Fighting Styles - Revision history

Namae56709: Update 91. Need to check arcane blow damage

2026-09-13T16:59:49Z

Update 91. Need to check arcane blow damage

← Older revision		Revision as of 16:59, 13 September 2026
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	**Direct damage and healing spells are 50% stronger.		**Direct damage and healing spells are 50% stronger.
	**[[Spells#Deprecating_Magic\|Deprecating]] and [[Spells#Supportive_Magic\|supportive]] spell effects (including Regen) last 50% longer.		**[[Spells#Deprecating_Magic\|Deprecating]] and [[Spells#Supportive_Magic\|supportive]] spell effects (including Regen) last 50% longer.
	**~~Offensive~~ spells will always hit their target(s).		**Damaging and deprecating spells will always hit their target(s) and will never be resisted.
	**Target(s) can still partially resist direct damage spells.
	**Lasts 5 ticks (15 if triggered with a [[Items#Battle_Powerups\|Mystic Gem]]).		**Lasts 5 ticks (15 if triggered with a [[Items#Battle_Powerups\|Mystic Gem]]).
			**Consumed upon casting a spell.

	The '''estimated''' chance to proc is:		The '''estimated''' chance to proc is:
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	*Does Crushing damage.		*Does Crushing damage.
	*Has a native +10~~% attack accuracy~~.		*Has a native +10 damage bonus.

	==One-Handed==		==One-Handed==
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	*[[Image:overwhelming_strikes.png]] '''Overwhelming Strikes''' after hitting an enemy		*[[Image:overwhelming_strikes.png]] '''Overwhelming Strikes''' after hitting an enemy
	**Increases attack damage by 15% and attack accuracy by 50% for 4 ticks		**Increases attack damage by 15% and attack accuracy by 50% for 4 ticks
	**20% counter-parry ~~chance~~ per stack, 5 stacks at maximum (~~20% to ignore~~ monster's ~~successful~~ parry per stack)		**20% counter-parry per stack, 5 stacks at maximum (reduces monster's base parry stat by 20% per stack)
	**Proc chance, in order of importance, is calculated from One-Handed [[Proficiencies\|Proficiency]], Endurance, and Strength. It can be calculated with the following formula:		**Proc chance, in order of importance, is calculated from One-Handed [[Proficiencies\|Proficiency]], Endurance, and Strength. It can be calculated with the following formula:
	<pre<includeonly></includeonly> style="overflow: auto;{{{style\|}}}">'''Overwhelming Strikes Chance''' = 5 + (STR + END) * 0.01 + 1H / 20</pre>		<pre<includeonly></includeonly> style="overflow: auto;{{{style\|}}}">'''Overwhelming Strikes Chance''' = 5 + (STR + END) * 0.01 + 1H / 20</pre>
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	Another proc that can be triggered: a '''Counter-Attack''' on an enemy whose attack has been blocked or parried.		Another proc that can be triggered: a '''Counter-Attack''' on an enemy whose attack has been blocked or parried.
	*This is ~~a normal~~ attack with a chance to stun ~~and~~ cannot proc any other weapon effects~~. It is also affected by Overwhelming~~ Strikes.		*This is an attack at current mainhand damage, affected by all the same buffs, with a chance to stun. It cannot crit, proc any other weapon effects or [[Equipment Basics#Elemental Strikes\|Elemental Strikes]], or be evaded or parried.
	*A successful counter will add 5-10% of [[Overcharge]], but only once per turn.		*A successful counter will add 5-10% of [[Overcharge]], but only once per turn.
	*The number of Counter-Attacks that can be performed each turn depends on proficiency.		*The number of Counter-Attacks that can be performed each turn depends on proficiency.
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	==Two-Handed==		==Two-Handed==
	Two-Handed weapons have a chance to proc '''Domino Strikes''' on hit, which will cause splash damage to nearby enemies. When Domino Strikes procs, it will hit ~~at least one~~ adjacent ~~or one off~~ enemy, ~~and up to~~ two enemies in ~~either~~ direction ~~(a total number of 4 enemies splashed)~~. ~~Splash damage does not skip over~~ dead enemies ~~or wraps around. Splash damage targets have an unreduced chance~~ to ~~be affected by standard weapon procs like Bleeding Wounds~~.		Two-Handed weapons have a chance to proc '''Domino Strikes''' on hit, which will cause splash damage to nearby enemies. When Domino Strikes procs, it will attempt to hit the adjacent enemies and Domino Strikes can proc again to hit the next adjacent enemy, for a maximum of two enemies in each direction from the player. Domino Strikes can proc on dead enemies to hit the next adjacent enemy.

	*Domino Strike can reach up to 3 monsters away from the primary target at 100 proficiency (6 enemies splashed at maximum)~~. Getting domino strike to proc on the second monster will automatically proc domino strike on the third monster~~.		*Domino Strike can reach up to 3 monsters away from the primary target at 100 proficiency (6 enemies splashed at maximum).
	*The damage of Domino Strike starts at 75%/60%/40%, increasing by one percentage point for every 10 points of proficiency, capping at 250 proficiency at 100%/85%/65%.		*The damage of Domino Strike starts at 75%/60%/40%, increasing by one percentage point for every 10 points of proficiency, capping at 250 proficiency at 100%/85%/65%.
	*Domino Strikes are not guaranteed hits, they can still miss. However, the next enemy in the line can still proc domino strike even if the target enemy miss. (unless it's the primary target, in which case no domino strike will proc)		*Domino Strikes are not guaranteed hits, they can still miss or be parried. However, the next enemy in the line can still proc domino strike even if the target enemy miss (unless it's the primary target, in which case no domino strike will proc).
	*Domino Strikes can go around an adjacent dead monster if the player rolls a hit on a one off monster.
	*Proc chance, in order of importance, is calculated from Two-Handed Proficiency, Strength, and Dexterity. It can be calculated with the following formula:		*Proc chance, in order of importance, is calculated from Two-Handed Proficiency, Strength, and Dexterity. It can be calculated with the following formula:
	<pre<includeonly></includeonly> style="overflow: auto;{{{style\|}}}">'''Domino Strike Chance''' = 40 + (STR + DEX) * 0.02 + 2H / 10</pre>		<pre<includeonly></includeonly> style="overflow: auto;{{{style\|}}}">'''Domino Strike Chance''' = 40 + (STR + DEX) * 0.02 + 2H / 10</pre>
	*Weapon drain effects (Vampire, Banshee, Illithid) and elemental strike effects can only proc on the primary target.		*Weapon drain effects (Vampire, Banshee, Illithid) and elemental strike effects can only proc on the primary target. Other weapon procs can occur at the normal rate.
	*Proc chance is capped at 90%.		*Proc chance is capped at 90%.
			*Each successful hit with Domino Strike will add 1% overcharge.

	==Dual Wielding==		==Dual-Wielding==
	~~Equipping~~ two one-handed weapons ~~has a chance to proc~~ an '''Offhand Strike''' ~~on hit~~, which ~~will cause~~ an extra attack against the targeted enemy ~~with the same damage type as~~ the player's offhand weapon~~, this attack deals 50% of the player's ''attack base damage''~~.		After making a successful mainhand attack while wielding two one-handed weapons the player will attempt an '''Offhand Strike''', which is an extra attack against the targeted enemy using the player's offhand weapon.
	*~~Equipped~~ offhand's ~~attack~~ damage bonus is reduced by 20%		*The offhand weapon's damage bonus is reduced by 20% for any weapon other than a dagger or wakizashi.
	*~~Attack accuracy of the offhand weapon is not added to the base accuracy, instead half the~~ offhand weapon's accuracy is ~~added to the ''Offhand Strike'' proc chance.~~		*The offhand weapon's accuracy bonus is reduced by 50% for any weapon other than a dagger or wakizashi, for which it is reduced by 20%.
	*The offhand weapon ~~also gets~~ a 50% ~~boost to its Parry~~.		**These penalties are reduced linearly by Dual-Wielding proficiency, with no penalty at 600 proficiency.
	*~~''Offhand Strike'' proc chance, in order of importance, is calculated from~~ Dual Wielding ~~Proficiency~~, ~~Agility, and Dexterity. It can be calculated~~ with ~~the following formula:~~		*The offhand weapon's parry bonus is increased by 50% for daggers and wakizashis, and by 20% for shortwords.
	~~<pre<includeonly></includeonly> style="overflow: auto;{{{style\|}}}">'''Offhand Strike Chance''' = 50 + (DEX + AGI) * 0~~.~~01 + DW / 20 + Offhand_Accuracy / 2</pre>~~		**All these penalties and bonuses, if any, will be taken into account in the character stats menu.
	*~~Proc chance is capped at 75% + half of the~~ offhand weapon's ~~attack accuracy~~, ~~there is an upper limit of 100~~%.		*Offhand Strikes will also trigger all [[Equipment Basics#Elemental Strikes\|elemental strikes]] the offhand weapon has.
	*''Offhand Strikes'' will also trigger all [[Equipment Basics#Elemental Strikes\|elemental strikes]] the offhand weapon has~~, with the damage taking a 50% penalty (10% of attack base damage)~~.		*Offhand Strikes have the chance to proc their own weapon proc.
	*''Offhand Strikes'' have the chance to proc their own weapon proc.		*A successful Offhand Strike will add 5% overcharge.

	Two weapons with different effect will have separate proc chance. If the two weapons have the same effect, the proc percentage numbers are combined just like accuracy. The number of ticks are a weighted average with the main hand being 3 times as important as the off hand, while the bleeding damage uses the higher damage from the two weapons.		When a Dual-Wield player uses [[Skills\|skill]] [[Skills#Weapon_Skills\|Backstab]] on a monster affected by [[Spells#Deprecating_Spells\|Blind]], the monster has a chance to be affected by Spreading Poison:

	~~Let X = the mainhand and Y = the offhand:~~
	~~<pre<includeonly></includeonly> style="overflow: auto;{{{style\|}}}">'''Proc Chance''' = 1 - (1 - X)(1 - Y)~~
	~~'''Proc Duration''' = X * 0.75 + Y * 0.25</pre>~~

	When a Dual Wield player uses [[Skills\|skill]] [[Skills#Weapon_Skills\|Backstab]] on a monster affected by [[Spells#Deprecating_Spells\|Blind]], the monster has a chance to be affected by Spreading Poison:
	*[[image:Abilities Poison.png]] '''Spreading Poison''': Poison courses through the target's veins. This causes a damage-over-time effect, and eliminates its evade chance.		*[[image:Abilities Poison.png]] '''Spreading Poison''': Poison courses through the target's veins. This causes a damage-over-time effect, and eliminates its evade chance.
			*Spreading Poison deals consistent damage every tick. The damage is equal to the mainhand weapon's damage, modified by any buffs the player has at the time it is applied. This is unaffected by the monster's mitigations.
			*Spreading Poison also lowers the monster's damage mitigation by 10%.

	==[https://en.wikipedia.org/wiki/Niten_Ichi-ry%C5%AB Niten Ichiryu]==		==[https://en.wikipedia.org/wiki/Niten_Ichi-ry%C5%AB Niten Ichiryu]==
	A special Fighting Style that allows a Wakizashi to be equipped in the offhand with a Katana in the mainhand, bypassing the Katana's two-handed nature. While using Niten Ichiryu, both the Dual Wielding and Two-Handed proficiencies partially come into play.		A special Fighting Style that allows a Wakizashi to be equipped in the offhand with a Katana in the mainhand, bypassing the Katana's two-handed nature. While using Niten Ichiryu, both the Dual-Wielding and Two-Handed proficiencies partially come into play.

	*Stat bonuses, bleeding wounds, and offhand strike chance work as they do with DW proficiency.
	*Unlike DW, there is no parry bonus for the offhand weapon, and its attack damage bonus is reduced by 50%.
	*The chance to proc domino strikes are the same as with Two-Handed proficiency. Niten does not gain bonus range or damage from proficiency, unlike 2H.		*The chance to proc domino strikes are the same as with Two-Handed proficiency. Niten does not gain bonus range or damage from proficiency, unlike 2H.
			*Offhand Strikes work the same as with Dual-Wielding, except it will only add 3% overcharge.
			*The wakizashi accuracy penalty works the same as with Dual-Wielding.
			*The parry bonus from wielding a wakizashi in the offhand is halved to 25%.
	*When using this style players earn 50% 2H and 50% DW proficiency.		*When using this style players earn 50% 2H and 50% DW proficiency.

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	*[[Proficiencies]]		*[[Proficiencies]]
	*[[Skills]]		*[[Skills]]
	*[[Play Styles]]

	{{HVnav}}		{{HVnav}}

DJNoni: /* Dual Wielding */

2025-01-11T19:11:23Z

Dual Wielding

← Older revision		Revision as of 19:11, 11 January 2025
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	'''Proc Duration''' = X * 0.75 + Y * 0.25</pre>		'''Proc Duration''' = X * 0.75 + Y * 0.25</pre>

	When a Dual Wield player uses [[Skills\|skill]] [[Skills#Weapon_Skills\|Backstab]] on a monster affected by [[Spells#Deprecating_Spells\|\|Blind]], the monster has a chance to be affected by Spreading Poison:		When a Dual Wield player uses [[Skills\|skill]] [[Skills#Weapon_Skills\|Backstab]] on a monster affected by [[Spells#Deprecating_Spells\|Blind]], the monster has a chance to be affected by Spreading Poison:
	*[[image:Abilities Poison.png]] '''Spreading Poison''': Poison courses through the target's veins. This causes a damage-over-time effect, and eliminates its evade chance.		*[[image:Abilities Poison.png]] '''Spreading Poison''': Poison courses through the target's veins. This causes a damage-over-time effect, and eliminates its evade chance.

DJNoni: /* Dual Wielding */

2025-01-11T19:10:06Z

Dual Wielding

← Older revision		Revision as of 19:10, 11 January 2025
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	'''Proc Duration''' = X * 0.75 + Y * 0.25</pre>		'''Proc Duration''' = X * 0.75 + Y * 0.25</pre>

	Dual Wield ~~players can use three [[skills]]:~~		When a Dual Wield player uses [[Skills\|skill]] [[Skills#Weapon_Skills\|Backstab]] on a monster affected by [[Spells#Deprecating_Spells\|\|Blind]], the monster has a chance to be affected by Spreading Poison:
	*[[Skills~~#Weapon_Skills~~\|~~Iris Strike~~]]
	*[[Skills#Weapon_Skills~~\|Backstab]]~~
	*[[Skills#Weapon_Skills\|Iris Strike]]

	~~When a Dual Wield player uses [[Skills#Weapon_Skills\|~~\|Backstab]] on a monster affected by [[Spells#Deprecating_Spells\|\|Blind]], the monster has a chance to be affected by Spreading Poison:
	*[[image:Abilities Poison.png]] '''Spreading Poison''': Poison courses through the target's veins. This causes a damage-over-time effect, and eliminates its evade chance.		*[[image:Abilities Poison.png]] '''Spreading Poison''': Poison courses through the target's veins. This causes a damage-over-time effect, and eliminates its evade chance.

DJNoni: /* Dual Wielding */

2025-01-11T19:09:13Z

Dual Wielding

← Older revision		Revision as of 19:09, 11 January 2025
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	Dual Wield players can use three [[skills]]:		Dual Wield players can use three [[skills]]:
	*[[Skills#Weapon_Skills\|\|Iris Strike]]		*[[Skills#Weapon_Skills\|Iris Strike]]
	*[[Skills#Weapon_Skills\|\|Backstab]]		*[[Skills#Weapon_Skills\|Backstab]]
	*[[Skills#Weapon_Skills\|\|Iris Strike]]		*[[Skills#Weapon_Skills\|Iris Strike]]

	When a Dual Wield player uses [[Skills#Weapon_Skills\|\|Backstab]] on a monster affected by [[Spells#Deprecating_Spells\|\|Blind]], the monster has a chance to be affected by Spreading Poison:		When a Dual Wield player uses [[Skills#Weapon_Skills\|\|Backstab]] on a monster affected by [[Spells#Deprecating_Spells\|\|Blind]], the monster has a chance to be affected by Spreading Poison:
	*[[image:Abilities Poison.png]] Spreading Poison: Poison courses through the target's veins. This causes a damage-over-time effect, and eliminates its evade chance.		*[[image:Abilities Poison.png]] '''Spreading Poison''': Poison courses through the target's veins. This causes a damage-over-time effect, and eliminates its evade chance.

	==[https://en.wikipedia.org/wiki/Niten_Ichi-ry%C5%AB Niten Ichiryu]==		==[https://en.wikipedia.org/wiki/Niten_Ichi-ry%C5%AB Niten Ichiryu]==

DJNoni: /* Dual Wielding */

2025-01-11T19:08:27Z

Dual Wielding

← Older revision		Revision as of 19:08, 11 January 2025
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	When a Dual Wield player uses [[Skills#Weapon_Skills\|\|Backstab]] on a monster affected by [[Spells#Deprecating_Spells\|\|Blind]], the monster has a chance to be affected by Spreading Poison:		When a Dual Wield player uses [[Skills#Weapon_Skills\|\|Backstab]] on a monster affected by [[Spells#Deprecating_Spells\|\|Blind]], the monster has a chance to be affected by Spreading Poison:
	*[[image:~~abilities_poison~~.~~pnd~~]] Spreading Poison: Poison courses through the target's veins. This causes a damage-over-time effect, and eliminates its evade chance.		*[[image:Abilities Poison.png]] Spreading Poison: Poison courses through the target's veins. This causes a damage-over-time effect, and eliminates its evade chance.

	==[https://en.wikipedia.org/wiki/Niten_Ichi-ry%C5%AB Niten Ichiryu]==		==[https://en.wikipedia.org/wiki/Niten_Ichi-ry%C5%AB Niten Ichiryu]==

DJNoni: /* Dual Wielding */

2025-01-11T19:06:50Z

Dual Wielding

← Older revision		Revision as of 19:06, 11 January 2025
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	<pre<includeonly></includeonly> style="overflow: auto;{{{style\|}}}">'''Proc Chance''' = 1 - (1 - X)(1 - Y)		<pre<includeonly></includeonly> style="overflow: auto;{{{style\|}}}">'''Proc Chance''' = 1 - (1 - X)(1 - Y)
	'''Proc Duration''' = X * 0.75 + Y * 0.25</pre>		'''Proc Duration''' = X * 0.75 + Y * 0.25</pre>

			Dual Wield players can use three [[skills]]:
			*[[Skills#Weapon_Skills\|\|Iris Strike]]
			*[[Skills#Weapon_Skills\|\|Backstab]]
			*[[Skills#Weapon_Skills\|\|Iris Strike]]

			When a Dual Wield player uses [[Skills#Weapon_Skills\|\|Backstab]] on a monster affected by [[Spells#Deprecating_Spells\|\|Blind]], the monster has a chance to be affected by Spreading Poison:
			*[[image:abilities_poison.pnd]] Spreading Poison: Poison courses through the target's veins. This causes a damage-over-time effect, and eliminates its evade chance.

	==[https://en.wikipedia.org/wiki/Niten_Ichi-ry%C5%AB Niten Ichiryu]==		==[https://en.wikipedia.org/wiki/Niten_Ichi-ry%C5%AB Niten Ichiryu]==

Shank: Ticks have now been properly defined

2024-04-15T19:07:16Z

Ticks have now been properly defined

Shank at 13:50, 15 April 2024

2024-04-15T13:50:36Z

Shank: Fixed broken formatting

2024-04-15T08:19:00Z

Fixed broken formatting

Lady Slayer: duration of buff turns to ticks, and channeling from mystic gem is 15 ticks

2024-04-15T00:07:34Z

duration of buff turns to ticks, and channeling from mystic gem is 15 ticks

← Older revision		Revision as of 19:07, 15 April 2024
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	**Offensive spells will always hit their target(s).		**Offensive spells will always hit their target(s).
	**Target(s) can still partially resist direct damage spells.		**Target(s) can still partially resist direct damage spells.
	**Lasts 5 ~~turns~~ (16 if triggered with a [[Items#Battle_Powerups\|Mystic Gem]]).		**Lasts 5 ticks (15 if triggered with a [[Items#Battle_Powerups\|Mystic Gem]]).

	The '''estimated''' chance to proc is:		The '''estimated''' chance to proc is:
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	If a player is using a single one-handed weapon (possibly in combination with a [[Shield_(Equipment)\|shield]]), they have the chance to proc:		If a player is using a single one-handed weapon (possibly in combination with a [[Shield_(Equipment)\|shield]]), they have the chance to proc:
	*[[Image:overwhelming_strikes.png]] '''Overwhelming Strikes''' after hitting an enemy		*[[Image:overwhelming_strikes.png]] '''Overwhelming Strikes''' after hitting an enemy
	**Increases attack damage by 15% and attack accuracy by 50% for 4 ~~turns~~		**Increases attack damage by 15% and attack accuracy by 50% for 4 ticks
	**20% counter-parry chance per stack, 5 stacks at maximum (20% to ignore monster's successful parry per stack)		**20% counter-parry chance per stack, 5 stacks at maximum (20% to ignore monster's successful parry per stack)
	**Proc chance, in order of importance, is calculated from One-Handed [[Proficiencies\|Proficiency]], Endurance, and Strength. It can be calculated with the following formula:		**Proc chance, in order of importance, is calculated from One-Handed [[Proficiencies\|Proficiency]], Endurance, and Strength. It can be calculated with the following formula:
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	*Domino Strikes can go around an adjacent dead monster if the player rolls a hit on a one off monster.		*Domino Strikes can go around an adjacent dead monster if the player rolls a hit on a one off monster.
	*Proc chance, in order of importance, is calculated from Two-Handed Proficiency, Strength, and Dexterity. It can be calculated with the following formula:		*Proc chance, in order of importance, is calculated from Two-Handed Proficiency, Strength, and Dexterity. It can be calculated with the following formula:
	<pre<includeonly></includeonly> style="overflow: auto;{{{style\|}}}">'''Domino Strike Chance''' = 40 + (STR + DEX) * 0.02 + 2H / 10 </pre>		<pre<includeonly></includeonly> style="overflow: auto;{{{style\|}}}">'''Domino Strike Chance''' = 40 + (STR + DEX) * 0.02 + 2H / 10</pre>
	*Weapon drain effects (Vampire, Banshee, Illithid) and elemental strike effects can only proc on the primary target.		*Weapon drain effects (Vampire, Banshee, Illithid) and elemental strike effects can only proc on the primary target.
	*Proc chance is capped at 90%.		*Proc chance is capped at 90%.
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	*''Offhand Strikes'' have the chance to proc their own weapon proc.		*''Offhand Strikes'' have the chance to proc their own weapon proc.

	Two weapons with different effect will have separate proc chance. If the two weapons have the same effect, the proc percentage numbers are combined just like accuracy. The number of ~~turns~~ are a weighted average with the main hand being 3 times as important as the off hand, while the bleeding damage uses the higher damage from the two weapons.		Two weapons with different effect will have separate proc chance. If the two weapons have the same effect, the proc percentage numbers are combined just like accuracy. The number of ticks are a weighted average with the main hand being 3 times as important as the off hand, while the bleeding damage uses the higher damage from the two weapons.

	Let X = the mainhand and Y = the offhand:		Let X = the mainhand and Y = the offhand:
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	<pre<includeonly></includeonly> style="overflow: auto;{{{style\|}}}">'''Coalesced Mana Chance''' = 10 + (INT + WIS) * 0.01 + Staff / 20</pre>		<pre<includeonly></includeonly> style="overflow: auto;{{{style\|}}}">'''Coalesced Mana Chance''' = 10 + (INT + WIS) * 0.01 + Staff / 20</pre>
	*Proc chance is capped at 35%.		*Proc chance is capped at 35%.
	*Duration capped at 5 ~~turns~~.		*Duration capped at 5 ticks.
	*If Coalesced Mana is affecting an enemy, hitting it with Arcane Blow has a chance to proc:		*If Coalesced Mana is affecting an enemy, hitting it with Arcane Blow has a chance to proc:
	**[[Image:ether_tap.png]] '''Ether Tap''': You are absorbing magicks from shattering the Coalesced Mana surrounding a target.		**[[Image:ether_tap.png]] '''Ether Tap''': You are absorbing magicks from shattering the Coalesced Mana surrounding a target.
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	****The restoration effect can be stacked once for double amount of MP restored.		****The restoration effect can be stacked once for double amount of MP restored.
	***Proc chance is based on the staff used.		***Proc chance is based on the staff used.
	***Duration capped at 4 ~~turns~~.		***Duration capped at 4 ticks.
	***This removes the effects of Coalesced Mana from the target.		***This removes the effects of Coalesced Mana from the target.
	***A killing blow to a target that has Coalesced Mana with Arcane Blow will always trigger Ether Tap.		***A killing blow to a target that has Coalesced Mana with Arcane Blow will always trigger Ether Tap.

← Older revision		Revision as of 13:50, 15 April 2024
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	**Offensive spells will always hit their target(s).		**Offensive spells will always hit their target(s).
	**Target(s) can still partially resist direct damage spells.		**Target(s) can still partially resist direct damage spells.
	**Lasts 5 ~~ticks~~ (15 if triggered with a [[Items#Battle_Powerups\|Mystic Gem]]).		**Lasts 5 turns (16 if triggered with a [[Items#Battle_Powerups\|Mystic Gem]]).

	The '''estimated''' chance to proc is:		The '''estimated''' chance to proc is:
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	If a player is using a single one-handed weapon (possibly in combination with a [[Shield_(Equipment)\|shield]]), they have the chance to proc:		If a player is using a single one-handed weapon (possibly in combination with a [[Shield_(Equipment)\|shield]]), they have the chance to proc:
	*[[Image:overwhelming_strikes.png]] '''Overwhelming Strikes''' after hitting an enemy		*[[Image:overwhelming_strikes.png]] '''Overwhelming Strikes''' after hitting an enemy
	**Increases attack damage by 15% and attack accuracy by 50% for 4 ~~ticks~~		**Increases attack damage by 15% and attack accuracy by 50% for 4 turns
	**20% counter-parry chance per stack, 5 stacks at maximum (20% to ignore monster's successful parry per stack)		**20% counter-parry chance per stack, 5 stacks at maximum (20% to ignore monster's successful parry per stack)
	**Proc chance, in order of importance, is calculated from One-Handed [[Proficiencies\|Proficiency]], Endurance, and Strength. It can be calculated with the following formula:		**Proc chance, in order of importance, is calculated from One-Handed [[Proficiencies\|Proficiency]], Endurance, and Strength. It can be calculated with the following formula:
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	*Domino Strikes can go around an adjacent dead monster if the player rolls a hit on a one off monster.		*Domino Strikes can go around an adjacent dead monster if the player rolls a hit on a one off monster.
	*Proc chance, in order of importance, is calculated from Two-Handed Proficiency, Strength, and Dexterity. It can be calculated with the following formula:		*Proc chance, in order of importance, is calculated from Two-Handed Proficiency, Strength, and Dexterity. It can be calculated with the following formula:
	<pre<includeonly></includeonly> style="overflow: auto;{{{style\|}}}">'''Domino Strike Chance''' = 40 + (STR + DEX) * 0.02 + 2H / 10</pre>		<pre<includeonly></includeonly> style="overflow: auto;{{{style\|}}}">'''Domino Strike Chance''' = 40 + (STR + DEX) * 0.02 + 2H / 10 </pre>
	*Weapon drain effects (Vampire, Banshee, Illithid) and elemental strike effects can only proc on the primary target.		*Weapon drain effects (Vampire, Banshee, Illithid) and elemental strike effects can only proc on the primary target.
	*Proc chance is capped at 90%.		*Proc chance is capped at 90%.
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	*''Offhand Strikes'' have the chance to proc their own weapon proc.		*''Offhand Strikes'' have the chance to proc their own weapon proc.

	Two weapons with different effect will have separate proc chance. If the two weapons have the same effect, the proc percentage numbers are combined just like accuracy. The number of ~~ticks~~ are a weighted average with the main hand being 3 times as important as the off hand, while the bleeding damage uses the higher damage from the two weapons.		Two weapons with different effect will have separate proc chance. If the two weapons have the same effect, the proc percentage numbers are combined just like accuracy. The number of turns are a weighted average with the main hand being 3 times as important as the off hand, while the bleeding damage uses the higher damage from the two weapons.

	Let X = the mainhand and Y = the offhand:		Let X = the mainhand and Y = the offhand:
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	<pre<includeonly></includeonly> style="overflow: auto;{{{style\|}}}">'''Coalesced Mana Chance''' = 10 + (INT + WIS) * 0.01 + Staff / 20</pre>		<pre<includeonly></includeonly> style="overflow: auto;{{{style\|}}}">'''Coalesced Mana Chance''' = 10 + (INT + WIS) * 0.01 + Staff / 20</pre>
	*Proc chance is capped at 35%.		*Proc chance is capped at 35%.
	*Duration capped at 5 ~~ticks~~.		*Duration capped at 5 turns.
	*If Coalesced Mana is affecting an enemy, hitting it with Arcane Blow has a chance to proc:		*If Coalesced Mana is affecting an enemy, hitting it with Arcane Blow has a chance to proc:
	**[[Image:ether_tap.png]] '''Ether Tap''': You are absorbing magicks from shattering the Coalesced Mana surrounding a target.		**[[Image:ether_tap.png]] '''Ether Tap''': You are absorbing magicks from shattering the Coalesced Mana surrounding a target.
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	****The restoration effect can be stacked once for double amount of MP restored.		****The restoration effect can be stacked once for double amount of MP restored.
	***Proc chance is based on the staff used.		***Proc chance is based on the staff used.
	***Duration capped at 4 ~~ticks~~.		***Duration capped at 4 turns.
	***This removes the effects of Coalesced Mana from the target.		***This removes the effects of Coalesced Mana from the target.
	***A killing blow to a target that has Coalesced Mana with Arcane Blow will always trigger Ether Tap.		***A killing blow to a target that has Coalesced Mana with Arcane Blow will always trigger Ether Tap.

← Older revision		Revision as of 08:19, 15 April 2024
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	The '''estimated''' chance to proc is:		The '''estimated''' chance to proc is:
	<pre<includeonly></includeonly> style="overflow: auto;{{{style\|}}}">(spell cost) / (base mana * 1.2)		<pre<includeonly></includeonly> style="overflow: auto;{{{style\|}}}">(spell cost) / (base mana * 1.2)</pre>

	==Unarmed==		==Unarmed==
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	**20% counter-parry chance per stack, 5 stacks at maximum (20% to ignore monster's successful parry per stack)		**20% counter-parry chance per stack, 5 stacks at maximum (20% to ignore monster's successful parry per stack)
	**Proc chance, in order of importance, is calculated from One-Handed [[Proficiencies\|Proficiency]], Endurance, and Strength. It can be calculated with the following formula:		**Proc chance, in order of importance, is calculated from One-Handed [[Proficiencies\|Proficiency]], Endurance, and Strength. It can be calculated with the following formula:
	<pre<includeonly></includeonly> style="overflow: auto;{{{style\|}}}">'''Overwhelming Strikes Chance''' = 5 + (STR + END) * 0.01 + 1H / 20		<pre<includeonly></includeonly> style="overflow: auto;{{{style\|}}}">'''Overwhelming Strikes Chance''' = 5 + (STR + END) * 0.01 + 1H / 20</pre>
	*Proc chance is capped at 30%.		*Proc chance is capped at 30%.

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	**>200 - three counters		**>200 - three counters
	*Proc chance, in order of importance, is calculated from One-Handed Proficiency, Dexterity, and Strength. It can be calculated with the following formula:		*Proc chance, in order of importance, is calculated from One-Handed Proficiency, Dexterity, and Strength. It can be calculated with the following formula:
	<pre<includeonly></includeonly> style="overflow: auto;{{{style\|}}}">'''Counter-Attack Chance''' = 25 + (STR + DEX) * 0.02 + 1H / 10		<pre<includeonly></includeonly> style="overflow: auto;{{{style\|}}}">'''Counter-Attack Chance''' = 25 + (STR + DEX) * 0.02 + 1H / 10</pre>
	*Proc chance is capped at 75%.		*Proc chance is capped at 75%.

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	*Domino Strikes can go around an adjacent dead monster if the player rolls a hit on a one off monster.		*Domino Strikes can go around an adjacent dead monster if the player rolls a hit on a one off monster.
	*Proc chance, in order of importance, is calculated from Two-Handed Proficiency, Strength, and Dexterity. It can be calculated with the following formula:		*Proc chance, in order of importance, is calculated from Two-Handed Proficiency, Strength, and Dexterity. It can be calculated with the following formula:
	<pre<includeonly></includeonly> style="overflow: auto;{{{style\|}}}">'''Domino Strike Chance''' = 40 + (STR + DEX) * 0.02 + 2H / 10		<pre<includeonly></includeonly> style="overflow: auto;{{{style\|}}}">'''Domino Strike Chance''' = 40 + (STR + DEX) * 0.02 + 2H / 10</pre>
	*Weapon drain effects (Vampire, Banshee, Illithid) and elemental strike effects can only proc on the primary target.		*Weapon drain effects (Vampire, Banshee, Illithid) and elemental strike effects can only proc on the primary target.
	*Proc chance is capped at 90%.		*Proc chance is capped at 90%.
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	*The offhand weapon also gets a 50% boost to its Parry.		*The offhand weapon also gets a 50% boost to its Parry.
	*''Offhand Strike'' proc chance, in order of importance, is calculated from Dual Wielding Proficiency, Agility, and Dexterity. It can be calculated with the following formula:		*''Offhand Strike'' proc chance, in order of importance, is calculated from Dual Wielding Proficiency, Agility, and Dexterity. It can be calculated with the following formula:
	<pre<includeonly></includeonly> style="overflow: auto;{{{style\|}}}">'''Offhand Strike Chance''' = 50 + (DEX + AGI) * 0.01 + DW / 20 + Offhand_Accuracy / 2		<pre<includeonly></includeonly> style="overflow: auto;{{{style\|}}}">'''Offhand Strike Chance''' = 50 + (DEX + AGI) * 0.01 + DW / 20 + Offhand_Accuracy / 2</pre>
	*Proc chance is capped at 75% + half of the offhand weapon's attack accuracy, there is an upper limit of 100%.		*Proc chance is capped at 75% + half of the offhand weapon's attack accuracy, there is an upper limit of 100%.
	*''Offhand Strikes'' will also trigger all [[Equipment Basics#Elemental Strikes\|elemental strikes]] the offhand weapon has, with the damage taking a 50% penalty (10% of attack base damage).		*''Offhand Strikes'' will also trigger all [[Equipment Basics#Elemental Strikes\|elemental strikes]] the offhand weapon has, with the damage taking a 50% penalty (10% of attack base damage).
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	The default attack, Arcane Blow, is a physical attack that utilizes the player's physical and magical damage stats.		The default attack, Arcane Blow, is a physical attack that utilizes the player's physical and magical damage stats.

	<pre<includeonly></includeonly> style="overflow:auto;{{{style\|}}}">'''Arcane Blow Damage''' = [[Stats#Bases\|Physical Damage]] + [[Stats#Bases\|Magical Damage]]		<pre<includeonly></includeonly> style="overflow:auto;{{{style\|}}}">'''Arcane Blow Damage''' = [[Stats#Bases\|Physical Damage]] + [[Stats#Bases\|Magical Damage]]</pre>

	If the player is wielding a staff, casting a [[spell]] or using [[Skills#Weapon_Skills\|skill]] Concussive Strike on an enemy has a chance to proc:		If the player is wielding a staff, casting a [[spell]] or using [[Skills#Weapon_Skills\|skill]] Concussive Strike on an enemy has a chance to proc:
	*[[Image:coalesced_mana.png]] '''Coalesced Mana''': Mystical energies have converged on this target. Striking it with any magic spell will consume only half the normal mana cost (stacks with [[Spirit Stance]]).		*[[Image:coalesced_mana.png]] '''Coalesced Mana''': Mystical energies have converged on this target. Striking it with any magic spell will consume only half the normal mana cost (stacks with [[Spirit Stance]]).
	**Proc chance can be calculated with the following formula:		**Proc chance can be calculated with the following formula:
	<pre<includeonly></includeonly> style="overflow: auto;{{{style\|}}}">'''Coalesced Mana Chance''' = 10 + (INT + WIS) * 0.01 + Staff / 20		<pre<includeonly></includeonly> style="overflow: auto;{{{style\|}}}">'''Coalesced Mana Chance''' = 10 + (INT + WIS) * 0.01 + Staff / 20</pre>
	*Proc chance is capped at 35%.		*Proc chance is capped at 35%.
	*Duration capped at 5 ticks.		*Duration capped at 5 ticks.

← Older revision		Revision as of 00:07, 15 April 2024
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	**Offensive spells will always hit their target(s).		**Offensive spells will always hit their target(s).
	**Target(s) can still partially resist direct damage spells.		**Target(s) can still partially resist direct damage spells.
	**Lasts 5 ~~turns~~ (16 if triggered with a [[Items#Battle_Powerups\|Mystic Gem]]).		**Lasts 5 ticks (15 if triggered with a [[Items#Battle_Powerups\|Mystic Gem]]).

	The '''estimated''' chance to proc is:		The '''estimated''' chance to proc is:
	<pre<includeonly></includeonly> style="overflow: auto;{{{style\|}}}">(spell cost) / (base mana * 1.2)~~</pre>~~		<pre<includeonly></includeonly> style="overflow: auto;{{{style\|}}}">(spell cost) / (base mana * 1.2)

	==Unarmed==		==Unarmed==
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	If a player is using a single one-handed weapon (possibly in combination with a [[Shield_(Equipment)\|shield]]), they have the chance to proc:		If a player is using a single one-handed weapon (possibly in combination with a [[Shield_(Equipment)\|shield]]), they have the chance to proc:
	*[[Image:overwhelming_strikes.png]] '''Overwhelming Strikes''' after hitting an enemy		*[[Image:overwhelming_strikes.png]] '''Overwhelming Strikes''' after hitting an enemy
	**Increases attack damage by 15% and attack accuracy by 50% for 4 ~~turns~~		**Increases attack damage by 15% and attack accuracy by 50% for 4 ticks
	**20% counter-parry chance per stack, 5 stacks at maximum (20% to ignore monster's successful parry per stack)		**20% counter-parry chance per stack, 5 stacks at maximum (20% to ignore monster's successful parry per stack)
	**Proc chance, in order of importance, is calculated from One-Handed [[Proficiencies\|Proficiency]], Endurance, and Strength. It can be calculated with the following formula:		**Proc chance, in order of importance, is calculated from One-Handed [[Proficiencies\|Proficiency]], Endurance, and Strength. It can be calculated with the following formula:
	<pre<includeonly></includeonly> style="overflow: auto;{{{style\|}}}">'''Overwhelming Strikes Chance''' = 5 + (STR + END) * 0.01 + 1H / 20~~</pre>~~		<pre<includeonly></includeonly> style="overflow: auto;{{{style\|}}}">'''Overwhelming Strikes Chance''' = 5 + (STR + END) * 0.01 + 1H / 20
	*Proc chance is capped at 30%.		*Proc chance is capped at 30%.

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	**>200 - three counters		**>200 - three counters
	*Proc chance, in order of importance, is calculated from One-Handed Proficiency, Dexterity, and Strength. It can be calculated with the following formula:		*Proc chance, in order of importance, is calculated from One-Handed Proficiency, Dexterity, and Strength. It can be calculated with the following formula:
	<pre<includeonly></includeonly> style="overflow: auto;{{{style\|}}}">'''Counter-Attack Chance''' = 25 + (STR + DEX) * 0.02 + 1H / 10~~</pre>~~		<pre<includeonly></includeonly> style="overflow: auto;{{{style\|}}}">'''Counter-Attack Chance''' = 25 + (STR + DEX) * 0.02 + 1H / 10
	*Proc chance is capped at 75%.		*Proc chance is capped at 75%.

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	*Domino Strikes can go around an adjacent dead monster if the player rolls a hit on a one off monster.		*Domino Strikes can go around an adjacent dead monster if the player rolls a hit on a one off monster.
	*Proc chance, in order of importance, is calculated from Two-Handed Proficiency, Strength, and Dexterity. It can be calculated with the following formula:		*Proc chance, in order of importance, is calculated from Two-Handed Proficiency, Strength, and Dexterity. It can be calculated with the following formula:
	<pre<includeonly></includeonly> style="overflow: auto;{{{style\|}}}">'''Domino Strike Chance''' = 40 + (STR + DEX) * 0.02 + 2H / 10 ~~</pre>~~		<pre<includeonly></includeonly> style="overflow: auto;{{{style\|}}}">'''Domino Strike Chance''' = 40 + (STR + DEX) * 0.02 + 2H / 10
	*Weapon drain effects (Vampire, Banshee, Illithid) and elemental strike effects can only proc on the primary target.		*Weapon drain effects (Vampire, Banshee, Illithid) and elemental strike effects can only proc on the primary target.
	*Proc chance is capped at 90%.		*Proc chance is capped at 90%.
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	*The offhand weapon also gets a 50% boost to its Parry.		*The offhand weapon also gets a 50% boost to its Parry.
	*''Offhand Strike'' proc chance, in order of importance, is calculated from Dual Wielding Proficiency, Agility, and Dexterity. It can be calculated with the following formula:		*''Offhand Strike'' proc chance, in order of importance, is calculated from Dual Wielding Proficiency, Agility, and Dexterity. It can be calculated with the following formula:
	<pre<includeonly></includeonly> style="overflow: auto;{{{style\|}}}">'''Offhand Strike Chance''' = 50 + (DEX + AGI) * 0.01 + DW / 20 + Offhand_Accuracy / 2~~</pre>~~		<pre<includeonly></includeonly> style="overflow: auto;{{{style\|}}}">'''Offhand Strike Chance''' = 50 + (DEX + AGI) * 0.01 + DW / 20 + Offhand_Accuracy / 2
	*Proc chance is capped at 75% + half of the offhand weapon's attack accuracy, there is an upper limit of 100%.		*Proc chance is capped at 75% + half of the offhand weapon's attack accuracy, there is an upper limit of 100%.
	*''Offhand Strikes'' will also trigger all [[Equipment Basics#Elemental Strikes\|elemental strikes]] the offhand weapon has, with the damage taking a 50% penalty (10% of attack base damage).		*''Offhand Strikes'' will also trigger all [[Equipment Basics#Elemental Strikes\|elemental strikes]] the offhand weapon has, with the damage taking a 50% penalty (10% of attack base damage).
	*''Offhand Strikes'' have the chance to proc their own weapon proc.		*''Offhand Strikes'' have the chance to proc their own weapon proc.

	Two weapons with different effect will have separate proc chance. If the two weapons have the same effect, the proc percentage numbers are combined just like accuracy. The number of ~~turns~~ are a weighted average with the main hand being 3 times as important as the off hand, while the bleeding damage uses the higher damage from the two weapons.		Two weapons with different effect will have separate proc chance. If the two weapons have the same effect, the proc percentage numbers are combined just like accuracy. The number of ticks are a weighted average with the main hand being 3 times as important as the off hand, while the bleeding damage uses the higher damage from the two weapons.

	Let X = the mainhand and Y = the offhand:		Let X = the mainhand and Y = the offhand:
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	The default attack, Arcane Blow, is a physical attack that utilizes the player's physical and magical damage stats.		The default attack, Arcane Blow, is a physical attack that utilizes the player's physical and magical damage stats.

	<pre<includeonly></includeonly> style="overflow:auto;{{{style\|}}}">'''Arcane Blow Damage''' = [[Stats#Bases\|Physical Damage]] + [[Stats#Bases\|Magical Damage]]~~</pre>~~		<pre<includeonly></includeonly> style="overflow:auto;{{{style\|}}}">'''Arcane Blow Damage''' = [[Stats#Bases\|Physical Damage]] + [[Stats#Bases\|Magical Damage]]

	If the player is wielding a staff, casting a [[spell]] or using [[Skills#Weapon_Skills\|skill]] Concussive Strike on an enemy has a chance to proc:		If the player is wielding a staff, casting a [[spell]] or using [[Skills#Weapon_Skills\|skill]] Concussive Strike on an enemy has a chance to proc:
	*[[Image:coalesced_mana.png]] '''Coalesced Mana''': Mystical energies have converged on this target. Striking it with any magic spell will consume only half the normal mana cost (stacks with [[Spirit Stance]]).		*[[Image:coalesced_mana.png]] '''Coalesced Mana''': Mystical energies have converged on this target. Striking it with any magic spell will consume only half the normal mana cost (stacks with [[Spirit Stance]]).
	**Proc chance can be calculated with the following formula:		**Proc chance can be calculated with the following formula:
	<pre<includeonly></includeonly> style="overflow: auto;{{{style\|}}}">'''Coalesced Mana Chance''' = 10 + (INT + WIS) * 0.01 + Staff / 20~~</pre>~~		<pre<includeonly></includeonly> style="overflow: auto;{{{style\|}}}">'''Coalesced Mana Chance''' = 10 + (INT + WIS) * 0.01 + Staff / 20
	*Proc chance is capped at 35%.		*Proc chance is capped at 35%.
	*Duration capped at 5 ~~turns~~.		*Duration capped at 5 ticks.
	*If Coalesced Mana is affecting an enemy, hitting it with Arcane Blow has a chance to proc:		*If Coalesced Mana is affecting an enemy, hitting it with Arcane Blow has a chance to proc:
	**[[Image:ether_tap.png]] '''Ether Tap''': You are absorbing magicks from shattering the Coalesced Mana surrounding a target.		**[[Image:ether_tap.png]] '''Ether Tap''': You are absorbing magicks from shattering the Coalesced Mana surrounding a target.
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	****The restoration effect can be stacked once for double amount of MP restored.		****The restoration effect can be stacked once for double amount of MP restored.
	***Proc chance is based on the staff used.		***Proc chance is based on the staff used.
	***Duration capped at 4 ~~turns~~.		***Duration capped at 4 ticks.
	***This removes the effects of Coalesced Mana from the target.		***This removes the effects of Coalesced Mana from the target.
	***A killing blow to a target that has Coalesced Mana with Arcane Blow will always trigger Ether Tap.		***A killing blow to a target that has Coalesced Mana with Arcane Blow will always trigger Ether Tap.