| | | Prediction tables : lotto 653 lotto653 lotto 6/53 lotto 6-53
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Here are the exact "math figures" of how many "winning numbers" someone can
expect to "predict" when one selects a pool of lottery numbers [06 up to 53] from a group of 53 lottery numbers (lotto 6/53).
Example :
When you pick 12 numbers from 53 numbers, the chance that exactly 3 of the 6 winning numbers will be among the numbers you selected is 10.215%. |
| Pool | 0 numbers | 1 number | 2 numbers | 3 numbers | 4 numbers | 5 numbers | 6 numbers |
| 06 : | 46.77157% | 40.08991% | 11.65404% | 01.41261% | 00.07063% | 00.00123% | 00.00000% |
| 07 : | 40.80073% | 41.79587% | 14.92710% | 02.31428% | 00.15779% | 00.00421% | 00.00003% |
| 08 : | 35.47889% | 42.57467% | 18.17212% | 03.46136% | 00.30186% | 00.01098% | 00.00012% |
| 09 : | 30.74837% | 42.57467% | 21.28734% | 04.84590% | 00.51920% | 00.02415% | 00.00037% |
| 10 : | 26.55541% | 41.92960% | 24.19016% | 06.45071% | 00.82601% | 00.04720% | 00.00091% |
| 11 : | 22.85001% | 40.75947% | 26.81544% | 08.25091% | 01.23764% | 00.08452% | 00.00201% |
| 12 : | 19.58572% | 39.17144% | 29.11391% | 10.21541% | 01.76805% | 00.14144% | 00.00402% |
| 13 : | 16.71952% | 37.26064% | 31.05053% | 12.30832% | 02.42927% | 00.22424% | 00.00747% |
| 14 : | 14.21159% | 35.11099% | 32.60306% | 14.49025% | 03.23093% | 00.34010% | 00.01308% |
| 15 : | 12.02519% | 32.79598% | 33.76057% | 16.71952% | 04.17988% | 00.49707% | 00.02180% |
| 16 : | 10.12648% | 30.37943% | 34.52208% | 18.95330% | 05.27985% | 00.70398% | 00.03488% |
| 17 : | 08.48435% | 27.91623% | 34.89529% | 21.14866% | 06.53120% | 00.97035% | 00.05391% |
| 18 : | 07.07029% | 25.45304% | 34.89529% | 23.26353% | 07.93075% | 01.30624% | 00.08086% |
| 19 : | 05.85824% | 23.02894% | 34.54341% | 25.25755% | 09.47158% | 01.72211% | 00.11818% |
| 20 : | 04.82443% | 20.67614% | 33.86609% | 27.09287% | 11.14303% | 02.22861% | 00.16883% |
| 21 : | 03.94726% | 18.42056% | 32.89385% | 28.73486% | 12.93069% | 02.83641% | 00.23637% |
| 22 : | 03.20715% | 16.28246% | 31.66033% | 30.15270% | 14.81641% | 03.55594% | 00.32501% |
| 23 : | 02.58641% | 14.27699% | 30.20133% | 31.31990% | 16.77852% | 04.39713% | 00.43971% |
| 24 : | 02.06913% | 12.41478% | 28.55399% | 32.21476% | 18.79194% | 05.36913% | 00.58628% |
| 25 : | 01.64103% | 10.70239% | 26.75599% | 32.82068% | 20.82851% | 06.47998% | 00.77143% |
| 26 : | 01.28938% | 09.14290% | 24.84484% | 33.12646% | 22.85726% | 07.73630% | 01.00285% |
| 27 : | 01.00285% | 07.73630% | 22.85726% | 33.12646% | 24.84484% | 09.14290% | 01.28938% |
| 28 : | 00.77143% | 06.47998% | 20.82851% | 32.82068% | 26.75599% | 10.70239% | 01.64103% |
| 29 : | 00.58628% | 05.36913% | 18.79194% | 32.21476% | 28.55399% | 12.41478% | 02.06913% |
| 30 : | 00.43971% | 04.39713% | 16.77852% | 31.31990% | 30.20133% | 14.27699% | 02.58641% |
| 31 : | 00.32501% | 03.55594% | 14.81641% | 30.15270% | 31.66033% | 16.28246% | 03.20715% |
| 32 : | 00.23637% | 02.83641% | 12.93069% | 28.73486% | 32.89385% | 18.42056% | 03.94726% |
| 33 : | 00.16883% | 02.22861% | 11.14303% | 27.09287% | 33.86609% | 20.67614% | 04.82443% |
| 34 : | 00.11818% | 01.72211% | 09.47158% | 25.25755% | 34.54341% | 23.02894% | 05.85824% |
| 35 : | 00.08086% | 01.30624% | 07.93075% | 23.26353% | 34.89529% | 25.45304% | 07.07029% |
| 36 : | 00.05391% | 00.97035% | 06.53120% | 21.14866% | 34.89529% | 27.91623% | 08.48435% |
| 37 : | 00.03488% | 00.70398% | 05.27985% | 18.95330% | 34.52208% | 30.37943% | 10.12648% |
| 38 : | 00.02180% | 00.49707% | 04.17988% | 16.71952% | 33.76057% | 32.79598% | 12.02519% |
| 39 : | 00.01308% | 00.34010% | 03.23093% | 14.49025% | 32.60306% | 35.11099% | 14.21159% |
| 40 : | 00.00747% | 00.22424% | 02.42927% | 12.30832% | 31.05053% | 37.26064% | 16.71952% |
| 41 : | 00.00402% | 00.14144% | 01.76805% | 10.21541% | 29.11391% | 39.17144% | 19.58572% |
| 42 : | 00.00201% | 00.08452% | 01.23764% | 08.25091% | 26.81544% | 40.75947% | 22.85001% |
| 43 : | 00.00091% | 00.04720% | 00.82601% | 06.45071% | 24.19016% | 41.92960% | 26.55541% |
| 44 : | 00.00037% | 00.02415% | 00.51920% | 04.84590% | 21.28734% | 42.57467% | 30.74837% |
| 45 : | 00.00012% | 00.01098% | 00.30186% | 03.46136% | 18.17212% | 42.57467% | 35.47889% |
| 46 : | 00.00003% | 00.00421% | 00.15779% | 02.31428% | 14.92710% | 41.79587% | 40.80073% |
| 47 : | 00.00000% | 00.00123% | 00.07063% | 01.41261% | 11.65404% | 40.08991% | 46.77157% |
| 48 : | 0% | 00.00021% | 00.02457% | 00.75339% | 08.47567% | 37.29294% | 53.45322% |
| 49 : | 0% | 0% | 00.00512% | 00.32101% | 05.53744% | 33.22462% | 60.91181% |
| 50 : | 0% | 0% | 0% | 00.08538% | 03.00948% | 27.68719% | 69.21796% |
| 51 : | 0% | 0% | 0% | 0% | 01.08853% | 20.46444% | 78.44702% |
| 52 : | 0% | 0% | 0% | 0% | 0% | 11.32075% | 88.67925% |
| 53 : | 0% | 0% | 0% | 0% | 0% | 0% | 100% |
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