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 210 to 232. (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 210 to 232
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
210 39 39 39
210 377 377 377
210 97 97 97
210 1470 1470 1470
210 10471 10471 10471
210 3268 3268 3268
210 5 5 5
210 1780 1780 1780
210 11879 11879 11879
210 3546 3546 3546
210 5 5 5
210 68 68 68
210 565 565 565
210 136 136 136
211 426 426 426
211 3143 3143 3143
211 838 838 838
211 2462 2462 2462
211 15045 15045 15045
211 4236 4236 4236
211 5 5 5
211 620 620 620
211 4080 4080 4080
211 1005 1005 1005
212 42 42 42
212 335 335 335
212 65 65 65
212 1602 1602 1602
212 9539 9539 9539
212 2418 2418 2418
212 1 1 1
212 1919 1919 1919
212 10830 10830 10830
212 2619 2619 2619
212 1 1 1
212 76 76 76
212 507 507 507
212 97 97 97
213 464 464 464
213 2819 2819 2819
213 597 597 597
213 2643 2643 2643
213 13639 13639 13639
213 3113 3113 3113
213 1 1 1
213 669 669 669
213 3673 3673 3673
213 722 722 722
214 48 48 48
214 292 292 292
214 44 44 44
214 1707 1707 1707
214 8561 8561 8561
214 1737 1737 1737
214 2051 2051 2051
214 9734 9734 9734
214 1896 1896 1896
214 81 81 81
214 447 447 447
214 65 65 65
215 497 497 497
215 2486 2486 2486
215 413 413 413
215 2794 2794 2794
215 12188 12188 12188
215 2233 2233 2233
215 711 711 711
215 3256 3256 3256
215 504 504 504
216 51 51 51
216 249 249 249
216 27 27 27
216 1804 1804 1804
216 7568 7568 7568
216 1222 1222 1222
216 2149 2149 2149
216 8620 8620 8620
216 1330 1330 1330
216 88 88 88
216 388 388 388
216 44 44 44
217 523 523 523
217 2156 2156 2156
217 277 277 277
217 2914 2914 2914
217 10730 10730 10730
217 1559 1559 1559
217 744 744 744
217 2842 2842 2842
217 342 342 342
218 55 55 55
218 208 208 208
218 17 17 17
218 1866 1866 1866
218 6586 6586 6586
218 829 829 829
218 2232 2232 2232
218 7520 7520 7520
218 913 913 913
218 90 90 90
218 330 330 330
218 27 27 27
219 541 541 541
219 1837 1837 1837
219 179 179 179
219 2998 2998 2998
219 9305 9305 9305
219 1058 1058 1058
219 767 767 767
219 2440 2440 2440
219 224 224 224
220 55 55 55
220 170 170 170
220 9 9 9
220 1914 1914 1914
220 5641 5641 5641
220 549 549 549
220 2274 2274 2274
220 6458 6458 6458
220 602 602 602
220 94 94 94
220 276 276 276
220 17 17 17
221 550 550 550
221 1538 1538 1538
221 111 111 111
221 3039 3039 3039
221 7943 7943 7943
221 694 694 694
221 779 779 779
221 2061 2061 2061
221 141 141 141
222 58 58 58
222 136 136 136
222 5 5 5
222 1922 1922 1922
222 4752 4752 4752
222 346 346 346
222 2296 2296 2296
222 5460 5460 5460
222 386 386 386
222 94 94 94
222 226 226 226
222 9 9 9
223 550 550 550
223 1263 1263 1263
223 65 65 65
223 3039 3039 3039
223 6674 6674 6674
223 438 438 438
223 779 779 779
223 1711 1711 1711
223 84 84 84
224 55 55 55
224 106 106 106
224 2 2 2
224 1914 1914 1914
224 3936 3936 3936
224 211 211 211
224 2274 2274 2274
224 4540 4540 4540
224 233 233 233
224 94 94 94
224 182 182 182
224 5 5 5
225 541 541 541
225 1017 1017 1017
225 36 36 36
225 2998 2998 2998
225 5514 5514 5514
225 263 263 263
225 767 767 767
225 1396 1396 1396
225 47 47 47
226 55 55 55
226 80 80 80
226 1 1 1
226 1866 1866 1866
226 3202 3202 3202
226 119 119 119
226 2232 2232 2232
226 3712 3712 3712
226 135 135 135
226 90 90 90
226 143 143 143
226 2 2 2
227 523 523 523
227 802 802 802
227 18 18 18
227 2914 2914 2914
227 4478 4478 4478
227 149 149 149
227 744 744 744
227 1117 1117 1117
227 24 24 24
228 51 51 51
228 59 59 59
228 1804 1804 1804
228 2557 2557 2557
228 64 64 64
228 2149 2149 2149
228 2979 2979 2979
228 71 71 71
228 88 88 88
228 110 110 110
228 1 1 1
229 497 497 497
229 619 619 619
229 8 8 8
229 2794 2794 2794
229 3569 3569 3569
229 78 78 78
229 711 711 711
229 876 876 876
229 11 11 11
230 48 48 48
230 42 42 42
230 1707 1707 1707
230 2001 2001 2001
230 30 30 30
230 2051 2051 2051
230 2346 2346 2346
230 35 35 35
230 81 81 81
230 82 82 82
231 464 464 464
231 466 466 466
231 3 3 3
231 2643 2643 2643
231 2790 2790 2790
231 37 37 37
231 669 669 669
231 672 672 672
231 4 4 4
232 42 42 42
232 29 29 29
232 1602 1602 1602
232 1533 1533 1533
232 13 13 13
232 1919 1919 1919
232 1809 1809 1809
232 14 14 14
232 76 76 76
232 60 60 60

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