LOTTOSOUP
....Statistics by LottoSoup.com on all major North American and European Lotteries

6/49 LOTTERIES
!! WORLDWIDE !!
Frequency of Sums
By Odd and Low Combinations
Using 13,983,816 Possible Combinations

The Table shows the frequencies of all combinations for SUMS 92 to 109. (There are 13,983,816 possible combinations ranging from SUM 21 to SUM 279).

The SUMS are further separated into frequencies of Odd Combinations and Low Combinations. The Low Combinations indicate how many low numbers are in each Odd combination.

When choosing your numbers, make sure the SUMS of your numbers have the highest frequencies, to increase your chances of winning.

21 to 69, 70-to-91, 92-to-109, 110-to-125, 126-to-142, 143-to-158
159-to-175, 176-to-191, 192-to-209, 210-to-232, 233-to-279

TOTAL COMBINATIONS FOR SUMS 92 to 109
FREQUENCY BY SUM, ODD AND LOW

SUM

Total
Combos

Frequency of
Total Odd Numbers Per Combo

Frequency of
Total Low Numbers Per Odd Combo

0123456 0123456
92 135 135 135
92 416 416 416
92 32 32 32
92 34 34 34
92 5056 5056 5056
92 10916 10916 10916
92 1010 1010 1010
92 74 74 74
92 6486 6486 6486
92 11722 11722 11722
92 873 873 873
92 2 2 2
92 328 328 328
92 523 523 523
92 18 18 18
93 6 6 6
93 1640 1640 1640
93 3659 3659 3659
93 292 292 292
93 118 118 118
93 9197 9197 9197
93 16350 16350 16350
93 1304 1304 1304
93 34 34 34
93 2723 2723 2723
93 4172 4172 4172
93 208 208 208
94 188 188 188
94 451 451 451
94 28 28 28
94 74 74 74
94 6457 6457 6457
94 11510 11510 11510
94 873 873 873
94 142 142 142
94 8154 8154 8154
94 12209 12209 12209
94 749 749 749
94 5 5 5
94 415 415 415
94 541 541 541
94 13 13 13
95 16 16 16
95 2127 2127 2127
95 3868 3868 3868
95 249 249 249
95 220 220 220
95 11493 11493 11493
95 16998 16998 16998
95 1118 1118 1118
95 66 66 66
95 3396 3396 3396
95 4295 4295 4295
95 170 170 170
96 1 1 1
96 248 248 248
96 480 480 480
96 22 22 22
96 142 142 142
96 8106 8106 8106
96 11962 11962 11962
96 749 749 749
96 254 254 254
96 10038 10038 10038
96 12535 12535 12535
96 623 623 623
96 10 10 10
96 522 522 522
96 550 550 550
96 11 11 11
97 34 34 34
97 2698 2698 2698
97 4026 4026 4026
97 208 208 208
97 386 386 386
97 14105 14105 14105
97 17423 17423 17423
97 942 942 942
97 116 116 116
97 4156 4156 4156
97 4356 4356 4356
97 136 136 136
98 2 2 2
98 326 326 326
98 502 502 502
98 18 18 18
98 254 254 254
98 9962 9962 9962
98 12252 12252 12252
98 623 623 623
98 424 424 424
98 12168 12168 12168
98 12688 12688 12688
98 515 515 515
98 18 18 18
98 635 635 635
98 550 550 550
98 7 7 7
99 66 66 66
99 3355 3355 3355
99 4125 4125 4125
99 170 170 170
99 636 636 636
99 17012 17012 17012
99 17610 17610 17610
99 780 780 780
99 194 194 194
99 4997 4997 4997
99 4351 4351 4351
99 106 106 106
100 5 5 5
100 411 411 411
100 515 515 515
100 13 13 13
100 424 424 424
100 12055 12055 12055
100 12370 12370 12370
100 515 515 515
100 677 677 677
100 14476 14476 14476
100 12660 12660 12660
100 411 411 411
100 30 30 30
100 767 767 767
100 541 541 541
100 5 5 5
101 116 116 116
101 4092 4092 4092
101 4162 4162 4162
101 136 136 136
101 1002 1002 1002
101 20184 20184 20184
101 17548 17548 17548
101 632 632 632
101 306 306 306
101 5906 5906 5906
101 4282 4282 4282
101 80 80 80
102 10 10 10
102 515 515 515
102 520 520 520
102 11 11 11
102 677 677 677
102 14313 14313 14313
102 12308 12308 12308
102 411 411 411
102 1034 1034 1034
102 16977 16977 16977
102 12454 12454 12454
102 326 326 326
102 49 49 49
102 900 900 900
102 523 523 523
102 3 3 3
103 194 194 194
103 4902 4902 4902
103 4134 4134 4134
103 106 106 106
103 1516 1516 1516
103 23567 23567 23567
103 17243 17243 17243
103 502 502 502
103 466 466 466
103 6867 6867 6867
103 4150 4150 4150
103 59 59 59
104 18 18 18
104 623 623 623
104 515 515 515
104 7 7 7
104 1034 1034 1034
104 16750 16750 16750
104 12072 12072 12072
104 326 326 326
104 1530 1530 1530
104 19567 19567 19567
104 12077 12077 12077
104 248 248 248
104 74 74 74
104 1048 1048 1048
104 497 497 497
104 2 2 2
105 306 306 306
105 5770 5770 5770
105 4044 4044 4044
105 80 80 80
105 2226 2226 2226
105 27094 27094 27094
105 16705 16705 16705
105 391 391 391
105 684 684 684
105 7857 7857 7857
105 3962 3962 3962
105 42 42 42
106 30 30 30
106 749 749 749
106 502 502 502
106 5 5 5
106 1530 1530 1530
106 19258 19258 19258
106 11669 11669 11669
106 248 248 248
106 2195 2195 2195
106 22244 22244 22244
106 11546 11546 11546
106 188 188 188
106 110 110 110
106 1189 1189 1189
106 464 464 464
106 1 1 1
107 466 466 466
107 6678 6678 6678
107 3894 3894 3894
107 59 59 59
107 3169 3169 3169
107 30679 30679 30679
107 15958 15958 15958
107 296 296 296
107 977 977 977
107 8851 8851 8851
107 3725 3725 3725
107 29 29 29
108 49 49 49
108 873 873 873
108 480 480 480
108 3 3 3
108 2194 2194 2194
108 21836 21836 21836
108 11118 11118 11118
108 188 188 188
108 3069 3069 3069
108 24876 24876 24876
108 10880 10880 10880
108 135 135 135
108 158 158 158
108 1338 1338 1338
108 426 426 426
108 1 1 1
109 684 684 684
109 7602 7602 7602
109 3692 3692 3692
109 42 42 42
109 1 1 1
109 4401 4401 4401
109 34229 34229 34229
109 15028 15028 15028
109 219 219 219
109 1356 1356 1356
109 9820 9820 9820
109 3449 3449 3449
109 19 19 19

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