Pokémon Evasion Calculator – Boost Your Dodge Chance
Free Pokémon Evasion calculator to instantly determine your dodge rate. Enter accuracy and evasion stages for precise battle results.
| Parameter | Value | Formula Step |
|---|---|---|
| Level | ${level} | User input |
| Base Speed | ${baseStat} | User input |
| IV | ${ivVal} | User input |
| EV (4 per point) | ${evVal} | ${evVal} / 4 = ${evVal/4} |
| Raw Stat | ${2 * baseStat + ivVal + Math.floor(evVal/4)} | 2 × base + IV + floor(EV/4) |
| Level Scaled | ${Math.floor((2 * baseStat + ivVal + Math.floor(evVal/4)) * level / 100)} | Raw × level/100 |
| +5 then Nature | ${speedStat} | (${Math.floor((2 * baseStat + ivVal + Math.floor(evVal/4)) * level / 100)} + 5) × ${nature
📊 Evasion Stage vs. Actual Hit Rate (Base Accuracy 100%)
📋 Table of Contents What is Pokemon Evasion Calculator?A Pokemon Evasion Calculator is a specialized mathematical tool designed to compute the precise probability that a move will miss its target in the Pokemon video game series. This free online calculator processes key battle variables—such as the attacker’s accuracy stat stage, the defender’s evasion stat stage, and any active modifiers like weather or abilities—to deliver an instant hit chance percentage. In competitive Pokemon battling, understanding these odds separates calculated risk-taking from blind luck, making this tool essential for anyone serious about winning. This calculator is primarily used by competitive trainers, VGC (Video Game Championships) players, and Pokemon Showdown enthusiasts who need to make split-second decisions about which move to use. Instead of memorizing complex accuracy formulas or relying on vague intuition, players input their current battle state and receive a clear, actionable number. This matters because a single missed attack—whether it’s a crucial Hypnosis or a game-ending Stone Edge—can determine the outcome of an entire match. Our free Pokemon Evasion Calculator eliminates guesswork entirely, requiring no signup or downloads. It provides instant results alongside a detailed step-by-step breakdown of the underlying math, empowering you to understand exactly why your move has a 72% chance to hit versus an 85% chance. How to Use This Pokemon Evasion CalculatorUsing our calculator is straightforward, even if you are new to Pokemon battle mechanics. Follow these five simple steps to get your accuracy percentage in seconds.
For best results, double-check that your stat stage numbers are correct. Remember that in modern Pokemon games (Gen V and later), accuracy and evasion stages are capped at a minimum of 33.3% chance to hit and a maximum of 100% chance to hit, and our calculator automatically enforces these limits. Formula and Calculation MethodThe Pokemon Evasion Calculator relies on the official accuracy formula used by Game Freak since Generation V. This formula ensures consistency across all battles by combining base accuracy, stat stage multipliers, and external modifiers into a single probability. Understanding this formula is key to mastering prediction in competitive play. Formula Hit Chance = Base Accuracy × (Accuracy Stage Multiplier) × (Evasion Stage Multiplier) × (External Modifiers)Each component is a multiplier between 0.33 and 3.0, and the final result is clamped between 33.3% and 100%. The formula is multiplicative, meaning each factor directly scales the probability. For example, a 70% base move with a 0.75x accuracy modifier results in a 52.5% chance before evasion is even considered. Understanding the VariablesBase Accuracy: This is the inherent hit chance of the move itself, as defined in the game’s data. Moves like Thunder have 70, while moves like Swift have 101 (bypassing accuracy checks). This value is always between 0 and 101, with 101 meaning the move ignores accuracy and evasion stages entirely. Accuracy Stage Multiplier: This value is derived from the attacker’s current accuracy stat stage. The stages correspond to a specific multiplier: Stage 0 = 1.0x, Stage +1 = 1.33x, Stage +2 = 1.66x, Stage +3 = 2.0x, Stage +4 = 2.33x, Stage +5 = 2.66x, Stage +6 = 3.0x. Negative stages work inversely: Stage -1 = 0.75x, Stage -2 = 0.6x, Stage -3 = 0.5x, Stage -4 = 0.428x, Stage -5 = 0.375x, Stage -6 = 0.33x. These multipliers are applied directly to the base accuracy. Evasion Stage Multiplier: This value comes from the defender’s evasion stat stage. It works in the opposite direction of accuracy. Stage 0 = 1.0x, Stage +1 = 0.75x, Stage +2 = 0.6x, Stage +3 = 0.5x, Stage +4 = 0.428x, Stage +5 = 0.375x, Stage +6 = 0.33x. Negative evasion stages (from moves like Sweet Scent) increase the multiplier: Stage -1 = 1.33x, Stage -2 = 1.66x, etc. The product of accuracy and evasion multipliers creates the effective hit rate. External Modifiers: These are temporary effects that override or stack with the stage multipliers. Examples include the ability Compound Eyes (multiplies accuracy by 1.3x), the held item Wide Lens (1.1x), weather effects like Rain making Thunder 100% accurate, or the move Gravity (multiplies hit chance by 1.67x for grounded targets). Each modifier is applied multiplicatively after the stage calculation. Step-by-Step CalculationTo perform the calculation manually, follow these steps. First, convert the attacker’s accuracy stage into its corresponding multiplier using the table above. Second, convert the defender’s evasion stage into its multiplier. Third, multiply the base accuracy by the accuracy multiplier. Fourth, multiply that result by the evasion multiplier. Fifth, multiply by any external modifier(s). Sixth, clamp the final value between 33.3% and 100%. Our calculator does all of this instantly, but understanding the process allows you to estimate probabilities during a match without a tool. Example CalculationLet’s walk through a realistic scenario that a competitive player might face in a VGC battle. This example demonstrates how multiple factors combine to produce a final hit chance. Example Scenario: Your Garchomp uses Stone Edge (base accuracy 80) against a Togekiss that has used Double Team twice (evasion stage +2). Your Garchomp has no accuracy modifiers, but the opponent’s Togekiss is holding a Bright Powder (which multiplies the hit chance by 0.9x). There is no weather or Gravity active. What is the probability that Stone Edge hits?
Step 1: Base accuracy = 80. Step 2: Accuracy stage multiplier = 1.0x (no boosts or drops). Step 3: Evasion stage multiplier for +2 evasion = 0.6x. Step 4: Multiply base accuracy by accuracy multiplier: 80 × 1.0 = 80. Step 5: Multiply by evasion multiplier: 80 × 0.6 = 48. Step 6: Apply external modifier (Bright Powder): 48 × 0.9 = 43.2. Step 7: Clamp between 33.3% and 100%. Since 43.2 is above 33.3, the final hit chance is 43.2%. In plain English, your Stone Edge has a 43.2% chance to hit the Togekiss. This means it will miss more often than it hits. A savvy player might choose a different move—like a never-miss Aerial Ace—or switch out to reset the evasion stages. This calculation highlights why Double Team strategies are so frustrating to face without proper counterplay. Another ExampleConsider a different scenario: Your Alakazam uses Thunder (base accuracy 70) against a Gyarados during Rain. Your Alakazam has the ability Compound Eyes (1.3x accuracy). The Gyarados has used Dragon Dance twice but has no evasion boosts. There is no Bright Powder or Gravity. Step 1: Base accuracy = 70. Step 2: Accuracy stage = 0, multiplier = 1.0x. Step 3: Evasion stage = 0, multiplier = 1.0x. Step 4: 70 × 1.0 = 70. Step 5: Apply Compound Eyes: 70 × 1.3 = 91. Step 6: Apply Rain modifier: Thunder becomes 100% accurate in Rain, so the final result is 100%. The calculator would show 100%, meaning you can confidently use Thunder without fear of missing. This example shows how weather can completely negate accuracy issues. Benefits of Using Pokemon Evasion CalculatorIncorporating a dedicated evasion calculator into your training regimen offers tangible advantages that extend beyond simple number crunching. This tool transforms abstract probability into actionable strategy, giving you a competitive edge in every battle.
Tips and Tricks for Best ResultsTo maximize the utility of the Pokemon Evasion Calculator, consider these expert-level strategies and common pitfalls that even experienced players sometimes overlook. Pro Tips
Common Mistakes to Avoid
ConclusionThe Pokemon Evasion Calculator is an indispensable tool for any trainer who wants to move beyond luck and base their decisions on hard data. By instantly computing the exact hit probability of any move given accuracy stages, evasion stages, and external modifiers, this free calculator empowers you to make smarter, more confident choices in battle. Whether you are preparing for a VGC tournament, climbing the ladder on Pokemon Showdown, or simply trying to understand why your Hypnosis keeps missing, this tool provides the clarity you need. Stop relying on gut feelings and start calculating your odds. Use our free Pokemon Evasion Calculator before your next match to identify the safest move, test team compositions, and master the mathematics of Pokemon battles. No signup is required—just input your numbers and gain the competitive edge that comes from knowing the exact probability of every attack. Try it now and see the difference that precise calculation makes in your win rate. Frequently Asked QuestionsThe Pokemon Evasion Calculator is a tool that calculates the actual probability of a move hitting a target Pokemon based on the combined effects of accuracy, evasion stat stages, and ability modifiers. It measures the final hit chance after applying all buffs and debuffs, such as a Pokemon using Double Team to raise its evasion by one stage or an opponent using Sand Attack to lower accuracy. For example, if your Pokemon has a move with 90% base accuracy and the target has +2 evasion stages, the calculator will output the exact reduced hit chance, typically around 60%. The calculator uses the standard Generation V+ formula: Hit Chance = (Move Accuracy) × (Accuracy Stage Modifier) × (Evasion Stage Modifier), where stage modifiers follow a 3/3, 3/4, 3/5, 3/6, 3/7, 3/8, 3/9 pattern for positive stages and 3/3, 4/3, 5/3, 6/3, 7/3, 8/3, 9/3 for negative stages. For example, a move with 100% accuracy against a target at +6 evasion (modifier 3/9) yields 100% × (3/9) = 33.33% hit chance. The calculator also factors in abilities like Sand Veil (multiplies evasion by 1.2 in sandstorm) and items like Bright Powder (multiplies by 0.9). In standard competitive play, "normal" evasion is 0 stages (100% hit chance against 100% accuracy moves), while "healthy" evasion boosting is limited to +1 or +2 stages, yielding 75% and 60% dodge rates respectively against perfect accuracy moves. "Good" values for evasion-based strategies rarely exceed +3 stages (50% dodge rate) because higher stages are banned under Smogon's Evasion Clause. For accuracy reduction, -1 stage (75% accuracy) is considered manageable, while -2 stages (60% accuracy) becomes risky for key moves. The calculator is 100% mathematically accurate for the formulas used in Generation V and later games, as it directly replicates the game's own random number generation logic for hit checks. However, it cannot account for real-time RNG seed variations or critical hit evasion-ignoring mechanics. For example, if you calculate a 70% hit chance, the game will indeed hit exactly 70 out of 100 times over a large sample, but short-term streaks can deviate. The calculator is also perfectly accurate for abilities like Wonder Guard, which it treats as 0% hit chance for non-super-effective moves. The calculator cannot account for moves that bypass evasion entirely, such as Swift, Aerial Ace, or Feint Attack, which have "never-miss" properties regardless of stage changes. It also does not handle abilities like No Guard (both Pokemon always hit each other) or Compound Eyes (boosts move accuracy by 30%) unless manually inputted as a modifier. Additionally, the calculator assumes standard stage caps of ±6, ignoring special battle formats like Gen I where evasion could exceed +6 via glitches. For example, using the calculator for a Gen I match with +7 evasion would give incorrect results. The Pokemon Evasion Calculator is identical to the evasion calculation module inside professional tools like Pokémon Showdown's damage calculator, as both use the same publicly documented formulas. The difference is that Showdown's tool integrates evasion into a broader damage prediction interface, while this calculator focuses solely on hit chance for quick lookup. Compared to the official games, the calculator is actually more transparent because it shows exact percentages, whereas in-game, you only see vague messages like "evasion rose sharply!" The calculator is also faster than manually referencing Bulbapedia's stage multiplier tables. A frequent misconception is that the calculator will always show a minimum hit chance of 0% or maximum of 100%, but in reality, the game enforces a hard floor of 33.33% hit chance (even at +6 evasion against 100% accuracy) and a ceiling of 100% (never exceeding 100% even with accuracy boosts). For example, using the calculator with a 100% accuracy move against a +6 evasion target shows 33.33%, not 0%. Another misconception is that the calculator includes the "1/256 miss glitch" from Gen I, which it does not—it uses modern formulas only. A real-world application is determining whether to run a move like "Hypnosis" (60% base accuracy) on a Pokémon with "Compound Eyes" ability, which boosts it to 78%, versus using "Thunder Wave" (90% accuracy but no sleep). Using the calculator, you can input the target's typical evasion stage (e.g., +1 from Double Team) to see that Hypnosis drops to 58.5% while Thunder Wave drops to 67.5%, helping you choose the more reliable option. Another use is evaluating if "Bright Powder" (10% evasion boost) is worth holding on a tank Pokémon, as the calculator shows it reduces the opponent's 100% accuracy move to 90% hit chance.
Last updated: June 21, 2026 · Bookmark this page for quick access
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