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 192 to 209. (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 192 to 209
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
192 3 3 3
192 480 480 480
192 873 873 873
192 49 49 49
192 328 328 328
192 12871 12871 12871
192 20578 20578 20578
192 1559 1559 1559
192 427 427 427
192 14820 14820 14820
192 22154 22154 22154
192 1559 1559 1559
192 11 11 11
192 744 744 744
192 1119 1119 1119
192 49 49 49
193 80 80 80
193 4172 4172 4172
193 6459 6459 6459
193 386 386 386
193 648 648 648
193 19708 19708 19708
193 27862 27862 27862
193 1884 1884 1884
193 143 143 143
193 5533 5533 5533
193 7520 7520 7520
193 386 386 386
194 5 5 5
194 502 502 502
194 749 749 749
194 30 30 30
194 415 415 415
194 13296 13296 13296
194 17936 17936 17936
194 1058 1058 1058
194 540 540 540
194 15253 15253 15253
194 19322 19322 19322
194 1058 1058 1058
194 14 14 14
194 767 767 767
194 953 953 953
194 30 30 30
195 106 106 106
195 4295 4295 4295
195 5549 5549 5549
195 250 250 250
195 805 805 805
195 20175 20175 20175
195 24166 24166 24166
195 1270 1270 1270
195 182 182 182
195 5655 5655 5655
195 6458 6458 6458
195 250 250 250
196 7 7 7
196 515 515 515
196 623 623 623
196 18 18 18
196 522 522 522
196 13547 13547 13547
196 15419 15419 15419
196 694 694 694
196 662 662 662
196 15491 15491 15491
196 16575 16575 16575
196 694 694 694
196 19 19 19
196 779 779 779
196 805 805 805
196 18 18 18
197 136 136 136
197 4356 4356 4356
197 4689 4689 4689
197 155 155 155
197 981 981 981
197 20379 20379 20379
197 20642 20642 20642
197 826 826 826
197 226 226 226
197 5701 5701 5701
197 5460 5460 5460
197 155 155 155
198 11 11 11
198 520 520 520
198 515 515 515
198 10 10 10
198 635 635 635
198 13612 13612 13612
198 13024 13024 13024
198 438 438 438
198 805 805 805
198 15525 15525 15525
198 14023 14023 14023
198 438 438 438
198 24 24 24
198 779 779 779
198 662 662 662
198 10 10 10
199 171 171 171
199 4351 4351 4351
199 3893 3893 3893
199 91 91 91
199 1174 1174 1174
199 20314 20314 20314
199 17362 17362 17362
199 516 516 516
199 276 276 276
199 5667 5667 5667
199 4540 4540 4540
199 91 91 91
200 13 13 13
200 515 515 515
200 411 411 411
200 5 5 5
200 767 767 767
200 13491 13491 13491
200 10843 10843 10843
200 263 263 263
200 953 953 953
200 15352 15352 15352
200 11656 11656 11656
200 263 263 263
200 31 31 31
200 767 767 767
200 540 540 540
200 5 5 5
201 209 209 209
201 4282 4282 4282
201 3175 3175 3175
201 50 50 50
201 1384 1384 1384
201 19980 19980 19980
201 14367 14367 14367
201 307 307 307
201 330 330 330
201 5556 5556 5556
201 3712 3712 3712
201 50 50 50
202 18 18 18
202 502 502 502
202 326 326 326
202 2 2 2
202 900 900 900
202 13186 13186 13186
202 8856 8856 8856
202 149 149 149
202 1119 1119 1119
202 14981 14981 14981
202 9546 9546 9546
202 149 149 149
202 37 37 37
202 744 744 744
202 427 427 427
202 2 2 2
203 251 251 251
203 4150 4150 4150
203 2540 2540 2540
203 25 25 25
203 1601 1601 1601
203 19393 19393 19393
203 11691 11691 11691
203 171 171 171
203 388 388 388
203 5372 5372 5372
203 2979 2979 2979
203 25 25 25
204 22 22 22
204 480 480 480
204 248 248 248
204 1 1 1
204 1048 1048 1048
204 12712 12712 12712
204 7121 7121 7121
204 78 78 78
204 1282 1282 1282
204 14425 14425 14425
204 7665 7665 7665
204 78 78 78
204 46 46 46
204 711 711 711
204 335 335 335
204 1 1 1
205 295 295 295
205 3962 3962 3962
205 1992 1992 1992
205 11 11 11
205 1825 1825 1825
205 18573 18573 18573
205 9343 9343 9343
205 88 88 88
205 447 447 447
205 5123 5123 5123
205 2346 2346 2346
205 11 11 11
206 28 28 28
206 451 451 451
206 188 188 188
206 1189 1189 1189
206 12085 12085 12085
206 5603 5603 5603
206 37 37 37
206 1456 1456 1456
206 13706 13706 13706
206 6055 6055 6055
206 37 37 37
206 52 52 52
206 669 669 669
206 253 253 253
207 340 340 340
207 3725 3725 3725
207 1528 1528 1528
207 4 4 4
207 2048 2048 2048
207 17552 17552 17552
207 7328 7328 7328
207 41 41 41
207 507 507 507
207 4817 4817 4817
207 1809 1809 1809
207 4 4 4
208 32 32 32
208 416 416 416
208 135 135 135
208 1338 1338 1338
208 11330 11330 11330
208 4333 4333 4333
208 15 15 15
208 1617 1617 1617
208 12847 12847 12847
208 4676 4676 4676
208 15 15 15
208 61 61 61
208 620 620 620
208 190 190 190
209 384 384 384
209 3449 3449 3449
209 1146 1146 1146
209 1 1 1
209 2262 2262 2262
209 16362 16362 16362
209 5631 5631 5631
209 16 16 16
209 565 565 565
209 4466 4466 4466
209 1365 1365 1365
209 1 1 1

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