What would have happened if you had played the five most frequently drawn Set For Life main numbers in every draw? This experiment calculates the line from the results archive, tests every Life Ball from 1 to 10 and compares total ticket spend with the prizes it would have returned.
The five main numbers are selected from historical frequency. Only the Life Ball changes between the ten versions.
This backtest finds the five most frequently drawn main numbers in the Set For Life archive, fixes those five numbers as one line, then tests every possible Life Ball from 1 to 10. It shows how much one line would have cost to play in every draw and what each Life Ball version would have returned.
The five main numbers stay fixed. Only the Life Ball changes.
Pick five main numbers from 1 to 47. We will keep them fixed and test all 10 Life Balls against the same Set For Life history.
Select five different main numbers.
What this shows: this is a hindsight test, not a prediction. The five “most drawn” main numbers are calculated from completed Set For Life draws and are then replayed through that same history. Historical frequency does not make those numbers more likely in a future draw. The payout calculation uses the standard Set For Life prize values for each matching tier. If the archive updates, the example recalculates automatically.
This test deliberately gives the number-selection idea every historical advantage: the five main numbers are chosen because they were the most frequently drawn across the archive, and the best-performing Life Ball is identified after every possible Life Ball has been tested.
The important comparison is money in versus money out. The experiment shows the total cost of entering one line in every completed Set For Life draw, the prizes that the best Life Ball version would have collected and the resulting gain or loss. It is a historical backtest, not evidence that the same numbers have a better chance in the next draw.