Independent rolls
Each roll uses the same one-in-N input and does not change the next roll.
Enter one-in-N base odds and a roll count to find the chance of at least one hit. The result uses standard independent probability and excludes every unknown game modifier.
Pick a legacy listed ability or enter the one-in-N value shown in your current game. Luck, potions, events, upgrades, and pity are not included.
It answers a mathematical base-odds question. It does not simulate the current game's unpublished Luck, upgrade, potion, event, or pity behavior.
Each roll uses the same one-in-N input and does not change the next roll.
Luck, potions, upgrades, events, and pity are excluded because current formulas are not published.
Expected rolls equals N, but any individual player can hit earlier or continue missing past that point.
The probability math is exact for the one-in-N value and roll count you enter, assuming every roll is independent. The input itself may be a legacy value.
No. The current Luck formula is not published, so Luck, potions, upgrades, events, and other modifiers are excluded.
No. Expected rolls is a mathematical average. You can hit earlier or continue missing after that many rolls.
Yes. Choose Manual current value and enter the one-in-N number shown in your game for the most relevant base calculation.