Critical hit - Revision history

Lerycide: /* General Formula */ Edited back change to evasion null. Note that this directly sets Evasion value to 1/100 of its value (default of 100). As can be verified, Stab in the Dark has a 10/16 chance to crit if the target has evasion nullified

2025-04-13T14:39:21Z

General Formula: Edited back change to evasion null. Note that this directly sets Evasion value to 1/100 of its value (default of 100). As can be verified, Stab in the Dark has a 10/16 chance to crit if the target has evasion nullified

← Older revision		Revision as of 14:39, 13 April 2025
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	* A monster tape with the [[Gambit (status effect)\|Gambit]] status effect using [[Spit]]: <math>\text{HitChance} = 200/100 = 2</math> (200%) so <math>\text{CriticalChance} = 0.125</math> or a 12.5% chance to be a critical hit, which is double the base critical hit chance.		* A monster tape with the [[Gambit (status effect)\|Gambit]] status effect using [[Spit]]: <math>\text{HitChance} = 200/100 = 2</math> (200%) so <math>\text{CriticalChance} = 0.125</math> or a 12.5% chance to be a critical hit, which is double the base critical hit chance.
	* A target with the [[Evasion Nullified]] status getting hit with [[Energy Shot]]: the target's evasion is set to 1 (1%), so <math>\text{HitChance} = (100 \times 100) / (100 \times 1) = 100</math> (10,000%) meaning it is guaranteed to be a critical hit since <math display="inline">\text{CriticalChance} = 0.0625 \times 100 = 6.25 > 1.</math>		* A target with the [[Evasion Nullified]] status getting hit with [[Energy Shot]]: the target's evasion is set to 1 (1%), so <math>\text{HitChance} = (100 \times 100) / (100 \times 1) = 100</math> (10,000%) meaning it is guaranteed to be a critical hit since <math display="inline">\text{CriticalChance} = 0.0625 \times 100 = 6.25 > 1.</math>
	**With only this status effect in play, any attack with ~~1600~~% accuracy or above will always land a critical hit on a target with [[Evasion Nullified\|Evasion Nullified.]]		**With only this status effect in play, any attack with 16% accuracy or above will always land a critical hit on a target with [[Evasion Nullified\|Evasion Nullified.]]
	*A monster tape with the [[Accuracy Down]] and [[Unitarget]] status effects using [[Wallop]]: Due to the status effects present, the attacker's accuracy drops to 67 due to [[Accuracy Down]] (which is a multiplier of 4/(4+2) = 2/3), while the move's accuracy gets halved due to [[Unitarget]]. <math>\text{HitChance} = (67 \times 50)/(100 \times 100) = 67/200 = 0.335</math> (33.5%) which is lower than 1 (100%), so the critical hit chance is unaffected.		*A monster tape with the [[Accuracy Down]] and [[Unitarget]] status effects using [[Wallop]]: Due to the status effects present, the attacker's accuracy drops to 67 due to [[Accuracy Down]] (which is a multiplier of 4/(4+2) = 2/3), while the move's accuracy gets halved due to [[Unitarget]]. <math>\text{HitChance} = (67 \times 50)/(100 \times 100) = 67/200 = 0.335</math> (33.5%) which is lower than 1 (100%), so the critical hit chance is unaffected.

0815Ryan: By virtue of the crit hit chance being 1/16, the "guarantee to crit" Chance only influenced by the hit chance also has to be 16 times higher than the original, meanning 160% not 16%. This should be a error following the correction of the base crit chance listed above, as it contradicts the 1/16 statement at the beginning of the page (it was listed as 62.5% base instead of 6.25%)

2025-04-13T08:42:35Z

By virtue of the crit hit chance being 1/16, the "guarantee to crit" Chance only influenced by the hit chance also has to be 16 times higher than the original, meanning 160% not 16%. This should be a error following the correction of the base crit chance listed above, as it contradicts the 1/16 statement at the beginning of the page (it was listed as 62.5% base instead of 6.25%)

← Older revision		Revision as of 08:42, 13 April 2025
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	* A monster tape using [[Smack]] with ''+10% Critical chance'': <math>\text{CriticalChance} = 0.1625</math> or a 16.25% chance to land a critical hit.		* A monster tape using [[Smack]] with ''+10% Critical chance'': <math>\text{CriticalChance} = 0.1625</math> or a 16.25% chance to land a critical hit.
	* A monster tape with the [[Gambit (status effect)\|Gambit]] status effect using [[Spit]]: <math>\text{HitChance} = 200/100 = 2</math> (200%) so <math>\text{CriticalChance} = 0.125</math> or a 12.5% chance to be a critical hit, which is double the base critical hit chance.		* A monster tape with the [[Gambit (status effect)\|Gambit]] status effect using [[Spit]]: <math>\text{HitChance} = 200/100 = 2</math> (200%) so <math>\text{CriticalChance} = 0.125</math> or a 12.5% chance to be a critical hit, which is double the base critical hit chance.
	* A target with the [[Evasion Nullified]] status getting hit with [[Energy Shot]]: the target's evasion is set to 1 (1%), so <math>\text{HitChance} = (100 \times 100) / (100 \times 1) = 100</math> (10,000%) meaning it is guaranteed to be a critical hit since <math display="inline">\text{CriticalChance} = 0.~~625~~ \times 100 = 62.5 > 1.</math>		* A target with the [[Evasion Nullified]] status getting hit with [[Energy Shot]]: the target's evasion is set to 1 (1%), so <math>\text{HitChance} = (100 \times 100) / (100 \times 1) = 100</math> (10,000%) meaning it is guaranteed to be a critical hit since <math display="inline">\text{CriticalChance} = 0.0625 \times 100 = 6.25 > 1.</math>
	** With only this status effect in play, any attack with 16% accuracy or above will always land a critical hit on a target with [[Evasion Nullified\|Evasion Nullified.]]		**With only this status effect in play, any attack with 1600% accuracy or above will always land a critical hit on a target with [[Evasion Nullified\|Evasion Nullified.]]
	* A monster tape with the [[Accuracy Down]] and [[Unitarget]] status effects using [[Wallop]]: Due to the status effects present, the attacker's accuracy drops to 67 due to [[Accuracy Down]] (which is a multiplier of 4/(4+2) = 2/3), while the move's accuracy gets halved due to [[Unitarget]]. <math>\text{HitChance} = (67 \times 50)/(100 \times 100) = 67/200 = 0.335</math> (33.5%) which is lower than 1 (100%), so the critical hit chance is unaffected.		*A monster tape with the [[Accuracy Down]] and [[Unitarget]] status effects using [[Wallop]]: Due to the status effects present, the attacker's accuracy drops to 67 due to [[Accuracy Down]] (which is a multiplier of 4/(4+2) = 2/3), while the move's accuracy gets halved due to [[Unitarget]]. <math>\text{HitChance} = (67 \times 50)/(100 \times 100) = 67/200 = 0.335</math> (33.5%) which is lower than 1 (100%), so the critical hit chance is unaffected.

	==Effects==		==Effects==

0815Ryan: According to the description below, the min in the formula is supposed to be a max. According to my sanity checks this makes sense, if it was a min, if you have a miss chance, you also lower the crit chance, with the min. According to the Text, you increase your Crit Chance with higher Accuracy, which would not be possible if that factor is capped at 1. I have not tested this in game.

2025-04-13T08:31:16Z

According to the description below, the min in the formula is supposed to be a max. According to my sanity checks this makes sense, if it was a min, if you have a miss chance, you also lower the crit chance, with the min. According to the Text, you increase your Crit Chance with higher Accuracy, which would not be possible if that factor is capped at 1. I have not tested this in game.

← Older revision		Revision as of 08:31, 13 April 2025
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	The game randomly generates a number between 0 (inclusive) and 1 (exclusive), and if this number is less than <math>\text{CriticalChance}</math>, the move becomes a critical hit.		The game randomly generates a number between 0 (inclusive) and 1 (exclusive), and if this number is less than <math>\text{CriticalChance}</math>, the move becomes a critical hit.

	<math>\displaystyle \text{CriticalChance} = \left(\text{BaseCriticalChance} + \sum_{\text{m} \in \text{sticker}} \frac{\text{CriticalChanceAttribute}_\text{m}}{100} \right) \times \~~min~~(\text{HitChance}, 1)</math>		<math>\displaystyle \text{CriticalChance} = \left(\text{BaseCriticalChance} + \sum_{\text{m} \in \text{sticker}} \frac{\text{CriticalChanceAttribute}_\text{m}}{100} \right) \times \max(\text{HitChance}, 1)</math>

	*<math>\text{BaseCriticalChance}</math> is 1/16 (6.25%) for all moves currently in the game.		*<math>\text{BaseCriticalChance}</math> is 1/16 (6.25%) for all moves currently in the game.

Lerycide: /* Move interactions */ Added Yule Regret That

2024-10-07T10:43:46Z

Move interactions: Added Yule Regret That

← Older revision		Revision as of 10:43, 7 October 2024
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	====Move interactions====		====Move interactions====
	[[Critical AP]] grants 1 additional AP immediately after landing a critical hit.		[[Critical AP]] grants 1 additional AP immediately after landing a critical hit. [[Yule Regret That]] always becomes a critical hit if the user has already taken damage that round before attacking. [[Critical Mass]] has a chance to trigger the move immediately below it whenever a critical hit is landed.

	[[Critical Mass]] has a chance to trigger the move immediately below it whenever a critical hit is landed.

	Critical hits bypass the effects of resistance stickers such as [[Beast Resistance]] and [[Hardback]].		Critical hits bypass the effects of resistance stickers such as [[Beast Resistance]] and [[Hardback]].

Lerycide: Added examples for clarity

2024-01-30T05:50:33Z

Added examples for clarity

← Older revision		Revision as of 05:50, 30 January 2024
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	<math>\displaystyle \text{CriticalChance} = \left(\text{BaseCriticalChance} + \sum_{\text{m} \in \text{sticker}} \frac{\text{CriticalChanceAttribute}_\text{m}}{100} \right) \times \min(\text{HitChance}, 1)</math>		<math>\displaystyle \text{CriticalChance} = \left(\text{BaseCriticalChance} + \sum_{\text{m} \in \text{sticker}} \frac{\text{CriticalChanceAttribute}_\text{m}}{100} \right) \times \min(\text{HitChance}, 1)</math>

	*<math>\text{BaseCriticalChance}</math> is 1/16 for all moves currently in the game.		*<math>\text{BaseCriticalChance}</math> is 1/16 (6.25%) for all moves currently in the game.
	*<math>\text{CriticalChanceAttribute}</math> accounts for the ''+% Critical chance'' and ''+% Critical chance per empty slot'' attributes of the sticker.		*<math>\text{CriticalChanceAttribute}</math> accounts for the ''+% Critical chance'' and ''+% Critical chance per empty slot'' attributes of the sticker used and is additive.
	*The [[Hit chance]] only influences the critical hit rate if it is greater than 1.		*The [[Hit chance]] only influences the critical hit rate if it is greater than 1, which happens when the attacker has boosted accuracy or if the defender has lowered evasion.
			For example,

			* A monster tape using [[Smack]] with ''+10% Critical chance'': <math>\text{CriticalChance} = 0.1625</math> or a 16.25% chance to land a critical hit.
			* A monster tape with the [[Gambit (status effect)\|Gambit]] status effect using [[Spit]]: <math>\text{HitChance} = 200/100 = 2</math> (200%) so <math>\text{CriticalChance} = 0.125</math> or a 12.5% chance to be a critical hit, which is double the base critical hit chance.
			* A target with the [[Evasion Nullified]] status getting hit with [[Energy Shot]]: the target's evasion is set to 1 (1%), so <math>\text{HitChance} = (100 \times 100) / (100 \times 1) = 100</math> (10,000%) meaning it is guaranteed to be a critical hit since <math display="inline">\text{CriticalChance} = 0.625 \times 100 = 62.5 > 1.</math>
			** With only this status effect in play, any attack with 16% accuracy or above will always land a critical hit on a target with [[Evasion Nullified\|Evasion Nullified.]]
			* A monster tape with the [[Accuracy Down]] and [[Unitarget]] status effects using [[Wallop]]: Due to the status effects present, the attacker's accuracy drops to 67 due to [[Accuracy Down]] (which is a multiplier of 4/(4+2) = 2/3), while the move's accuracy gets halved due to [[Unitarget]]. <math>\text{HitChance} = (67 \times 50)/(100 \times 100) = 67/200 = 0.335</math> (33.5%) which is lower than 1 (100%), so the critical hit chance is unaffected.

	==Effects==		==Effects==
	Landing a critical hit results in more damage dealt. The default [[damage]] multiplier is 1.5, which is ~~boosted~~ by the ''+x% Critical damage'' and ''+x% Critical damage per empty slot'' attributes. The ''Critical hit on type advantage'' attribute guarantees a critical hit if the attack's type has an advantage over the target's type.		Landing a critical hit results in more damage dealt. The default [[damage]] multiplier is 1.5, which is added by the ''+x% Critical damage'' and ''+x% Critical damage per empty slot'' attributes present in the sticker used, if present. The ''Critical hit on type advantage'' attribute guarantees a critical hit if the attack's type has an advantage over the target's type.

	====Move interactions====		====Move interactions====
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	[[Critical Mass]] has a chance to trigger the move immediately below it whenever a critical hit is landed.		[[Critical Mass]] has a chance to trigger the move immediately below it whenever a critical hit is landed.

	Critical hits bypass the effects of resistance stickers and [[Hardback]].		Critical hits bypass the effects of resistance stickers such as [[Beast Resistance]] and [[Hardback]].

	[[Category:Mechanics]]		[[Category:Mechanics]]

	{{Mechanics}}		{{Mechanics}}

Lerycide: Added critical hit

2024-01-24T12:20:08Z

Added critical hit

New page

'''Critical hits''' can happen when using an attacking move at random. The critical hit chance defaults to 1/16 but this is also affected by sticker attributes and the [[Hit chance]].

==General Formula==
The game randomly generates a number between 0 (inclusive) and 1 (exclusive), and if this number is less than <math>\text{CriticalChance}</math>, the move becomes a critical hit.

<math>\displaystyle \text{CriticalChance} = \left(\text{BaseCriticalChance} + \sum_{\text{m} \in \text{sticker}} \frac{\text{CriticalChanceAttribute}_\text{m}}{100} \right) \times \min(\text{HitChance}, 1)</math>

*<math>\text{BaseCriticalChance}</math> is 1/16 for all moves currently in the game.
*<math>\text{CriticalChanceAttribute}</math> accounts for the ''+% Critical chance'' and ''+% Critical chance per empty slot'' attributes of the sticker.
*The [[Hit chance]] only influences the critical hit rate if it is greater than 1.

==Effects==
Landing a critical hit results in more damage dealt. The default [[damage]] multiplier is 1.5, which is boosted by the ''+x% Critical damage'' and ''+x% Critical damage per empty slot'' attributes. The ''Critical hit on type advantage'' attribute guarantees a critical hit if the attack's type has an advantage over the target's type.

====Move interactions====
[[Critical AP]] grants 1 additional AP immediately after landing a critical hit.

[[Critical Mass]] has a chance to trigger the move immediately below it whenever a critical hit is landed.

Critical hits bypass the effects of resistance stickers and [[Hardback]].

[[Category:Mechanics]]

{{Mechanics}}