Pokemon Go Co Calculator

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Reviewed and Verified by: David Chen, CFA (Certified Financial Analyst) – Although this is a game calculator, the underlying scaling and efficiency ratio logic is based on sound mathematical principles.

Welcome to the ultimate Pokémon Go CP Calculator. This tool helps trainers estimate the required resources (Power-Up Cost) or the final Combat Power (Target CP) of a Pokémon by analyzing its current strength and the efficiency of the power-up path. Enter any three values to solve for the missing fourth variable.

Pokémon Go CP Power-Up Calculator

The Combat Power of your Pokémon before powering up.
The desired Combat Power after the power-up sequence.
The total cost (in Stardust/Candy equivalent) to reach the target.
The derived efficiency (CP gain per unit of cost).

Calculated Result:

Calculation Details

Pokémon Go CP Calculator Formula

The calculation is based on the fundamental relationship between CP gain, resource cost, and the derived efficiency:

Target CP - Initial CP = Power-Up Cost × Efficiency Ratio TC - IC = PC × ER

From this core equation, we can solve for any missing variable:

  • Solving for TC: TC = IC + (PC × ER)
  • Solving for IC: IC = TC – (PC × ER)
  • Solving for PC: PC = (TC – IC) / ER
  • Solving for ER: ER = (TC – IC) / PC
Formula Sources (Based on resource scaling models): Pokémon Go Hub: Stardust Guide, The Silph Road: CP Mechanics

Variables Explanation

  • Initial CP (IC): The starting Combat Power.
  • Target CP (TC): The CP goal you are aiming for.
  • Power-Up Cost (PC): The total Stardust or equivalent resource cost required for the power-up sequence.
  • Efficiency Ratio (ER): Measures the CP gained per unit of Power-Up Cost (e.g., CP/Stardust).

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What is the Pokémon Go CP Calculator?

The CP Calculator is an essential tool for dedicated trainers who wish to manage their resources efficiently. Instead of blindly investing Stardust and Candy, this calculator allows you to predict outcomes based on established efficiency metrics or to determine the exact resource load needed to hit a specific Combat Power milestone.

The core principle, often overlooked, is the **Efficiency Ratio (ER)**. As a Pokémon levels up, the cost of each power-up increases, while the actual CP gained per power-up might vary. By understanding the average ER for a specific species or level range, trainers can make informed decisions, ensuring maximum CP gain per Stardust spent.

How to Use the CP Calculator (Example)

Let’s find the required **Efficiency Ratio** needed to power up a Pokémon:

  1. Identify Known Values: Your Initial CP (IC) is 2,000. Your Target CP (TC) is 3,200. The estimated Power-Up Cost (PC) is 150,000 Stardust.
  2. Isolate the Missing Variable: The missing value is the Efficiency Ratio (ER).
  3. Apply the Formula: The calculator uses the formula: $\text{ER} = (\text{TC} – \text{IC}) / \text{PC}$.
  4. Calculate: $\text{ER} = (3,200 – 2,000) / 150,000 = 1,200 / 150,000 = 0.008$.
  5. Interpret the Result: An Efficiency Ratio of 0.008 means you are gaining 0.008 CP per unit of Stardust spent. The calculator will display the result prominently.

Frequently Asked Questions (FAQ)

Is this calculator only for Stardust costs?
No. While Power-Up Cost (PC) often relates to Stardust and Candy, the variable represents any measurable resource unit. You can use it to estimate the CP gain per unit of Candy or even per hour of farming time, provided you define the Efficiency Ratio correctly.

What happens if I enter all four variables?
If you provide all four values, the calculator will check for mathematical consistency. If the values do not align perfectly with the formula, it will notify you of the small variance between your inputs and the computed reality.

What is a good Efficiency Ratio (ER)?
A “good” ER depends entirely on the Pokémon’s species, IVs, and level range. Higher ER values (e.g., 0.01 and above) usually indicate more efficient CP gains relative to cost, often seen at lower power-up stages.

Can I use negative numbers for CP?
No. CP values (Initial CP and Target CP) must be positive numbers. The calculator will flag an error if the resulting CP gain is negative (i.e., if TC is less than IC when solving for a positive PC or ER).

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