Power Level Calculator

Calculate total power level from your character stats.

Character Stats

attack
defense
health
speed
crit Rate
crit Damage

Calculation Presets

attack
defense
health
speed
crit Rate
crit Damage

Target Power

Total Power Level

15.2K
3.0% of target

Eff. Damage

8.8K

Eff. HP

70.0K

Speed Tier

T4

Power Breakdown

attack5.0K (32.9%)
defense3.2K (21.1%)
crit Damage3.0K (19.7%)
crit Rate2.5K (16.4%)
speed1.0K (6.6%)
health500 (3.3%)

To Reach Target

attack+159.5K
5.0K to 164.5K
defense+127.6K
4.0K to 131.6K
health+1.59M
50.0K to 1.64M
speed+6.4K
200 to 6.6K
Power Gap: 484.8K

What Is a Power Level in Gaming?

Power level (also called Combat Power or CP) is a single composite score that summarises how strong a character, hero, or unit is at a given moment. Almost every modern RPG, gacha game, strategy title, and action-RPG surfaces some version of this number — from the blue CP badge in Pokémon GO to the Light Level in Destiny 2 and the Team Power score in countless mobile titles. The concept reduces a complex web of stats into one comparable figure so players can quickly judge whether they are ready for a particular piece of content.

Behind the scenes, every game developer assigns a weight to each raw stat before summing them. A weight is simply a multiplier that controls how much one point of a given stat contributes to the final score. Because weights differ by game — and even by character archetype within a game — the same raw stats can produce wildly different power levels depending on the formula in use. This calculator lets you plug in your own weights so the result matches your specific game.

Understanding your power level breakdown is more than a vanity metric. It tells you which stats are driving most of your score and, critically, which upgrades will move the needle fastest. A healer who stacks attack will see poor power-per-investment returns compared with stacking health or speed — concepts this calculator makes visible through its stat contribution breakdown and upgrade recommendations panels.

This power level calculator supports six core stats — Attack, Defense, Health, Speed, Crit Rate, and Crit Damage — and allows three ready-made presets (Balanced, DPS Focus, Tank Focus) or fully custom weights. It also derives two additional combat metrics: Effective Damage and Effective HP, which account for critical hit interaction and defense scaling respectively.

Power Level Formula Explained

The core power level formula used by this calculator sums the weighted contribution of every stat. Each stat is multiplied by its weight, the results are added together, and the total is your Power Level. The formula is intentionally transparent — you can see exactly where every point comes from in the breakdown bar chart.

In addition to total power, the calculator derives three secondary metrics that give a more nuanced picture of combat capability:

  • Effective Damage — blends your raw attack with the probability and magnitude of critical hits, giving the average damage you deal per hit.
  • Effective HP — adjusts raw health upward based on defense, modelling how many raw damage points an enemy must deal before you die.
  • Speed Tier — bins your speed stat into action-order tiers (every 50 points = one tier), a common mechanic in turn-based RPGs.

These secondary metrics exist because raw power level, while useful for a quick comparison, does not fully capture combat nuance. A glass-cannon build and a tank build can share the same total power while performing very differently in battle. By examining Effective Damage and Effective HP alongside total power you get a much richer picture of actual battlefield capability.

Power Level Formula

Power = (Attack × w_atk) + (Defense × w_def) + (Health × w_hp) + (Speed × w_spd) + (CritRate × w_cr) + (CritDmg × w_cd)

Where:

  • Attack, Defense, …= Raw stat values entered by the player
  • w_atk, w_def, …= Per-stat weight multipliers (configurable)
  • EffDamage= Attack × (1 + (CritRate/100) × (CritDamage/100))
  • EffHP= Health × (1 + Defense/10000)
  • SpeedTier= Math.floor(Speed / 50)

Stat Weights, Presets, and Build Archetypes

Choosing the right weights is the most important step when using a power level calculator for a specific game. Because weights are multipliers, even a small change can shift which stat dominates your score. The three built-in presets illustrate this clearly:

Stat Balanced DPS Focus Tank Focus
Attack1.01.50.5
Defense0.80.51.5
Health0.010.0050.02
Speed5.06.03.0
Crit Rate506030
Crit Damage203010

Notice that the health weight is kept low (0.01–0.02) across all presets. This is by design: health pools are typically measured in the tens of thousands, so a weight of 0.01 brings a 50,000 HP character down to a 500-point contribution — comparable in scale to attack values measured in the thousands. Without this normalisation, raw health values would dominate the power score in a way that would not reflect true combat impact.

Speed carries disproportionately high weights (3–6) because in turn-based systems each additional point of speed above a tier threshold may grant an extra action per round — a non-linear advantage that a linear weight approximates. You can lower the speed weight for real-time action games where speed is just a movement modifier.

Reading the Power Breakdown and Upgrade Recommendations

Once you enter your stats, the Power Breakdown panel displays each stat's contribution both as an absolute value and as a percentage of total power. Sorting from highest to lowest contribution reveals which stats are doing the heavy lifting. In the default Balanced build, Crit Rate and Crit Damage together account for roughly 36% of total power even though their raw values (50 and 150) are far smaller than Health (50,000) — a testament to how heavily the preset weights those stats.

The Upgrade Recommendations panel appears when your total power falls short of the target. For each stat it calculates how much you would need to raise that stat if you grew every stat proportionally (maintaining the same distribution) to reach the target. This is a proportional recommendation, not an optimised one — in practice, investing in the highest-weight stat first will yield the fastest power gains.

The Power Gap shown at the bottom of the recommendations card is simply targetPower − totalPower. Use this number to estimate how many upgrade levels or enhancement materials you need by dividing the gap by the typical power gain per upgrade in your game. When total power meets or exceeds the target the panel switches to a success state showing how far above target you are.

For players optimising end-game content, pay equal attention to Effective Damage and Effective HP. Two characters can share an identical total power score but have radically different Effective Damage if one has crit stats invested and the other does not. These metrics surface that hidden difference, helping you build characters that perform at their true potential in actual combat.

How to Maximise Your Power Level Efficiently

Raising power level is not just about grinding more resources — it is about directing those resources toward the highest-return upgrades. The weighted-sum formula reveals a clear optimisation principle: invest in the stat with the highest weight first, because each point of that stat adds more to total power than any other upgrade. In the DPS Focus preset, for example, Crit Rate has a weight of 60, meaning one additional point of Crit Rate adds 60 to your power score, while one point of Attack adds only 1.5.

Beyond raw power gain, consider the Effective Damage ceiling. Once Crit Rate reaches 100%, further investment in Crit Rate returns zero additional Effective Damage (though it still adds to power score). At that saturation point, redirecting resources to Crit Damage or raw Attack produces better actual combat output. The Effective Damage formula — Attack × (1 + (CritRate/100) × (CritDamage/100)) — makes this trade-off explicit.

For defensive builds, note that Effective HP scales as Health × (1 + Defense/10000). This means defense has diminishing absolute returns in terms of Effective HP as health drops, but the relationship remains linear — every 10,000 points of defense adds one full extra health bar worth of effective hit points. Stacking both health and defense produces multiplicative survivability gains.

Set a realistic target power before upgrading. Use the Target Power field to enter the minimum CP requirement for the content you want to clear, then follow the proportional recommendations as a starting point. Prioritise upgrades that close the gap fastest relative to their resource cost in your game.

Worked Examples

Default Balanced Build

Problem:

A character has Attack 5,000, Defense 4,000, Health 50,000, Speed 200, Crit Rate 50%, and Crit Damage 150%. Using Balanced weights (atk×1.0, def×0.8, hp×0.01, spd×5.0, cr×50, cd×20), what is the total power and effective stats?

Solution Steps:

  1. 1Attack contribution: 5,000 × 1.0 = 5,000
  2. 2Defense contribution: 4,000 × 0.8 = 3,200
  3. 3Health contribution: 50,000 × 0.01 = 500
  4. 4Speed contribution: 200 × 5.0 = 1,000
  5. 5Crit Rate contribution: 50 × 50 = 2,500
  6. 6Crit Damage contribution: 150 × 20 = 3,000
  7. 7Total Power = 5,000 + 3,200 + 500 + 1,000 + 2,500 + 3,000 = 15,200
  8. 8Effective Damage = 5,000 × (1 + (50/100) × (150/100)) = 5,000 × 1.75 = 8,750
  9. 9Effective HP = 50,000 × (1 + 4,000/10,000) = 50,000 × 1.4 = 70,000
  10. 10Speed Tier = Math.floor(200/50) = T4

Result:

Total Power: 15,200 | Effective Damage: 8,750 | Effective HP: 70,000 | Speed Tier: T4

DPS Focus Build — Same Stats, Higher Power

Problem:

Applying DPS Focus weights (atk×1.5, def×0.5, hp×0.005, spd×6.0, cr×60, cd×30) to the same stats as above. How does the power score change?

Solution Steps:

  1. 1Attack contribution: 5,000 × 1.5 = 7,500
  2. 2Defense contribution: 4,000 × 0.5 = 2,000
  3. 3Health contribution: 50,000 × 0.005 = 250
  4. 4Speed contribution: 200 × 6.0 = 1,200
  5. 5Crit Rate contribution: 50 × 60 = 3,000
  6. 6Crit Damage contribution: 150 × 30 = 4,500
  7. 7Total Power = 7,500 + 2,000 + 250 + 1,200 + 3,000 + 4,500 = 18,450
  8. 8Effective Damage unchanged: 5,000 × 1.75 = 8,750 (formula uses raw stats, not weights)
  9. 9Power increase vs Balanced: 18,450 − 15,200 = +3,250 from weight preset change alone

Result:

Total Power: 18,450 (+3,250 vs Balanced) | Effective Damage: 8,750 | Effective HP: 70,000

Tank Focus Build — Defensive Priority

Problem:

Using Tank Focus weights (atk×0.5, def×1.5, hp×0.02, spd×3.0, cr×30, cd×10) with the same base stats. What is the power level and how does survivability compare?

Solution Steps:

  1. 1Attack contribution: 5,000 × 0.5 = 2,500
  2. 2Defense contribution: 4,000 × 1.5 = 6,000
  3. 3Health contribution: 50,000 × 0.02 = 1,000
  4. 4Speed contribution: 200 × 3.0 = 600
  5. 5Crit Rate contribution: 50 × 30 = 1,500
  6. 6Crit Damage contribution: 150 × 10 = 1,500
  7. 7Total Power = 2,500 + 6,000 + 1,000 + 600 + 1,500 + 1,500 = 13,100
  8. 8Effective HP = 50,000 × (1 + 4,000/10,000) = 70,000 (same formula regardless of weights)
  9. 9Speed Tier = Math.floor(200/50) = T4 (unchanged)

Result:

Total Power: 13,100 | Effective Damage: 8,750 | Effective HP: 70,000 | Speed Tier: T4. The lower power score reflects that tank stats score less under this weight set, not lower survivability.

Reaching a Target Power of 20,000

Problem:

Using Balanced weights, the character currently has 15,200 power and wants to reach a target of 20,000. How large is the power gap, and what proportional increases are needed?

Solution Steps:

  1. 1Power gap = 20,000 − 15,200 = 4,800
  2. 2Percent to target = (15,200 / 20,000) × 100 = 76.0%
  3. 3Attack's share of total = 5,000 / 15,200 ≈ 32.9%; needed contribution = 20,000 × 0.329 = 6,579; needed attack = 6,579 / 1.0 = 6,579; increase ≈ +1,579
  4. 4Speed's share = 1,000 / 15,200 ≈ 6.6%; needed contribution = 1,316; needed speed = 1,316 / 5.0 = 264; increase ≈ +64
  5. 5Easiest gain: raise Crit Rate (weight 50) — each +1 to Crit Rate adds 50 to power; need roughly +96 combined stat-weighted points from crit stats

Result:

Power gap: 4,800 | Currently at 76.0% of target. Attack needs to rise by ~1,579 (proportional recommendation); alternatively, investing in high-weight stats like Crit Rate achieves the gap faster per resource spent.

Tips & Best Practices

  • Use the DPS Focus preset and note which stats dominate the score — those are your highest-ROI upgrade targets for damage-dealing roles.
  • For tank builds, watch Effective HP rather than total power; two equal-power characters can differ significantly in raw survivability.
  • Speed Tier jumps happen at every multiple of 50. If your speed is 198, raising it just 2 points to 200 (T4) is a high-value upgrade in turn-based games.
  • Normalise health weights to roughly stat_average / 10,000 if your game uses unusually large or small health pools to keep the breakdown visually meaningful.
  • Set the Target Power field to the content gate for your next progression milestone, then use the upgrade recommendations to prioritise your farming.
  • Compare Effective Damage between builds, not just total power — a build with lower CP but higher Crit Damage and 100% Crit Rate may outperform a higher-CP build in practice.
  • Divide the power gap by the typical per-upgrade power gain in your game to estimate the number of enhancement materials needed before farming.
  • Use custom weights for PvP content where developers may have published balance coefficients different from the PvE defaults reflected in the presets.

Frequently Asked Questions

Total power level is a weighted sum of stats, so two characters can reach the same score through very different stat distributions. One might have high Effective Damage from crit investment while the other has high Effective HP from defense stacking. The Effective Damage and Effective HP metrics shown below the main score reveal these hidden differences. Always compare those secondary numbers when evaluating actual combat performance.
Health values are typically measured in the tens of thousands while attack values are measured in the thousands. If both received a weight of 1.0, raw health would dominate the power score purely because of its magnitude, not because of its combat impact. Setting health weights to 0.01–0.02 normalises the contribution so that 50,000 health adds roughly the same score as 5,000 attack at weight 1.0. You can adjust this if your game measures health and attack on the same scale.
Effective Damage is the average damage dealt per hit when accounting for critical hits. The formula is Attack × (1 + (CritRate / 100) × (CritDamage / 100)). For example, with 5,000 attack, 50% crit rate, and 150% crit damage: 5,000 × (1 + 0.5 × 1.5) = 5,000 × 1.75 = 8,750. This represents the expected damage output averaged across many hits, assuming crit rate functions as a probability.
Speed Tier is calculated as Math.floor(Speed / 50), so Speed 0–49 = T0, 50–99 = T1, 100–149 = T2, and so on. In many turn-based games each tier threshold grants an additional action per cycle, meaning a character at Speed 200 (T4) acts before one at Speed 195 (T3). This mechanic makes the 50-point threshold boundaries especially valuable, which is why speed carries a high weight in the presets.
The best approach is to check community wikis, datamining posts, or official patch notes for your game. Many game communities publish exact CP formulas through reverse engineering or developer disclosure. Set each stat to 1 in the calculator while keeping all others at 0, then adjust the corresponding weight until the displayed contribution matches the CP gain your game shows for +1 of that stat. Repeat for each stat to calibrate the calculator perfectly.
This calculator uses a general weighted-sum model that approximates many games' CP systems but is not an exact replica of any proprietary formula. Destiny 2 Power Level is an average across gear slots (each slot has equal weight), so you would set all six weights to 1.0 and enter item power values instead of character stats. Pokémon GO CP uses a different multiplicative structure. For game-specific accuracy, use the community's dedicated tools alongside this general-purpose calculator.
In most games, Crit Rate is capped at 100%, meaning every hit becomes a critical hit. Once you reach that cap, additional Crit Rate investment adds to total power score (because the weighted contribution formula still counts it) but delivers zero additional Effective Damage. At that point, redirecting resources to Crit Damage or raw Attack yields better combat returns. The Effective Damage panel in this calculator makes that saturation point easy to spot.

Sources & References

Last updated: 2026-06-05

💡

Help us improve!

How would you rate the Power Level Calculator?

<>

Editorial Note

MyCalcBuddy Editorial Team

This page is maintained as an educational calculator reference.

Source

Formula Source: Standard Mathematical References

by Various

UpdatedLast reviewed: May 2026
CheckedFormula checks are based on standard references and internal QA review.

Privacy choices

MyCalcBuddy uses necessary storage for the site to work. Optional analytics, notifications, and future advertising features stay off unless you allow them.