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* 1.05 whatever the target roll is | * 1.05 whatever the target roll is | ||
** This would be the most noticeable for a target roll of 2 which would add a flat 4.75% chance to hit or almost +1 on a d20. | ** This would be the most noticeable for a target roll of 2 which would add a flat 4.75% chance to hit or almost +1 on a d20. | ||
** For a target roll of 20 it would add a flat 0.25% chance to hit, which would be a critical | ** For a target roll of 20 it would add a flat 0.25% chance to hit, which would be a critical success. | ||
On a roll with Advantage, Halfling Luck multiplies the chance to hit by : | On a roll with Advantage, Halfling Luck multiplies the chance to hit by : | ||
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* 1.03 for a target roll of 11 or a flat +2.44% chance to hit | * 1.03 for a target roll of 11 or a flat +2.44% chance to hit | ||
... | ... | ||
* 1.05 for a target roll of 20 or a flat +0.47% chance to hit, which would be a critical | * 1.05 for a target roll of 20 or a flat +0.47% chance to hit, which would be a critical success. | ||
On a roll with Disadvantage, Halfling Luck multiplies the chance to hit by : | On a roll with Disadvantage, Halfling Luck multiplies the chance to hit by : | ||
* 1.10 whatever the target roll is | * 1.10 whatever the target roll is | ||
** This would be the most noticeable for a target roll of 2 which would add a flat 9.25% chance to hit or almost +2 on a d20. | ** This would be the most noticeable for a target roll of 2 which would add a flat 9.25% chance to hit or almost +2 on a d20. | ||
** For a target roll of 20 it would add a flat 0.03% chance to hit, which would be a critical | ** For a target roll of 20 it would add a flat 0.03% chance to hit, which would be a critical success. | ||
=== Chance to fail comparisons === | === Chance to fail comparisons === |