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 70 to 91. (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 70 to 91
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
70 42 42 42
70 48 48 48
70 44 44 44
70 2127 2127 2127
70 1567 1567 1567
70 90 90 90
70 2705 2705 2705
70 1637 1637 1637
70 2 2 2
70 106 106 106
70 55 55 55
71 9 9 9
71 635 635 635
71 480 480 480
71 142 142 142
71 3919 3919 3919
71 2380 2380 2380
71 40 40 40
71 1043 1043 1043
71 515 515 515
72 59 59 59
72 51 51 51
72 90 90 90
72 2698 2698 2698
72 1637 1637 1637
72 162 162 162
72 3367 3367 3367
72 1670 1670 1670
72 5 5 5
72 136 136 136
72 58 58 58
73 20 20 20
73 821 821 821
73 502 502 502
73 254 254 254
73 4852 4852 4852
73 2435 2435 2435
73 72 72 72
73 1293 1293 1293
73 520 520 520
74 1 1 1
74 80 80 80
74 55 55 55
74 162 162 162
74 3355 3355 3355
74 1670 1670 1670
74 279 279 279
74 4110 4110 4110
74 1690 1690 1690
74 9 9 9
74 171 171 171
74 55 55 55
75 40 40 40
75 1039 1039 1039
75 515 515 515
75 424 424 424
75 5895 5895 5895
75 2456 2456 2456
75 123 123 123
75 1572 1572 1572
75 515 515 515
76 2 2 2
76 106 106 106
76 55 55 55
76 279 279 279
76 4092 4092 4092
76 1690 1690 1690
76 448 448 448
76 4929 4929 4929
76 1670 1670 1670
76 17 17 17
76 209 209 209
76 55 55 55
77 72 72 72
77 1286 1286 1286
77 520 520 520
77 677 677 677
77 7039 7039 7039
77 2435 2435 2435
77 197 197 197
77 1875 1875 1875
77 502 502 502
78 5 5 5
78 136 136 136
78 58 58 58
78 448 448 448
78 4902 4902 4902
78 1670 1670 1670
78 697 697 697
78 5808 5808 5808
78 1637 1637 1637
78 27 27 27
78 251 251 251
78 51 51 51
79 123 123 123
79 1561 1561 1561
79 515 515 515
79 1034 1034 1034
79 8262 8262 8262
79 2380 2380 2380
79 304 304 304
79 2197 2197 2197
79 480 480 480
80 9 9 9
80 170 170 170
80 55 55 55
80 697 697 697
80 5770 5770 5770
80 1637 1637 1637
80 1036 1036 1036
80 6731 6731 6731
80 1567 1567 1567
80 44 44 44
80 295 295 295
80 48 48 48
81 197 197 197
81 1858 1858 1858
81 502 502 502
81 1530 1530 1530
81 9540 9540 9540
81 2291 2291 2291
81 451 451 451
81 2529 2529 2529
81 451 451 451
82 17 17 17
82 208 208 208
82 55 55 55
82 1036 1036 1036
82 6678 6678 6678
82 1567 1567 1567
82 1504 1504 1504
82 7673 7673 7673
82 1488 1488 1488
82 65 65 65
82 340 340 340
82 42 42 42
83 304 304 304
83 2172 2172 2172
83 480 480 480
83 2194 2194 2194
83 10839 10839 10839
83 2170 2170 2170
83 650 650 650
83 2862 2862 2862
83 416 416 416
84 27 27 27
84 249 249 249
84 51 51 51
84 1504 1504 1504
84 7602 7602 7602
84 1488 1488 1488
84 1 1 1
84 2110 2110 2110
84 8609 8609 8609
84 1379 1379 1379
84 97 97 97
84 384 384 384
84 39 39 39
85 451 451 451
85 2494 2494 2494
85 451 451 451
85 2 2 2
85 3065 3065 3065
85 12124 12124 12124
85 2024 2024 2024
85 909 909 909
85 3185 3185 3185
85 377 377 377
86 44 44 44
86 292 292 292
86 48 48 48
86 1 1 1
86 2109 2109 2109
86 8516 8516 8516
86 1379 1379 1379
86 4 4 4
86 2899 2899 2899
86 9510 9510 9510
86 1268 1268 1268
86 135 135 135
86 426 426 426
86 32 32 32
87 650 650 650
87 2814 2814 2814
87 416 416 416
87 8 8 8
87 4172 4172 4172
87 13356 13356 13356
87 1860 1860 1860
87 2 2 2
87 1239 1239 1239
87 3488 3488 3488
87 335 335 335
88 65 65 65
88 335 335 335
88 42 42 42
88 4 4 4
88 2896 2896 2896
88 9392 9392 9392
88 1268 1268 1268
88 14 14 14
88 3871 3871 3871
88 10348 10348 10348
88 1136 1136 1136
88 188 188 188
88 464 464 464
88 28 28 28
89 908 908 908
89 3122 3122 3122
89 377 377 377
89 24 24 24
89 5549 5549 5549
89 14496 14496 14496
89 1679 1679 1679
89 6 6 6
89 1647 1647 1647
89 3760 3760 3760
89 292 292 292
90 97 97 97
90 377 377 377
90 39 39 39
90 14 14 14
90 3863 3863 3863
90 10201 10201 10201
90 1136 1136 1136
90 34 34 34
90 5072 5072 5072
90 11094 11094 11094
90 1010 1010 1010
90 1 1 1
90 249 249 249
90 497 497 497
90 22 22 22
91 2 2 2
91 1236 1236 1236
91 3407 3407 3407
91 335 335 335
91 56 56 56
91 7217 7217 7217
91 15506 15506 15506
91 1492 1492 1492
91 16 16 16
91 2141 2141 2141
91 3991 3991 3991
91 249 249 249

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