Prediction tables: lotto 652 lotto652 lotto 6/52 lotto 6-52
Here are the exact “math figures” of how many “winning numbers” someone can expect to “predict” when selecting a pool of lottery numbers from a group of 52 lottery numbers (lotto 6/52).
Example :
When you pick 12 numbers from 52 numbers, the chance that exactly 3 of the 6 winning numbers will be among the numbers you selected is 10.676%.
Pool | 0 numbers | 1 number | 2 numbers | 3 numbers | 4 numbers | 5 numbers | 6 numbers |
06 : | 46.00933% | 40.39844% | 12.02334% | 01.49127% | 00.07626% | 00.00136% | 00.00000% |
07 : | 40.00811% | 42.00852% | 15.36897% | 02.43952% | 00.17020% | 00.00464% | 00.00003% |
08 : | 34.67370% | 42.67532% | 18.67045% | 03.64302% | 00.32527% | 00.01210% | 00.00014% |
09 : | 29.94547% | 42.55409% | 21.82261% | 05.09194% | 00.55887% | 00.02661% | 00.00041% |
10 : | 25.76703% | 41.78437% | 24.74075% | 06.76670% | 00.88813% | 00.05199% | 00.00103% |
11 : | 22.08603% | 40.49105% | 27.35882% | 08.63963% | 01.32917% | 00.09304% | 00.00227% |
12 : | 18.85392% | 38.78522% | 29.62760% | 10.67661% | 01.89650% | 00.15561% | 00.00454% |
13 : | 16.02584% | 36.76515% | 31.51299% | 12.83862% | 02.60242% | 00.24655% | 00.00843% |
14 : | 13.56032% | 34.51718% | 32.99437% | 15.08314% | 03.45655% | 00.37368% | 00.01475% |
15 : | 11.41922% | 32.11655% | 34.06301% | 17.36546% | 04.46540% | 00.54577% | 00.02458% |
16 : | 09.56745% | 29.62824% | 34.72060% | 19.63993% | 05.63204% | 00.77239% | 00.03933% |
17 : | 07.97288% | 27.10779% | 34.97779% | 21.86112% | 06.95581% | 01.06383% | 00.06079% |
18 : | 06.60610% | 24.60202% | 34.85287% | 23.98477% | 08.43215% | 01.43091% | 00.09119% |
19 : | 05.44032% | 22.14986% | 34.37047% | 25.96880% | 10.05244% | 01.88483% | 00.13327% |
20 : | 04.45117% | 19.78297% | 33.56040% | 27.77412% | 11.80400% | 02.43696% | 00.19039% |
21 : | 03.61657% | 17.52648% | 32.45644% | 29.36535% | 13.67008% | 03.09855% | 00.26654% |
22 : | 02.91659% | 15.39961% | 31.09536% | 30.71147% | 15.62994% | 03.88054% | 00.36650% |
23 : | 02.33327% | 13.41632% | 29.51591% | 31.78637% | 17.65909% | 04.79318% | 00.49585% |
24 : | 01.85053% | 11.58591% | 27.75791% | 32.56928% | 19.72947% | 05.84577% | 00.66113% |
25 : | 01.45399% | 09.91354% | 25.86141% | 33.04513% | 21.80979% | 07.04624% | 00.86991% |
26 : | 01.13088% | 08.40081% | 23.86593% | 33.20477% | 23.86593% | 08.40081% | 01.13088% |
27 : | 00.86991% | 07.04624% | 21.80979% | 33.04513% | 25.86141% | 09.91354% | 01.45399% |
28 : | 00.66113% | 05.84577% | 19.72947% | 32.56928% | 27.75791% | 11.58591% | 01.85053% |
29 : | 00.49585% | 04.79318% | 17.65909% | 31.78637% | 29.51591% | 13.41632% | 02.33327% |
30 : | 00.36650% | 03.88054% | 15.62994% | 30.71147% | 31.09536% | 15.39961% | 02.91659% |
31 : | 00.26654% | 03.09855% | 13.67008% | 29.36535% | 32.45644% | 17.52648% | 03.61657% |
32 : | 00.19039% | 02.43696% | 11.80400% | 27.77412% | 33.56040% | 19.78297% | 04.45117% |
33 : | 00.13327% | 01.88483% | 10.05244% | 25.96880% | 34.37047% | 22.14986% | 05.44032% |
34 : | 00.09119% | 01.43091% | 08.43215% | 23.98477% | 34.85287% | 24.60202% | 06.60610% |
35 : | 00.06079% | 01.06383% | 06.95581% | 21.86112% | 34.97779% | 27.10779% | 07.97288% |
36 : | 00.03933% | 00.77239% | 05.63204% | 19.63993% | 34.72060% | 29.62824% | 09.56745% |
37 : | 00.02458% | 00.54577% | 04.46540% | 17.36546% | 34.06301% | 32.11655% | 11.41922% |
38 : | 00.01475% | 00.37368% | 03.45655% | 15.08314% | 32.99437% | 34.51718% | 13.56032% |
39 : | 00.00843% | 00.24655% | 02.60242% | 12.83862% | 31.51299% | 36.76515% | 16.02584% |
40 : | 00.00454% | 00.15561% | 01.89650% | 10.67661% | 29.62760% | 38.78522% | 18.85392% |
41 : | 00.00227% | 00.09304% | 01.32917% | 08.63963% | 27.35882% | 40.49105% | 22.08603% |
42 : | 00.00103% | 00.05199% | 00.88813% | 06.76670% | 24.74075% | 41.78437% | 25.76703% |
43 : | 00.00041% | 00.02661% | 00.55887% | 05.09194% | 21.82261% | 42.55409% | 29.94547% |
44 : | 00.00014% | 00.01210% | 00.32527% | 03.64302% | 18.67045% | 42.67532% | 34.67370% |
45 : | 00.00003% | 00.00464% | 00.17020% | 02.43952% | 15.36897% | 42.00852% | 40.00811% |
46 : | 00.00000% | 00.00136% | 00.07626% | 01.49127% | 12.02334% | 40.39844% | 46.00933% |
47 : | 0% | 00.00023% | 00.02655% | 00.79647% | 08.76120% | 37.67315% | 52.74240% |
48 : | 0% | 0% | 00.00554% | 00.33983% | 05.73460% | 33.64300% | 60.27703% |
49 : | 0% | 0% | 0% | 00.09050% | 03.12217% | 28.09955% | 68.68778% |
50 : | 0% | 0% | 0% | 0% | 01.13122% | 20.81448% | 78.05430% |
51 : | 0% | 0% | 0% | 0% | 0% | 11.53846% | 88.46154% |
52 : | 0% | 0% | 0% | 0% | 0% | 0% | 100% |