Reduced systems guaranteed for New York Pick 10

You can create a reduction of the integral systems with the guarantee that the combination is present in the number selection then it is also present in one of the produced series.
For example, by selecting 13 numbers in groups of 5 numbers, if you want to guarantee 3 point output, the system will generate 33 series that will contain all possible triads with the 13 numbers.
The ideal reduction would be to never have a combination repeated within the whole system (like the one indicated above) but almost never you can get this result, so the combinations could be repeated within the system. This means that you could put more series into play but with the consequence of multiple winnings.


Static Filters
 
Min
Max


Please, use the point to separate the numbers, i.e.: 1.2
Dynamic Filters
 
Min
Max

125

Serials found (max 1000)

143

Ideal series

114.40

Efficiency

POSITIONSERIESCD
1
01
02
03
04
05
33
2
01
02
03
06
07
253
3
01
02
03
08
09
251
4
01
02
03
10
11
36
5
01
02
03
12
13
0
6
01
02
04
06
08
92
7
01
02
04
07
09
37
8
01
02
04
10
12
36
9
01
02
04
11
13
92
10
01
02
05
06
09
201
11
01
02
05
07
08
169
12
01
02
05
10
13
30
13
01
02
05
11
12
36
14
01
02
05
06
10
171
15
01
02
04
06
11
34
16
01
02
03
06
12
431
17
01
02
03
06
13
66
18
01
02
04
07
10
95
19
01
02
05
07
11
227
20
01
02
03
07
12
0
21
01
02
03
07
13
0
22
01
02
03
08
10
30
23
01
02
03
08
11
251
24
01
02
05
08
12
157
25
01
02
04
08
13
30
26
01
02
03
09
10
66
27
01
02
03
09
11
112
28
01
02
04
09
12
95
29
01
02
05
09
13
33
30
01
03
04
06
10
23
31
01
03
04
06
11
92
32
01
03
04
07
10
25
33
01
03
04
07
11
25
34
01
03
04
08
12
157
35
01
03
04
08
13
92
36
01
03
04
09
12
112
37
01
03
04
09
13
33
38
01
03
04
06
12
521
39
01
02
04
06
13
40
40
01
02
04
07
12
95
41
01
03
04
07
13
209
42
01
03
04
08
10
269
43
01
02
04
08
11
92
44
01
02
04
09
10
95
45
01
03
04
09
11
35
46
01
04
05
06
11
52
47
01
03
05
06
12
286
48
01
02
05
06
13
89
49
01
04
05
07
10
209
50
01
02
05
07
12
80
51
01
03
05
07
13
61
52
01
03
05
08
10
192
53
01
02
05
08
11
157
54
01
04
05
08
13
89
55
01
02
05
09
10
171
56
01
03
05
09
11
112
57
01
04
05
09
12
112
58
02
03
04
06
08
146
59
02
03
04
06
09
33
60
02
03
04
07
08
37
61
02
03
04
07
09
33
62
02
03
04
10
12
95
63
02
03
04
10
13
33
64
02
03
04
11
12
49
65
02
03
04
11
13
33
66
02
03
04
06
07
275
67
02
03
04
08
09
33
68
02
03
04
10
11
25
69
02
03
04
12
13
0
70
02
03
05
06
07
252
71
02
04
05
06
08
201
72
02
04
05
07
09
33
73
02
03
05
08
09
33
74
02
03
05
10
11
178
75
02
04
05
10
12
95
76
02
04
05
11
13
33
77
02
03
05
12
13
0
78
02
06
07
12
13
0
79
02
06
08
11
13
92
80
02
06
09
10
13
66
81
02
07
08
11
12
169
82
02
07
09
10
12
80
83
02
08
09
10
11
57
84
03
05
06
09
10
23
85
03
05
07
08
11
256
86
03
05
06
08
12
246
87
03
05
07
09
13
33
88
03
04
05
10
13
23
89
03
04
05
11
12
31
90
03
06
07
12
13
0
91
03
06
08
10
11
233
92
03
06
09
11
12
281
93
03
05
06
10
12
23
94
03
07
08
10
13
149
95
03
07
09
10
11
25
96
03
05
07
11
13
178
97
03
08
09
10
12
75
98
03
08
09
11
13
92
99
04
05
06
09
13
33
100
04
05
06
07
10
23
101
04
05
07
08
12
157
102
04
05
06
07
11
52
103
04
06
08
11
13
92
104
04
06
09
11
12
75
105
04
05
06
10
11
23
106
04
07
08
10
13
149
107
04
07
09
10
12
75
108
04
05
07
10
11
25
109
04
08
09
12
13
75
110
05
06
08
10
13
229
111
05
07
09
11
12
80
112
05
08
09
12
13
129
113
05
07
08
10
12
111
114
05
06
08
11
12
157
115
05
07
09
10
13
152
116
05
06
09
11
13
92
117
06
07
09
10
12
27
118
06
07
10
11
13
227
119
01
06
07
11
12
430
120
06
07
08
12
13
27
121
01
06
09
10
11
77
122
06
07
09
12
13
27
123
07
08
10
11
13
41
124
01
08
09
10
13
30
125
01
08
09
11
12
75