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Note that an asterisk (*) indicates that the move is magical; in most cases these are elemental techniques that will benefit or suffer depending on the enemy's elemental properties and defensive stats.
Attacks performed by executing the "Attack" function in battle are non-elemental, physical techniques that strike an enemy a single time and have the chance to deal double damage if a "crit" (critical strike) occurs.
| Character | Attack value formula |
|---|---|
| Ayla | Attack = ((Power × 1.75) + (Level² ÷ 45.5)) |
| Lucca and Marle | Attack = ((Hit + Weapon) × 2/3) |
| Males | Attack = ((Power × 4/3) + (Weapon × 5/9)) |
At the start of the game, Crono's weapon, Wood Sword, has a Weapon value of 3. At level 1, Crono has a PWR value of 5. His attack value is first calculated as 8.33333333 recurring, but it is then rounded down to 8.
The base damage (theoretical minimum) for a character's "Attack" is their attack value multiplied by two. Additionally, a random number is generated to modify the damage and give it a more realistic, dynamic appearance. The random number is affected by the character's level and/or attack value (it is difficult to differentiate between the two because as characters level, they gain the stats (PWR or HIT) that increase their attack value). Also note that the resulting damage can be modified by an enemy's augmented defense.
Damage = ((Attack * 2) + (Random))
Crono at the start of the game (attack 8) deals a base of 16 damage, with a possible increase from the random value.
Robo's Crisis Arm is a very dynamic weapon that can be either very strong (over 4,000) or very weak (0 damage). The damage dealt is based off of Robo's calculated attack value and the last digit of his HP (the attack value is multiplied by this digit). This weapon is best used later in the game when Robo has 999 HP so that the last digit is usually 9. If you want to maximize his damage, all you have to do is keep him healed.
First calculate his attack with "Attack = ((Power × 4/3) + (Weapon × 5/9))". Since Crisis Arm only has a power value of 1, when it is multiplied by 5/9, the resulting fraction (.55 repeating) does not get rounded up in the SNES version. Therefore, a power of 89 results in an attack value of 119, and a power of 91 results in an attack value of 121.
Crisis Arm Damage = ((Attack/2 * LDHP) * 2)
Each digit (LDHP value; except for zero) is worth as much as the attack value (in this case, it's 132).
| LDHP Value | Formula | Theoretical minimum |
|---|---|---|
| 0 | ((66 × 0) × 2) | 0 |
| 1 | ((66 × 1) × 2) | 132 |
| 2 | ((66 × 2) × 2) | 264 |
| 3 | ((66 × 3) × 2) | 396 |
| 4 | ((66 × 4) × 2) | 528 |
| 5 | ((66 × 5) × 2) | 660 |
| 6 | ((66 × 6) × 2) | 792 |
| 7 | ((66 × 7) × 2) | 924 |
| 8 | ((66 × 8) × 2) | 1056 |
| 9 | ((66 × 9) × 2) | 1188 |
The theoretical maximum for each digit is very difficult to calculate, as it is based on a range of random numbers that scale with attack power (perhaps even character level). However, the general rule of thumb for the random range is:
Random number for Crisis Arm damage = (LDHP × 14). Therefore, in the table above, the damage you can deal with Crisis Arm without an accessory or a critical strike is 1188-1314.
If you equip Robo with the Crisis Arm and Prismspecs, it will boost his attack value to about 185 (instead of the expected 255). At this point, he can crit for over 3,500 damage!
On a critical strike, this will deal 9,999 damage. By the time you acquire this, Ayla's crit chance will be extremely high; from then on you can expect to deal major damage consistently.
This weapon randomly changes attack power, it can do the following:
This weapon grows in strength significantly as your allies die.
| Number of fallen allies | Base damage multiplier |
|---|---|
| 1 | 2 |
| 2 | 3 |
| Stat | Formula | Maximum value |
|---|---|---|
| Defense | Defense = (Helm + Body + Stamina) |
|
| Evasion | Chance to evade = ?? | ** (99) |
| Magic damage reduction | Magic damage taken = ?? | |
| Physical damage reduction | Physical damage taken = ?? |
Both versions: equip OzziePants, Prism Dress, and Power Seal.