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 21 to 69. (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 21 TO 69
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
21 1 1 1
22 1 1 1
23 2 2 2
24 1 1 1
24 2 2 2
25 5 5 5
26 2 2 2
26 5 5 5
27 10 10 10
27 1 1 1
28 5 5 5
28 9 9 9
29 18 18 18
29 2 2 2
30 9 9 9
30 17 17 17
31 1 1 1
31 30 30 30
31 4 4 4
32 17 17 17
32 27 27 27
33 2 2 2
33 49 49 49
33 7 7 7
34 27 27 27
34 44 44 44
35 4 4 4
35 74 74 74
35 12 12 12
36 44 44 44
36 65 65 65
36 1 1 1
37 7 7 7
37 110 110 110
37 19 19 19
38 65 65 65
38 97 97 97
38 1 1 1
39 12 12 12
39 158 158 158
39 29 29 29
40 97 97 97
40 1 1 1
40 135 135 135
40 2 2 2
41 19 19 19
41 2 2 2
41 219 219 219
41 42 42 42
42 1 1 1
42 1 1 1
42 135 135 135
42 3 3 3
42 188 188 188
42 3 3 3
43 29 29 29
43 6 6 6
43 296 296 296
43 1 1 1
43 59 59 59
44 1 1 1
44 3 3 3
44 188 188 188
44 9 9 9
44 248 248 248
44 5 5 5
45 42 42 42
45 16 16 16
45 391 391 391
45 3 3 3
45 80 80 80
46 2 2 2
46 9 9 9
46 248 248 248
46 20 20 20
46 326 326 326
46 7 7 7
47 1 1 1
47 59 59 59
47 34 34 34
47 502 502 502
47 7 7 7
47 106 106 106
48 3 3 3
48 20 20 20
48 326 326 326
48 40 40 40
48 411 411 411
48 11 11 11
49 3 3 3
49 80 80 80
49 66 66 66
49 632 632 632
49 14 14 14
49 136 136 136
50 5 5 5
50 40 40 40
50 411 411 411
50 72 72 72
50 515 515 515
50 1 1 1
50 13 13 13
51 7 7 7
51 106 106 106
51 116 116 116
51 780 780 780
51 27 27 27
51 170 170 170
52 7 7 7
52 72 72 72
52 515 515 515
52 123 123 123
52 623 623 623
52 2 2 2
52 18 18 18
53 14 14 14
53 136 136 136
53 194 194 194
53 942 942 942
53 46 46 46
53 208 208 208
54 11 11 11
54 123 123 123
54 623 623 623
54 197 197 197
54 749 749 749
54 4 4 4
54 22 22 22
55 27 27 27
55 170 170 170
55 306 306 306
55 1118 1118 1118
55 75 75 75
55 249 249 249
56 1 1 1
56 13 13 13
56 197 197 197
56 749 749 749
56 304 304 304
56 873 873 873
56 7 7 7
56 28 28 28
57 46 46 46
57 208 208 208
57 466 466 466
57 1304 1304 1304
57 116 116 116
57 292 292 292
58 2 2 2
58 18 18 18
58 304 304 304
58 873 873 873
58 451 451 451
58 1010 1010 1010
58 12 12 12
58 32 32 32
59 75 75 75
59 249 249 249
59 684 684 684
59 1492 1492 1492
59 174 174 174
59 335 335 335
60 4 4 4
60 22 22 22
60 451 451 451
60 1010 1010 1010
60 650 650 650
60 1136 1136 1136
60 19 19 19
60 39 39 39
61 116 116 116
61 292 292 292
61 1 1 1
61 976 976 976
61 1679 1679 1679
61 251 251 251
61 377 377 377
62 7 7 7
62 28 28 28
62 650 650 650
62 1136 1136 1136
62 2 2 2
62 908 908 908
62 1268 1268 1268
62 29 29 29
62 42 42 42
63 174 174 174
63 335 335 335
63 4 4 4
63 1352 1352 1352
63 1860 1860 1860
63 1 1 1
63 352 352 352
63 416 416 416
64 12 12 12
64 32 32 32
64 2 2 2
64 908 908 908
64 1268 1268 1268
64 7 7 7
64 1237 1237 1237
64 1379 1379 1379
64 42 42 42
64 48 48 48
65 251 251 251
65 377 377 377
65 14 14 14
65 1827 1827 1827
65 2024 2024 2024
65 3 3 3
65 479 479 479
65 451 451 451
66 19 19 19
66 39 39 39
66 7 7 7
66 1236 1236 1236
66 1379 1379 1379
66 20 20 20
66 1642 1642 1642
66 1488 1488 1488
66 59 59 59
66 51 51 51
67 1 1 1
67 352 352 352
67 416 416 416
67 34 34 34
67 2408 2408 2408
67 2170 2170 2170
67 9 9 9
67 636 636 636
67 480 480 480
68 29 29 29
68 42 42 42
68 20 20 20
68 1640 1640 1640
68 1488 1488 1488
68 44 44 44
68 2131 2131 2131
68 1567 1567 1567
68 1 1 1
68 80 80 80
68 55 55 55
69 3 3 3
69 479 479 479
69 451 451 451
69 74 74 74
69 3105 3105 3105
69 2291 2291 2291
69 20 20 20
69 823 823 823
69 502 502 502

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