Item Stats - Revision history

Siuansong: /* Luck */

2018-10-15T19:09:05Z

‎Luck

KR: /* Updated for v14 */

2016-05-18T17:06:04Z

‎Updated for v14

KR at 22:14, 26 August 2015

2015-08-26T22:14:46Z

Talij: /* Updated for v14 */

2015-08-22T21:35:07Z

‎Updated for v14

Talij: /* Luck */

2015-08-22T21:33:13Z

‎Luck

Talij: /* Health Gain */

2015-08-22T21:32:19Z

‎Health Gain

Talij: /* Poison */

2015-08-22T21:27:46Z

‎Poison

Talij: /* Taint */

2015-08-22T21:26:24Z

‎Taint

Talij: /* Poison */

2015-08-22T21:16:59Z

‎Poison

Talij: /* Accuracy and Dodge */

2015-05-25T04:06:26Z

‎Accuracy and Dodge

@@ Line 52: / Line 52: @@
 '''Luck =''' Increases percentage of coin won in duels (base amount is 10% of opponent's pocket coin + 1% for each Luck point), and increases chance of item drops from NPCs (base amount is 50% + 2% for each Luck point). Doesn't affect quality of items dropped, just chance of drops happening.
-Luck also affects if Poison and Taint hit: (60+(attacker's Luck/2)-(defender's Luck))% chance. Minimum chance is 40%. Maximum is 75%.
+Luck also affects if Poison and Taint hit: (60+(attacker's Luck/2)-(defender's Luck))% chance. Minimum chance is 40%. Maximum is 75%. The formula applies per turn within a duel.
 ==Turn-related Stats==

← Older revision		Revision as of 17:06, 18 May 2016
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	''Player A has a +5 Speed and Player B has +20 Speed, but Player A also has +20 Wound. So their totals at this point would be A=25 and B=40. Player B would attack first. Cut the totals in half, but then A gets to add half their speed back in. A=24 B=20. At the end of Player B's turn, 25 more get added on to Player A's speed total. That makes A=49, B=20. So A attacks next. Let's say A's Wound hits for 8 (between 0 and 20). B loses 8 from their speed bonus for the rest of the battle. So B only adds 32 more. A=49 B=52. B attacks. A adds 25. A=74 B=52. This time A gets lucky and their wound hits for 19. This is bigger than 8, so it gets subtracted from B's original speed bonus. B only adds 21. A=74 B=73. A attacks again. This time wound would have hit for 3, but since that's less than 19 no wound is applied. B adds 21 again. A=74 B=94. B attacks. And. So. ON!''		''Player A has a +5 Speed and Player B has +20 Speed, but Player A also has +20 Wound. So their totals at this point would be A=25 and B=40. Player B would attack first. Cut the totals in half, but then A gets to add half their speed back in. A=24 B=20. At the end of Player B's turn, 25 more get added on to Player A's speed total. That makes A=49, B=20. So A attacks next. Let's say A's Wound hits for 8 (between 0 and 20). B loses 8 from their speed bonus for the rest of the battle. So B only adds 32 more. A=49 B=52. B attacks. A adds 25. A=74 B=52. This time A gets lucky and their wound hits for 19. This is bigger than 8, so it gets subtracted from B's original speed bonus. B only adds 21. A=74 B=73. A attacks again. This time wound would have hit for 3, but since that's less than 19 no wound is applied. B adds 21 again. A=74 B=94. B attacks. And. So. ON!''

−	== Updated for ~~v14~~ ==	+	== Updated for v15 ==

@@ Line 31: / Line 31: @@
 ==Poison==
-'''Poison =''' 40-75% chance of poison hit on each battle turn (see Luck). When it hits, it increases the poison stack on the target by X. The target then takes the current poison stack as damage, regardless if the poison hit or not. In addition, poison subtracts from opponent's damage% and opponent's defense% half the amount of poison damage they just received.
+'''Poison =''' 40-75% chance of poison hit on each battle turn (see [[#Luck|Luck]]). When it hits, it increases the poison stack on the target by X. The target then takes the current poison stack as damage, regardless if the poison hit or not. In addition, poison subtracts from opponent's damage% and opponent's defense% half the amount of poison damage they just received.
-The poison stack fades for each character by 25% every turn (start of the your turn and end of your opponents). Note: If the attacker has a Critical Miss, their chance of applying poison damage is cut in half (20-37.5%) that turn.
+The poison stack fades for each character by 25% every turn (start of your turn and end of your opponents). Note: If the attacker has a Critical Miss, their chance of applying poison damage is cut in half (20-37.5%) that turn.
 ==Taint==
-'''Taint =''' 40-75% chance of taint hit on each battle turn (see Luck). When it hits, it increases the targets taint by X. Taint stacks and does not fade from turn to turn. On each players turn, they take 1 damage for each taint point they have received so far this battle. Note: Taint can be applied even if the attacker misses.
+'''Taint =''' 40-75% chance of taint hit on each battle turn (see [[#Luck|Luck]]). When it hits, it increases the target's taint by X. Taint stacks and does not fade from turn to turn. On each players turn, they take 1 damage for each taint point they have received so far this battle. Note: Taint can be applied even if the attacker misses.
 Example: If Player A has a taint stat of 20 and the taint hits Player B, Player B will take 20 damage on each of their turns for the remainder of the battle. If Player A hits Player B with taint again on their next turn, Player B will then take 40 damage on each of their remaining turns.

← Older revision		Revision as of 21:35, 22 August 2015
Line 112:		Line 112:
	''Player A has a +5 Speed and Player B has +20 Speed, but Player A also has +20 Wound. So their totals at this point would be A=25 and B=40. Player B would attack first. Cut the totals in half, but then A gets to add half their speed back in. A=24 B=20. At the end of Player B's turn, 25 more get added on to Player A's speed total. That makes A=49, B=20. So A attacks next. Let's say A's Wound hits for 8 (between 0 and 20). B loses 8 from their speed bonus for the rest of the battle. So B only adds 32 more. A=49 B=52. B attacks. A adds 25. A=74 B=52. This time A gets lucky and their wound hits for 19. This is bigger than 8, so it gets subtracted from B's original speed bonus. B only adds 21. A=74 B=73. A attacks again. This time wound would have hit for 3, but since that's less than 19 no wound is applied. B adds 21 again. A=74 B=94. B attacks. And. So. ON!''		''Player A has a +5 Speed and Player B has +20 Speed, but Player A also has +20 Wound. So their totals at this point would be A=25 and B=40. Player B would attack first. Cut the totals in half, but then A gets to add half their speed back in. A=24 B=20. At the end of Player B's turn, 25 more get added on to Player A's speed total. That makes A=49, B=20. So A attacks next. Let's say A's Wound hits for 8 (between 0 and 20). B loses 8 from their speed bonus for the rest of the battle. So B only adds 32 more. A=49 B=52. B attacks. A adds 25. A=74 B=52. This time A gets lucky and their wound hits for 19. This is bigger than 8, so it gets subtracted from B's original speed bonus. B only adds 21. A=74 B=73. A attacks again. This time wound would have hit for 3, but since that's less than 19 no wound is applied. B adds 21 again. A=74 B=94. B attacks. And. So. ON!''

−	== Updated for ~~v13~~ ==	+	== Updated for v14 ==

@@ Line 52: / Line 52: @@
 '''Luck =''' Increases percentage of coin won in duels (base amount is 10% of opponent's pocket coin + 1% for each Luck point), and increases chance of item drops from NPCs (base amount is 50% + 2% for each Luck point). Doesn't affect quality of items dropped, just chance of drops happening.
-Luck also affects if Poison and Taint hit: (40+(attacker's Luck/2)-(defender's Luck))% chance. Minimum chance is 20%. Maximum is 55%.
+Luck also affects if Poison and Taint hit: (60+(attacker's Luck/2)-(defender's Luck))% chance. Minimum chance is 40%. Maximum is 75%.
 ==Turn-related Stats==

@@ Line 42: / Line 42: @@
 ==Health Gain==
-'''Health Gain % =''' Regain % of damage taken. Max health shrinks by 50% of difference between max and current health per turn.
+'''Health Gain % =''' Regain % of damage taken since your last turn. Only up to 75% can be regained. Any effects that raise health gain to above 75% will instead add +2% defense for each 1% health gain above 75% (so 100% health gain = 75% health gain and 50% defense).
 ==Damage to Self==

@@ Line 17: / Line 17: @@
 ==Accuracy and Dodge==
-'''Accuracy & Dodge =''' Used to determine the strength of an attack. For each attack, a random number (R) between 0 and 100 is generated. This number determines the attacks effectiveness. ''Note: The table below may not be accurate. Mainly this will just describe the concept.''
+'''Accuracy & Dodge =''' Used to determine the strength of an attack. For each attack, a random number (R) between 0 and 100 is generated. This number determines the attacks effectiveness and applies a damage bonus or penalty accordingly.
-:*R <= 0: Critical miss - 0% damage
+:*R <= 0: Critical miss = -100% damage
-:*0 < R < 10: Glancing hit - 50% damage
+:*0 < R < 10: Glancing hit = -50% damage
-:*10 < R <= 25: Weak hit - 75% damage
+:*10 < R <= 25: Weak hit = -25% damage
-:*25 < R < 75: Normal hit - 100% damage
+:*25 < R < 75: Normal hit = +0% damage
-:*75 <= R < 90: Solid hit - 120% damage
+:*75 <= R < 90: Solid hit = +20% damage
-:*90 <= R < 100: Strong hit - 140% damage
+:*90 <= R < 100: Strong hit = +40% damage
-:*R >= 100: Critical hit - 160% damage
+:*R >= 100: Critical hit = +60% damage
 Your accuracy number gets added to this number, so if you have an accuracy bonus of 5 and R=72, then your hit will be a Solid one (77). However, the defenders dodge skill will be subtracted from this, so if they have a dodge of 3, that would bump it back down to a normal hit (74).