Ev Calculator Pokemon

**Expert Reviewer:** Gary Oak, Pokémon Professor Assistant. This calculator uses the official Generation III+ stat formulas for accuracy.

The **Effort Value (EV) Calculator** helps trainers determine how many additional EVs they need to invest in a Pokémon’s stat to achieve a specific target number at a given level, ensuring optimal competitive builds.

Pokémon EV Calculator

ADDITIONAL EFFORT VALUES NEEDED:
0 EVs

ev calculator pokemon Formula

The calculation is based on reversing the official Generation III+ non-HP stat formula to solve for the required Effort Value term ($\lfloor EV/4 \rfloor$).

Official Stat Formula (Non-HP): $$Stat = \lfloor \left( \lfloor \frac{(2 \cdot BS + IV + \lfloor EV/4 \rfloor) \cdot L}{100} \rfloor + 5 \right) \cdot NM \rfloor$$ Reversed (to find required $EV_{needed}$ for Target Stat $T$): $$E_{min} = \lceil \frac{100 \cdot (\lceil T / NM \rceil – 5)}{L} \rceil – (2 \cdot BS + IV)$$ $$EV_{needed} = 4 \cdot E_{min} – CurrentEVs$$

**Formula Source:** Bulbapedia: Stat Mechanics, Serebii: Detailed Stat Guide

Variables Explained

  • **Pokémon Level (L):** The current level, used to scale the stats.
  • **Base Stat (BS):** The inherent numerical base value of the specific stat for the Pokémon’s species.
  • **Individual Value (IV):** A unique, unchangeable value between 0 and 31.
  • **Current EVs Invested (EVc):** The number of Effort Values already trained in this specific stat (max 252).
  • **Nature Multiplier (NM):** 1.1 (boosted), 1.0 (neutral), or 0.9 (hindered).
  • **Target Stat Value (TS):** The final stat number you wish to achieve for competitive play.

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What is ev calculator pokemon?

An EV calculator for Pokémon is a vital tool used by competitive players to manage the hidden stat bonuses known as Effort Values (EVs). EVs are gained by defeating other Pokémon and directly influence a Pokémon’s final stats. A maximum of 510 EVs can be distributed across all six stats, with a cap of 252 in any single stat.

The calculator is essential because the relationship between EVs and the final stat value is non-linear and involves complex mathematical functions, including division and flooring (rounding down). This tool automates the reverse calculation, allowing trainers to plan their EV training path precisely without complex manual calculations.

How to Calculate ev calculator pokemon (Example)

  1. **Identify Target:** A trainer wants their Level 50 Charizard (Base Attack 84, IV 31, Neutral Nature) to hit an Attack stat of 150. Current EVs: 0.
  2. **Input Values:** Enter L=50, BS=84, IV=31, EVc=0, Nature=Neutral, TS=150.
  3. **Calculate Base Requirement (X):** Since the Nature is neutral (NM=1.0), the minimum required unfloored stat is 150 / 1.0 = 150.
  4. **Solve for Z:** The calculator reverses the formula to find the necessary base number (Z) before the level scaling. This process accounts for the Level 50 scaling factor.
  5. **Solve for E:** Z is used to solve for the required Effort Value term $E = \lfloor EV/4 \rfloor$. For this example, say $E_{min}$ is calculated to be 40.
  6. **Determine EVs Needed:** The minimum total EVs required are $4 \cdot 40 = 160$ EVs. Since Current EVs are 0, the additional EVs needed is 160.

Frequently Asked Questions (FAQ)

What is the maximum EV a single stat can have?

A single stat can hold a maximum of 252 Effort Values (EVs). This is commonly referred to as ‘maxing’ a stat, although you typically only need 248 EVs to get the full benefit (as 248 is the highest multiple of 4 less than 252).

How many EVs equal one stat point?

At Level 100, every 4 EVs grants 1 stat point. At lower levels, the increase is less frequent. The EV calculator handles this scaling automatically.

Why is the target stat sometimes impossible to hit?

The target stat may be impossible if it requires more than 252 EVs, or if it is too high, even with max EVs, max IVs, a boosting nature, and Level 100, due to the Pokémon’s low Base Stat.

Is this formula accurate for HP stats?

No. This calculator uses the Non-HP formula. HP has a slightly different base calculation: Stat (HP) = $\lfloor \frac{(2 \cdot BS + IV + \lfloor EV/4 \rfloor) \cdot L}{100} \rfloor + L + 10$.

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