Arithmetic Grid Calculator

Direct answer

The arithmetic grid calculator splits a range into equal price steps and computes grid levels and returns in one pass: once the range and grid count are set the spacing is fixed and capital splits equally, so low-price levels earn a higher percentage per step than high-price ones.

The arithmetic (equal-distance) grid calculator computes fixed-step grid levels and returns in one pass, and clarifies how range, grids and spacing relate.

It shares the same math as the main calculator; this page focuses on the equal-spacing derivation and teaching context.

Arithmetic Grid Calculator

Scenarios / details

#BuySellStepCapitalGrossBuy feeSell feeNetNet rate

Key data & facts

Example range
2500–3500 USDT
Grid count
50 grids
Price step
20 USDTConstant across the range
Capital per grid
principal ÷ 50

What is the Arithmetic Grid Calculator?

An arithmetic grid keeps a fixed price gap between levels. Given a range and grid count, the step is fixed and capital splits equally.

It is simple and transparent, but across wide ranges low-price levels earn higher percentage returns per step than high-price ones.

How to use

  1. Enter the model parameters.
  2. Calculate to see results.
  3. Cross-check the worst case with risk tools.

Model notes

Model assumptions
Estimated with page parameters under a simplified grid model
Capital per grid and fees follow the page assumptions

Live execution must include exchange rules and slippage.

Example

2500–3500 with 50 grids: a fixed 20 USDT step and capital divided by 50.

Practical tips

  • Make sure per-grid net is positive before running.
  • For wide ranges compare arithmetic vs geometric spacing.

FAQ

Are results guaranteed?

No. They come from simplified models under the page assumptions and do not promise future returns.

Does this tool predict price direction?

No. It only computes outcomes for the parameters you enter.

How should I manage the added risk?

Use the risk, drawdown and liquidation tools before starting, and trade at your own risk.

Sources & references