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Mystic Arts

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Mystic Arts , also known as Yin Yang Magic, is a command ability from Final Fantasy Tactics used by the Mystic. Mystic Arts consists of negative status effects, as well as one or two positive buffs. It is one of the command abilities that can be used with the Arithmetician's Arithmeticks ability. Beowulf Cadmus and his rival, Aliste Rosenheim, have a similar skill, known as Spellblade. It uses essentially all the same spells, but are far more effective and require a sword to be performed. The formula for success rate of Mystic Arts are as follows: Mystic Arts represent magic in the game, as Pagus puts it, "it's a way to channel energy through your weapon, with fantastic results". Rush learns these by acquiring special items, other characters can either start with them or, in the case of , can learn one or more of them at specific BR levels. Learning a Mystic Art grants access to its lowest rank art, which has to be used in order to unlock the more powerful ones. To find out how this works, see Developing Arts.

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Mystic Arts represent magic in the game, as Pagus puts it, "it's a way to channel energy through your weapon, with fantastic results". Rush learns these by acquiring special items, other characters can either start with them or, in the case of , can learn one or more of them at specific BR levels. Learning a Mystic Art grants access to its lowest rank art, which has to be used in order to unlock the more powerful ones. To find out how this works, see Developing Arts. Mystic Arts , also known as Yin Yang Magic, is a command ability from Final Fantasy Tactics used by the Mystic. Mystic Arts consists of negative status effects, as well as one or two positive buffs. It is one of the command abilities that can be used with the Arithmetician's Arithmeticks ability. Beowulf Cadmus and his rival, Aliste Rosenheim, have a similar skill, known as Spellblade. It uses essentially all the same spells, but are far more effective and require a sword to be performed. The formula for success rate of Mystic Arts are as follows: