134
590
47
160
229
37
179
256
37
269
136
09
126
500
59
225
128
19
469
790
68
477
X
460
03
689
456
53
238
166
36
178
159
57
449
679
20
136
129
24
239
347
48
990
480
20
118
488
08
134
177
52
147
789
41
137
669
14
266
477
84
158
779
37
115
348
54
239
378
81
399
359
70
479
138
26
268
125
81
470
145
04
257
223
76
240
127
06
367
137
13
490
X
778
24
158
260
87
160
459
89
478
157
30
569
788
37
340
780
54
248
358
64
789
114
61
380
330
67
250
557
70
479
168
53
490
559
92
345
X
266
40
235
279
88
189
X
248
44
347
699
43
139
446
48
567
114
63
247
X
X
790
65
366
480
26
556
569
03
580
677
00
280
124
77
278
689
32
246
560
11
245
167
49
234
600
64
400
570
26
330
245
11
678
467
75
249
590
45
357
157
36
349
115
75
168
247
39
667
688
23
580
177
51
399
136
09
568
579
12
390
500
54
338
169
65
348
556
61
290
145
01
560
770
44
356
377
72
147
340
74
347
X
280
06
123
488
01
470
266
44
239
790
65
249
679
22
147
470
18
350
238
38
260
257
45
447
266
43
148
370
09
790
169
68
990
170
81
236
123
62
138
268
67
160
258
51
344
170
89
568
147
28
378
270
98
233
500
57
160
499
21
290
334
07
160
238
32
147
600
69
234
248
43
229
448
62
778
366
59
289
670
37
160
790
61
380
258
55
366
190
01
128
256
32
589
788
39
234
137
14
167
367
67
359
460
03
580
367
62
336
590
49
289
189
85
459
690
58
170
122
52
237
680
42
138
118
09
379
880
69
450
579
12
679
270
94
149
336
27
160
378
89
144
467
71
678
369
88
567
799
57
368
236
13
256
279
85
159
778
23
355
260
85
140
569
07
269
X
259
61
137
467
74
158
147
25
357
359
76
123
134
84
356
125
81
579
367
61
245
257
43
120
455
49
478
344
13
445
269
72
255
278
77
458
567
81
245
459
81
579
680
42
237
699
44
356
670
33
686
270
92
156
558
83
148
130
42
147
789
48
233
299
06
899
400
41
579
399
17
115
126
96
169
157
32
570
139
36
150
567
87
359
288
82
138
350
89
135
179
79
126
569
06
169
145
07
340
466
69
180
689
31
579
380
13
346
569
02
660
270
90
235
245
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379
125
87
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688
20
190
280
02
156
390
29
379
128
19
180
155
19
469
223
77
557
248
44
167
X
800
87
377
467
70
334
477
86
169
890
70
244
228
26
899
450
93
490
122
56
268
448
61
236
668
04
248
147
22
129
488
01
128
119
18
459
257
40
190
699
41
489
146
19
289
180
94
349
568
93
490
134
82
138
457
68
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236
11
290
458
71
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266
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188
134
85
447
448
65
348
478
98
189
X
X
346
39
360
678
19
225
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369
87
179
125
82
679
167
40
569
690
59
180
259
64
699
338
44
239
279
88
990
367
60
578
334
08
350
459
83
346
660
22
390
356
48
477
246
22
237
X
446
45
267
790
60
136
359
77
890
577
92
255
559
90
370
489
48
369
600
60
190
357
51
470
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65
230
179
73
599
788
33
256
246
26
457
255
27
359
137
17
115
260
80
226
X
X
X
290
15
258
880
69
270
479
00
668
334
08
134
579
19
568
250
79
289
128
15
249
157
39
568
578
07
160
255
28
189
127
09
180
470
16
880
557
74
770
669
16
178
589
28
279
122
55
258
455
48
459
344
15
267
800
81
227
226
09
117
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05
249
457
61
155
X
447
51
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156
27
223
160
74
699
167
49
559
X
X
370
07
250
299
00
668
289
97
557
400
48
567
388
95
122
158
43
670
X
334
07
458
112
44
257
500
56
349
990
80
668
289
90
479
260
81
290
689
35
113
180
97
467
499
21
245
135
94
266
236
14
257
139
36
358
158
41
560
567
83
490
138
24
149
566
73
445
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78
233
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86
240
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55
159
137
14
239
169
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127
140
55
258
156
21
489
679
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125
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159
490
35
690
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130
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457
64
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230
57
269
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23
580
258
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22
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467
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13
238
259
61
489
290
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259
440
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569
239
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07
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450
98
233
340
77
377
458
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480
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667
90
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244
07
223
257
47
269
800
89
117
446
41
236
X
257
45
249
369
88
459
166
35
690
789
40
668
266
45
113
150
62
138
259
60
389
580
35
267
X
578
00
479
269
72
688
379
98
350
468
82
390
667
92
200
180
96
600
358
62
660
128
13
157
X
359
77
179
248
44
158
568
94
257
260
85
357
280
01
470
240
62
480
134
87
179
299
03
689
145
03
157
158
44
789
679
24
239
358
69
135
259
64
130
X
X
345
21
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479
04
158
445
36
600
337
39
360
145
00
479
556
60
578
370
01
146
778
29
126
349
61
678
689
31
489
580
31
290
368
79
469
X
159
53
580
679
22
246
557
78
558
229
30
677
448
61
146
126
90
235
X
367
61
119
247
35
339
133
78
189
120
37
340
113
59
234
400
41
479
110
23
256
339
51
227
140
59
270
356
44
130
780
57
359
145
03
247
X
468
83
157
899
62
255
578
01
579
448
67
223
237
23
599
147
21
100
X
112
41
678
559
90
569
145
08
990
558
89
180
X
560
13
238
570
27
458
X
280
05
357
150
65
447
469
96
349
680
41
470
260
83
247
278
70
190
X
133
74
699
236
15
177
355
31
678
889
59
180
780
58
477
667
98
170
X
477
80
677
580
31
489
126
93
670
380
12
345
379
96
150
138
24
789
X
499
22
156
250
70
127
170
88
378
470
11
290
255
25
339
668
05
249
890
72
138
378
84
158
569
03
670
359
70
479
389
06
358
129
22
237
780
59
478
566
71
344
224
81
290
279
88
189
358
63
139
190
04
455
350
88
279
136
09
135
X
345
26
358
257
41
137
558
89
577
670
38
468
340
75
267
167
42
147
X
789
42
480
126
92
110
289
95
113
458
70
460
240
60
235
489
18
279
X
128
15
159
138
21
146
490
37
124
476
00
569
346
33
148
178
67
368
X
450
92
345
468
83
490
166
32
679
290
15
177
399
16
466
X
X
356
4
X
X
X
X
X
X
X
688
24
789
455
47
133
566
71
678
256
30
578
117
95
447
X
490
34
356
570
24
347
116
80
244
149
42
237
160
72
688
146
11
137
670
30
136
339
58
440
135
98
170
780
52
679
What is a satta calculation?
In first stage 1 is to choose (3) arbitrary figures between 0 and 9 tonnes. As an example, your first arbitrary numbers would be 5,3,6.
The numbers are then added (5 + 3 + 6) to give the redirection more weight, so the last number is supplied. It is 14 throughout this model.
You need to remember the final digit of this number. The basic percentage of fun and greatest Matka tips that increase the chances of winning while lowering the chances of losing would be highly beneficial in the Matka outcome.
For the player in a Matka game, thinking about recreations and also interested participants is critical. The initial draw will be 5,3,6 *4. There's also a second number that's drawn. The procedure is the same as in step 1.
Pick three arbitrary numbers from 0 to 9, combine them, and choose the last number.
It may assist the player in making an educated selection on the most convenient way to play the Satta Matka game on the internet.
You must choose three integers ranging from 0 to 9. Now combine the three numbers you chose. Select the final digit of the resultant number. For example, suppose you choose three numbers: 3, 5, and 7. Then you multiply 3 + 5 + 7 to get 15, 15 with a five as the last digit. As a result, your first three draws will be 3, 5, 7, and 5.
Then you'll want to choose your second sketch similarly to the first.
How do I win Satta Matka?
Satta Matka is a number gamble, where you will choose your numbers right to earn better. Try to follow the 3 Golden Rules while playing Satta.
These tips will definitely make you a Satta Matka winner and are of great value to each and every player, regardless of him being. The first golden rule says that a Satta player should always start playing or betting with lesser amount of money. When one plays with a reasonable amount i.e. an amount which he can afford to lose, he plays on a low-risk level. On the contrary.
In unfortunate cases when you are losing more and winning less, you should stop gambling for a certain period of time.
A player needs to control the temptation to play more and more especially when they are losing. Players should gamble with a limited amount, so that in case they lose they can recover those losses in the games they are going to play in future.
If the amount lost in Kalyan Matka will be more, it would become extremely difficult for a player to make up for these losses.
What are some tricks for playing matka?
Matka Satta numbers can all be foretold in a myriad of contexts. Satta Matka is a number game in which the winner is picked by probability. Many times, a person who plays at random with no preparation wins a lot of money, so someone who plays strategically loses. The logics which are to be followed are
1. Invent your own suitable strategy.
2. Learn everything there is about know about the game.
3. Go to a specific website to get helpful hints and suggestions.
4. Gain a thorough understanding of the various facets of Satta-Matka.
5. Enlist the help of seasoned players.
According to sources, the proclaimed number data is transmitted to each side of the continent via calls and messages and is pushed out of the land within 30 minutes.
What are the simple basic ideas about satta matka?
Satta Matka is a number game based on how excellent you are at guessing the winning number. In this number system, you can guess a variety of types such as Open, Close, Jodi, Panel, Sangam, Jackpot among others. You can also try an unbeatable trick which was SECRET until now. Follow these steps which I have explained in detail, understand it in-depth and then play Satta Matka. With this secret trick you will never-ever fail in the unpredictable Satta Matka game.
Kalyan Matka Jodi Trick Single Matka calculation
## ## ## ## ## 55
91 87 99 40 32 22
55 90 10 63 49 96
80 17 79 51 30 66
47 09 59 07 84 57
28
See,
Saturday 55 (Closing Number)
Friday 32 (Closing Number)
5+2=7-0=7cut 2 next day open (22)
32 (Closing Number)
63 (Closing Number)
2+3=5-1=4 (49)
63 (Closing Number)
79 (Closing Number)
3+9=2-2=0cut 5(51)
79 (Closing Number)
09 (Closing Number)
9+9=8-3=5(59)
09 (Closing Number)
28 (Closing Number)
9+8=7-4=3cut. 8 (Outcome)
Else, always remember these steps –
1. Cut
2. Same
3. Cut
4. Same cut would come as an Outcome
Single open 8
3 powerfull Ank/numbers for next day –
51 80 90 41 37 72
5+1=6 to 7,8,9 ye 3 numbers would win next day
8+0=8 to 9,0,1
9+0=9 to 0,1,2
4+1=5 to 6,7,8
3+7=0 to 1,2,3
7+2=9 to 0,1,2
How to Pick Numbers
1. First Set of Numbers
You can pick 3 numbers from 0 – 9. For example, if you chose 5, 3, 6 they would be your first pick at random. To add more substance to the game the numbers are then added up (5 + 3 + 6) and a final number is given which is the total of the sum all the 3 i.e. 14. In case, you use only use one digit of the selected numbers, (14), you will select the last one which in this case will be 4. So your first draw would be 5, 3, and 6 x4.
2. Second Set of Numbers
A second set of numbers can also be drawn by a player. These numbers are drawn exactly the same way as the first draw. As a random example let’s assume the numbers 8, 2, and 8. This gives us a total of 18; from which player will again use only the last digit so our final pick for the second set of numbers is 8, 2, 8 x 8.
3. Final Card
The final card would look like – (5, 3, 6 x 4) X (8, 2, 8 x 8).
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