LOTTO MAX
....statistics on Canada's Lotto Max Lottery by LottoSoup.com

CANADA'S LOTTO MAX
MAXMILLIONS
BEST COHORT PATTERNS

Trying to figure out which combinations of Cohort Patterns to choose from when picking your numbers for the MAXMILLIONS? How many numbers should you have from "1 to 9" or "10 to 19" or "40 to 49" when deciding on your 7 number combination?

Then check the following Tables for the Best Cohort Patterns for MAXMILLIONS. One Table lists the best Cohort Patterns by Highest Frequency while the other Table lists the Cohort Patterns by Order.

Use the MAXMILLIONS cohorts to also help you in deciding what numbers you want overall, since sometimes there are more draws with the MAXMILLIONS then with the Regular Draw for Lotto Max.

Best Cohorts
By Highest Frequencies
Low Numbers are 1 to 24

Total
Drawn

Cohort Range Patterns

Number of Odd Numbers

Number of Low Numbers

1 to
9
10 to
19
20 to
29
30 to
39
40 to
49
0123456776543210
5821211 57211474 14359
5411212 24132933 152217
5412211 2 10171474 122220
5112121 26151963 2229
4721121 1261015652 2720
4611221 25151761 12268
4322111 11121793 1924
4011122 4991062 2515
3912112 1 3131174 2613
3611113 591075 2115
3621112 13101183 1818
33 1222 12111252 6225
3013111 179571 1713
2911131 14811311 1316
26 2122 2411612 818
25 3112 1218742 1114
24212 2 1351041 4128
2312 22 25745 23
231222 415823 6116
2211 23 8644 22
222212 2857 913
212 221 25842 498
2122 21 45651 21
201 222 3655 1 3134
202 212 227531 3143
20221 2 25571 1010
1911311 225352 2863
18 1132 135441 126
18 1312 15444 11142
18 2221 5652 495
1813 21 13545 18
17 2212 143621 3122
17222 1 123731 2132
17231 1 111041 98
1731111 52451 611
16 1231 44521 673
16 2113 35431 79
16132 1 223621 844
162122 122731 565
151 312 12453 762
1511 32 4443 15
1513 12 46 41 15
151312 11157 114
152 122 34251 87
152221 1146 3 3102
14 2311 132152 941
141 123 11264 86
141 213 12353 104
14123 1 13253 21011
14131 2 1 25213 311
141321 158 185
13 3211 3523 751
13112 3 1132312 562
13122 2 23431 571
132 113 8311 85
1321 22 22441 13
1323 11 23422 13
12113 2 113322 372
122 311 245 1 1641
1221 13 174 12
12211 3 2343 66
1231 12 23511 12
123211 1 371 75
111 321 434 155
111231 123311 254
112 131 26 3 65
11312 1 1424 362
11321 1 163 1 83
10 1123 244 73
101132 22411 163
1021 31 122221 10
102113 1 4211 1 73
1022 12 1243 10
103 211 32311 271
10311 2 4411 64
9 1321 1521 54
9 223 2 313 162
9 3121 441 63
9121 3 22311 63
92 2 3 1341 9
92 23 333 342
92311 2214 54
93 121 1 233 54
93112 3123 45
93121 113112 153
932 2 621 9
8 1213 41 3 143
81 132 332 26
81123 2411 152
81213 2132 44
831 21 115 1 8
7 1114 11212 34
7133 1 132 1141
7141 1 4111 52
73 112 23 2 34
6 1411 132 33
6 2131 222 33
6 3 13 2112 6
6 4111 231 42
61 33 123 33
611 14 11211 6
612 31 312 6
614 2 131 1 6
61411 3111 33
6213 1 312 123
62131 12 3 132
622 3 12 2 1 6
6421 132 15
5 133 21 2 32
5 232 122 122
5 1141 131 23
5 3 22 32 5
5 421 4 1 32
51 3 3 1121 41
51141 221 122
512 13 13 1 5
514 11 122 5
52 32 21 11 32
523 2 131 5
5232 21 2 131
53 22 221 5
53 13 14 32
53 22 211 1 122
532 11 1 21 1 5
4 223 211 22
4 322 11 11 13
4 14 2 13 121
4 2 23 121 4
4 2 32 1111 4
4 33 1 1 2 1 22
4 331 4 211
41 231 1111 121
4111 4 12 1 13
4114 1 1 3 4
42 14 3 1 4
42 23 1111 4
42 3 2 112 22
43 31 22 4
43 2 2 1111 31
4322 1 3 112
433 1 12 1 4
3 214 3 12
3 241 3 12
3 1 51 1 11 3
3 133 111 12
3 142 1 2 111
3 22 3 12 21
3 3 31 1 2 3
3 32 2 1 11 3
3 322 1 1 1 21
3 412 111 21
3 42 1 21 12
3 51 1 21 21
31 24 2 1 3
31 114 2 1 12
31 411 1 11 3
31 42 1 11 3
311 41 111 3
31114 111 12
3142 1 11 3
32 4 1 11 1 3
321 4 1 2 3
322 3 1 11 3
3223 12 21
323 2 1 11 3
324 1 2 1 3
33 13 111 3
33 1 3 1 2 12
33 31 21 21
331 3 21 3
341 11 1 11 3
2 313 1 1 2
2 421 11 11
2 1 33 11 2
2 115 11 11
2 2 14 11 2
2 2 41 1 1 2
2 214 1 1 11
2 23 2 11 11
2 232 2 11
2 24 1 11 11
2 241 11 11
2 3 4 2 2
2 43 11 2
2 511 1 1 2
21 33 11 2
21 42 1 1 2
21 141 1 1 11
21 15 1 1 2
21 24 1 1 2
213 3 1 1 2
213 3 11 2
22 32 11 2
22 41 2 2
221 4 11 2
2214 1 1 2
23 3 1 1 1 2
231 3 11 2
2313 1 1 11
232 2 2 2
2331 2 2
24 12 1 1 2
24 21 11 2
24111 11 11
2412 11 11
242 1 11 2
243 2 2
251 1 2 2
1 115 1 1
1 124 1 1
1 331 1 1
1 34 1 1
1 4 3 1 1
1 5 2 1 1
1 61 1 1
1 1 6 1 1
1 1 15 1 1
1 1 42 1 1
1 12 4 1 1
1 13 3 1 1
1 15 1 1 1
1 21 4 1 1
1 25 1 1
1 3 4 1 1
1 31 3 1 1
1 4 3 1 1
1 4 21 1 1
1 5 2 1 1
1 5 11 1 1
1 5 2 1 1
1 52 1 1
11 1 5 1 1
11 2 4 1 1
11 51 1 1
112 4 1 1
1124 1 1
1151 1 1
12 41 1 1
133 1 1 1
134 1 1
14 3 1 1
14 12 1 1
141 2 1 1
141 2 1 1
1411 1 1 1
15 11 1 1

Best Cohort Patterns by Order makes it easy for you to find your Patterns quickly and see where your Pattern ranks overall.

Best Cohorts
By Order
Low Numbers are 1 to 24

Total
Drawn

Cohort Range Patterns

Number of Odd Numbers

Number of Low Numbers

1 to
9
10 to
19
20 to
29
30 to
39
40 to
49
0123456776543210
1 115 1 1
1 124 1 1
5 133 21 2 32
3 214 3 12
4 223 211 22
5 232 122 122
3 241 3 12
2 313 1 1 2
4 322 11 11 13
1 331 1 1
1 34 1 1
1 4 3 1 1
2 421 11 11
1 5 2 1 1
1 61 1 1
1 1 6 1 1
1 1 15 1 1
2 1 33 11 2
1 1 42 1 1
3 1 51 1 11 3
7 1114 11212 34
10 1123 244 73
18 1132 135441 126
5 1141 131 23
2 115 11 11
1 12 4 1 1
8 1213 41 3 143
33 1222 12111252 6225
16 1231 44521 673
1 13 3 1 1
18 1312 15444 11142
9 1321 1521 54
3 133 111 12
4 14 2 13 121
6 1411 132 33
3 142 1 2 111
1 15 1 1 1
2 2 14 11 2
4 2 23 121 4
4 2 32 1111 4
2 2 41 1 1 2
1 21 4 1 1
16 2113 35431 79
26 2122 2411612 818
6 2131 222 33
2 214 1 1 11
3 22 3 12 21
17 2212 143621 3122
18 2221 5652 495
9 223 2 313 162
2 23 2 11 11
14 2311 132152 941
2 232 2 11
2 24 1 11 11
2 241 11 11
1 25 1 1
1 3 4 1 1
6 3 13 2112 6
5 3 22 32 5
3 3 31 1 2 3
2 3 4 2 2
1 31 3 1 1
25 3112 1218742 1114
9 3121 441 63
3 32 2 1 11 3
13 3211 3523 751
3 322 1 1 1 21
4 33 1 1 2 1 22
4 331 4 211
1 4 3 1 1
1 4 21 1 1
6 4111 231 42
3 412 111 21
3 42 1 21 12
5 421 4 1 32
2 43 11 2
1 5 2 1 1
1 5 11 1 1
1 5 2 1 1
3 51 1 21 21
2 511 1 1 2
1 52 1 1
31 24 2 1 3
21 33 11 2
21 42 1 1 2
11 1 5 1 1
31 114 2 1 12
141 123 11264 86
81 132 332 26
21 141 1 1 11
21 15 1 1 2
11 2 4 1 1
141 213 12353 104
201 222 3655 1 3134
41 231 1111 121
21 24 1 1 2
51 3 3 1121 41
151 312 12453 762
111 321 434 155
61 33 123 33
31 411 1 11 3
31 42 1 11 3
11 51 1 1
611 14 11211 6
2211 23 8644 22
1511 32 4443 15
311 41 111 3
4111 4 12 1 13
3611113 591075 2115
4011122 4991062 2515
2911131 14811311 1316
31114 111 12
13112 3 1132312 562
5411212 24132933 152217
4611221 25151761 12268
81123 2411 152
12113 2 113322 372
1911311 225352 2863
101132 22411 163
4114 1 1 3 4
51141 221 122
112 4 1 1
512 13 13 1 5
2312 22 25745 23
612 31 312 6
9121 3 22311 63
3912112 1 3131174 2613
5112121 26151963 2229
81213 2132 44
13122 2 23431 571
5412211 2 10171474 122220
231222 415823 6116
14123 1 13253 21011
111231 123311 254
1124 1 1
213 3 1 1 2
1513 12 46 41 15
1813 21 13545 18
213 3 11 2
14131 2 1 25213 311
3013111 179571 1713
151312 11157 114
16132 1 223621 844
141321 158 185
7133 1 132 1141
614 2 131 1 6
514 11 122 5
7141 1 4111 52
61411 3111 33
3142 1 11 3
1151 1 1
42 14 3 1 4
42 23 1111 4
22 32 11 2
22 41 2 2
132 113 8311 85
152 122 34251 87
112 131 26 3 65
92 2 3 1341 9
202 212 227531 3143
212 221 25842 498
92 23 333 342
42 3 2 112 22
122 311 245 1 1641
52 32 21 11 32
32 4 1 11 1 3
12 41 1 1
221 4 11 2
1221 13 174 12
1321 22 22441 13
1021 31 122221 10
321 4 1 2 3
12211 3 2343 66
3621112 13101183 1818
4721121 1261015652 2720
102113 1 4211 1 73
24212 2 1351041 4128
5821211 57211474 14359
162122 122731 565
6213 1 312 123
62131 12 3 132
2214 1 1 2
622 3 12 2 1 6
1022 12 1243 10
2122 21 45651 21
322 3 1 11 3
20221 2 25571 1010
4322111 11121793 1924
222212 2857 913
17222 1 123731 2132
152221 1146 3 3102
3223 12 21
523 2 131 5
1323 11 23422 13
323 2 1 11 3
17231 1 111041 98
92311 2214 54
5232 21 2 131
324 1 2 1 3
33 13 111 3
53 22 221 5
43 31 22 4
33 1 3 1 2 12
73 112 23 2 34
93 121 1 233 54
53 13 14 32
43 2 2 1111 31
103 211 32311 271
53 22 211 1 122
23 3 1 1 1 2
33 31 21 21
231 3 11 2
1231 12 23511 12
831 21 115 1 8
331 3 21 3
10311 2 4411 64
1731111 52451 611
93112 3123 45
11312 1 1424 362
93121 113112 153
2313 1 1 11
232 2 2 2
532 11 1 21 1 5
932 2 621 9
11321 1 163 1 83
123211 1 371 75
4322 1 3 112
433 1 12 1 4
133 1 1 1
2331 2 2
134 1 1
14 3 1 1
14 12 1 1
24 12 1 1 2
24 21 11 2
141 2 1 1
341 11 1 11 3
141 2 1 1
1411 1 1 1
24111 11 11
2412 11 11
242 1 11 2
6421 132 15
243 2 2
15 11 1 1
251 1 2 2

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