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 159 to 175. (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 159 to 175
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
159 174 174 174
159 8609 8609 8609
159 15028 15028 15028
159 1350 1350 1350
159 1356 1356 1356
159 39051 39051 39051
159 59648 59648 59648
159 5606 5606 5606
159 1 1 1
159 355 355 355
159 11548 11548 11548
159 16362 16362 16362
159 1148 1148 1148
160 12 12 12
160 1136 1136 1136
160 2024 2024 2024
160 135 135 135
160 909 909 909
160 27455 27455 27455
160 40868 40868 40868
160 3520 3520 3520
160 1247 1247 1247
160 31557 31557 31557
160 42611 42611 42611
160 3268 3268 3268
160 42 42 42
160 1780 1780 1780
160 2262 2262 2262
160 97 97 97
161 251 251 251
161 9510 9510 9510
161 13951 13951 13951
161 999 999 999
161 1837 1837 1837
161 42540 42540 42540
161 55328 55328 55328
161 4223 4223 4223
161 486 486 486
161 12545 12545 12545
161 15045 15045 15045
161 839 839 839
162 19 19 19
162 1268 1268 1268
162 1860 1860 1860
162 97 97 97
162 1239 1239 1239
162 29835 29835 29835
162 37699 37699 37699
162 2607 2607 2607
162 1663 1663 1663
162 34075 34075 34075
162 39132 39132 39132
162 2418 2418 2418
162 60 60 60
162 1919 1919 1919
162 2048 2048 2048
162 65 65 65
163 352 352 352
163 10348 10348 10348
163 12761 12761 12761
163 720 720 720
163 2429 2429 2429
163 45717 45717 45717
163 50634 50634 50634
163 3108 3108 3108
163 650 650 650
163 13442 13442 13442
163 13639 13639 13639
163 597 597 597
164 29 29 29
164 1379 1379 1379
164 1679 1679 1679
164 65 65 65
164 1647 1647 1647
164 32013 32013 32013
164 34293 34293 34293
164 1892 1892 1892
164 2170 2170 2170
164 36268 36268 36268
164 35443 35443 35443
164 1737 1737 1737
164 82 82 82
164 2051 2051 2051
164 1825 1825 1825
164 44 44 44
165 479 479 479
165 11094 11094 11094
165 11500 11500 11500
165 504 504 504
165 1 1 1
165 3144 3144 3144
165 48483 48483 48483
165 45700 45700 45700
165 2231 2231 2231
165 848 848 848
165 14209 14209 14209
165 12188 12188 12188
165 413 413 413
166 42 42 42
166 1488 1488 1488
166 1492 1492 1492
166 44 44 44
166 2141 2141 2141
166 33843 33843 33843
166 30748 30748 30748
166 1329 1329 1329
166 1 1 1
166 2771 2771 2771
166 38138 38138 38138
166 31654 31654 31654
166 1222 1222 1222
166 110 110 110
166 2149 2149 2149
166 1601 1601 1601
166 27 27 27
167 636 636 636
167 11722 11722 11722
167 10204 10204 10204
167 342 342 342
167 2 2 2
167 3985 3985 3985
167 50746 50746 50746
167 40664 40664 40664
167 1559 1559 1559
167 1084 1084 1084
167 14820 14820 14820
167 10730 10730 10730
167 277 277 277
168 59 59 59
168 1567 1567 1567
168 1304 1304 1304
168 27 27 27
168 1 1 1
168 2723 2723 2723
168 35338 35338 35338
168 27168 27168 27168
168 913 913 913
168 2 2 2
168 3472 3472 3472
168 39546 39546 39546
168 27862 27862 27862
168 829 829 829
168 143 143 143
168 2232 2232 2232
168 1384 1384 1384
168 17 17 17
169 823 823 823
169 12209 12209 12209
169 8913 8913 8913
169 224 224 224
169 5 5 5
169 4957 4957 4957
169 52427 52427 52427
169 35660 35660 35660
169 1058 1058 1058
169 1357 1357 1357
169 15253 15253 15253
169 9305 9305 9305
169 179 179 179
170 80 80 80
170 1637 1637 1637
170 1118 1118 1118
170 17 17 17
170 2 2 2
170 3396 3396 3396
170 36366 36366 36366
170 23644 23644 23644
170 602 602 602
170 5 5 5
170 4269 4269 4269
170 40518 40518 40518
170 24166 24166 24166
170 549 549 549
170 182 182 182
170 2274 2274 2274
170 1174 1174 1174
170 9 9 9
171 1043 1043 1043
171 12535 12535 12535
171 7659 7659 7659
171 141 141 141
171 10 10 10
171 6054 6054 6054
171 53466 53466 53466
171 30814 30814 30814
171 694 694 694
171 1 1 1
171 1667 1667 1667
171 15491 15491 15491
171 7943 7943 7943
171 111 111 111
172 106 106 106
172 1670 1670 1670
172 942 942 942
172 9 9 9
172 5 5 5
172 4156 4156 4156
172 36967 36967 36967
172 20263 20263 20263
172 386 386 386
172 9 9 9
172 5160 5160 5160
172 40940 40940 40940
172 20642 20642 20642
172 346 346 346
172 226 226 226
172 2296 2296 2296
172 981 981 981
172 5 5 5
173 1293 1293 1293
173 12688 12688 12688
173 6474 6474 6474
173 84 84 84
173 18 18 18
173 7270 7270 7270
173 53821 53821 53821
173 26218 26218 26218
173 438 438 438
173 2 2 2
173 2011 2011 2011
173 15525 15525 15525
173 6674 6674 6674
173 65 65 65
174 136 136 136
174 1690 1690 1690
174 780 780 780
174 5 5 5
174 9 9 9
174 4997 4997 4997
174 37037 37037 37037
174 17091 17091 17091
174 233 233 233
174 17 17 17
174 6133 6133 6133
174 40872 40872 40872
174 17362 17362 17362
174 211 211 211
174 276 276 276
174 2274 2274 2274
174 805 805 805
174 2 2 2
175 1 1 1
175 1572 1572 1572
175 12660 12660 12660
175 5378 5378 5378
175 47 47 47
175 30 30 30
175 8587 8587 8587
175 53480 53480 53480
175 21964 21964 21964
175 263 263 263
175 4 4 4
175 2386 2386 2386
175 15352 15352 15352
175 5514 5514 5514
175 36 36 36

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