Closed ticket
- Input
- 10, 17, 24, 33, 48, 55
- Expected output
- Quantos dos 3.049 sorteios bateram 4, 5 ou 6 dessas dezenas
The 6-hit column stays empty in most simulations.
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Mega-Sena simulator
A simple Mega-Sena ticket, 6 numbers from 1 to 60, has a chance of 1 in 50,063,860 of matching all six. The simulator runs that ticket against the 3,049 draws already held under the current matrix and shows how many hits it would have scored in each one. The simple ticket costs BRL 6.00, the figure behind every calculation on this page.
The 6-hit column stays empty in most simulations.
Combines the most-drawn number (10) with the least-drawn (26).
Shows why the top tier would need 16,420 times more draws than have happened.
It compares your numbers with the result of every draw ever held of the chosen lottery, counts the hits in each and sums how many times you would have won a prize.
No. It only counts how many times a ticket would have scored across the 3,049 draws already held; the chance of matching all six stays 1 in 50,063,860 in any future draw.
Because roughly 16,420 draws would be needed for the top tier to land on average once, and Mega-Sena has held 3,049 so far; the gap matches the size of the odds, it's not a bug in the simulation.
4 hits. It's the tier the simulator shows most often, because the sum of the drawn numbers (63 to 331, averaging 183.1) favors partial matches.
No. The 3,049-draw history is bundled with the site and the simulation runs locally, without sending your ticket to any server.
Simulation over past results. Each draw is independent: past performance does not predict future results.