Kingdom Hearts II
Kingdom Hearts II Final Mix
Kingdom Hearts Union χ

Prison of Flames

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Prison of Flames
(火炎の牢獄 Kaen no Rōgoku?)
Prison of Flames KHUX.gif
Attributes Target Gauge Cost Damage
Speed Reversed All 2 7★: x7.12 - 8.64
SN++: x13.51 - 19.25
7★: 1 turn: ↑ R-STR & S-STR by 3, ↓ targets' S-DEF by 3. Inflicts more damage the higher your HP.
SN++: [Mastery] 1 turn: S-Medal STR +10000, self [↑ STR, R- & S-STR 15], targets [↓ DEF, R- & S-DEF 15], SP ATK B +220%. Count ±0. Damage+: Higher HP.

Prison of Flames is a technique introduced in Kingdom Hearts II. It is a signature ability of Axel.

Mechanics[edit]

In Kingdom Hearts Union χ, Prison of Flames is a special attack that targets all enemies. It costs 2 special attack gauges to perform. It inflicts more damage the higher the user's HP. Prison of Flames +7 also ignores enemy counters, and inflicts Mastery damage, dealing higher damage against Magic-attribute enemies.

Special attack Rarity Base •• ••• •••• ••••• Hits
Prison of Flames +5 6★ x1.74 - 3.08 x1.79 - 3.16 x1.83 - 3.24 x1.88 - 3.32 x1.92 - 3.40 x1.96 - 3.48 1
Prison of Flames +6 7★ x7.12 - 8.64 1
Prison of Flames +7 SN++ x13.51 - 19.25 1

Special attack Player Buff Target Debuff Duration
+5 +6 +7 +5-6 +7
Prison of Flames Speed-based strength +3 Speed-based strength +3
Reversed-based strength +3
Speed-Medal strength +10000
Strength +15
Speed-based strength +15
Reversed-based strength +15
Special Attack Bonus +220%
Speed-based defense -3 Defense -15
Speed-based defense -15
Reversed-based defense -15
1 turn

Learning Prison of Flames[edit]

Kingdom Hearts Union χ[edit]

Other appearances[edit]

Kingdom Hearts II[edit]

Axel uses Prison of Flames as an attack during his second battle with Roxas at the Basement Hall. It cloaks the Basement Hall's floor in magma and drains Roxas's HP by 1 HP every five seconds. It can be removed by using the Clear Light Reaction Command. In Kingdom Hearts II Final Mix, the version used by Axel's Data Replica drains Sora's HP by 6 HP per second until he is at 1 HP, and Axel cannot be defeated as long as it is active.