Difference between revisions of "Skills"

Skills (view source)

Revision as of 06:47, 27 December 2018

287 bytes removed , 06:47, 27 December 2018

added formulas with images

Ultiga

202

edits

@@ Line 87: / Line 87: @@
 Like {{Item|XP Stars}}, you also have to use coins to increase a unit's skill level, but unlike unit leveling, the coin cost is steeper.
-<math>
+[[File:f_coin_cost.png|x16px]]
-\text{Required Coins} = (\text{Number of Slots Filled}(\text{Unit's Rarity} * \text{Current Level} ^ 2 + 100))
-</math>
 This means that using higher quality skill up items minimizes the total cost needed to skill up.
@@ Line 391: / Line 389: @@
 == Skill Formulas ==
 The general formula for most skills that cause poison/burn/etc, increase damage dealt, or heal is:
-<math>\text{base value} * (1 + 0.01 * \text{skill level})</math>
+[[File:f_skill_effect_1.png|x16px]]
 To give an example, the buff 闘志 (Fighting Spirit) increases the damage a character will do.
@@ Line 397: / Line 395: @@
 It has a base value of 1.2.  A character using it has a skill level of 12.
-To find out the full damage increase, it would be <math>1.2 * (1 + 0.01 * 12)</math>
+To find out the full damage increase, it would be 1.2 * (1 + 0.01 * 12)
 Or an increase of 1.34400.  At skill level 99, it would increase damage by 2.38800.  At level 100, a 2.4x increase.
@@ Line 403: / Line 401: @@
 The general formula for most skills that decrease taken (ie Defense buffs) or debuff an enemy to decrease the damage they deal deal is
-<math>\frac{\text{base value}}{1 + 0.01 * \text{skill  level}}</math>
+[[File:f_skill_effect_2.png|x32px]]
 The formula for the damage increase done by a Charge Skill is
-<math>\text{base value} * (1 + 0.5 * \log_{10}(\text{charge skill level}))</math>
+[[File:f_cs_1.png|x16px]]
 or
-<math>\frac{\text{base value}}{1 + 0.5 * \log_{10}(\text{charge skill level})}</math> <br />
+[[File:f_cs_2.png|x32px]] <br />
 Note that this is only for damage dealt.  Most Charge Skills have a secondary effect, such as a buff or debuff.<br />