Wilks Score Calculator

Enter your sex, body weight, and lifted total (squat, bench press, and deadlift combined, or any single lift total) to get your Wilks score using the original 1994 Wilks formula.

Enter a body weight greater than 0.
Enter a lifted total greater than 0.

How It Works

The Wilks formula calculates a coefficient from your body weight using a fifth-degree polynomial, then multiplies your lifted total by that coefficient to get a score comparable across body weights. The coefficient is 500 / (a + b·x + c·x² + d·x³ + e·x⁴ + f·x⁵), where x is body weight in kilograms and a through f are constants that differ for men and women in the original 1994 formula this calculator uses.

Worked Example

A man weighing 83 kg with a 500 kg total: plugging 83 kg into the men's polynomial gives a coefficient of about 0.6675. Wilks score = 0.6675 x 500 = about 333.7. A woman weighing 63 kg with a 300 kg total gives a coefficient of about 1.0740, for a Wilks score of about 322.2, even though her total is much lower, because the coefficient adjusts for body weight and sex.

Frequently Asked Questions

What is a Wilks score used for?

It normalizes a lifted total against body weight, using a formula-derived coefficient, so lifters of different sizes can be compared on a level basis. It is commonly used in powerlifting competitions to rank lifters across weight classes.

Which version of the Wilks formula does this calculator use?

This calculator uses the original 1994 Wilks coefficient formula with separate polynomial coefficients for men and women, which is still the version most widely referenced and used for general comparison purposes. It is not the newer Wilks 2 (2020) coefficient update.

What total should I enter?

Enter your competition total, meaning the sum of your best successful squat, bench press, and deadlift attempts. You can also enter a single lift total if you just want to compare one lift rather than a full meet total.

Why does the formula need a fifth-degree polynomial?

The relationship between body weight and relative strength is not a straight line or a simple ratio, so the original Wilks formula was built by fitting a fifth-degree polynomial curve to competition data in order to model that relationship closely across the full range of body weights.

Does a higher Wilks score always mean a stronger lifter?

It means a higher lifted total relative to body weight, according to this formula. It is a useful, widely accepted comparison tool, but like any single formula it has known quirks at the extreme ends of the body weight range.

Can I use this for a single all-time personal record, not just a meet total?

Yes. The formula does not care what the total represents, it simply multiplies whatever total you enter by the coefficient for your body weight and sex.