How to use the Impermanent Loss Calculator
Impermanent Loss Calculator is an educational XRPAuthority utility for comparing the value of a modeled two-asset constant-product liquidity position with simply holding the same starting assets. It changes demonstration state only, so it cannot sign, submit, or settle a real XRP Ledger transaction. The page keeps inputs, result, data mode, and safety boundary together so the output can be checked instead of accepted as an unexplained score or promise.
The calculator applies price-change assumptions to a simplified two-asset pool comparison and isolates impermanent loss before adding unrelated claims. The required input is starting asset relationship and the assumed relative price change. The primary output is a percentage comparison between the modeled pool position and the hold baseline. Defaults are examples for learning; replace them with a documented scenario and preserve the units whenever the result informs later research or planning.
What problem does this tool solve?
Liquidity-provider returns are often described using fees alone, while relative price movement changes pool composition and can reduce value versus holding. This tool solves the narrower analytical problem by naming each important input, showing the transformation, and keeping the output next to its assumptions. It does not claim to solve custody, compliance, tax, market execution, security, or business-process questions that sit outside the model.
Why people use it
Liquidity providers use the formula to test sensitivity, understand rebalancing, and judge how much fee income would be needed to offset a modeled divergence. Read the intermediate values before the headline result and change one assumption at a time. Compare a reasonable baseline with at least one adverse case, record the observation date when market or network values are involved, and follow the related research links when a field or risk is unfamiliar.
Step-by-step instructions
- 01
Open the impermanent-loss module and establish the starting value of both assets under the model's equal-value assumption.
- 02
Enter a relative price change rather than confusing two assets rising together in fiat terms with divergence between them.
- 03
Read the hold baseline and pool value before the percentage difference so the comparison remains understandable.
- 04
Test price increases and decreases of several sizes, then evaluate fees separately instead of assuming they erase the loss.