Compare strength fairly across bodyweights
A 60 kg lifter who totals 400 kg and a 100 kg lifter who totals 600 kg cannot be ranked by total alone — the heavier athlete carries a built-in advantage. The Wilks score solves this by scaling every total against a bodyweight curve, producing a single number that ranks raw strength relative to size. It is the metric that decides “best lifter” awards at countless meets.
How it works
The Wilks coefficient is computed from a fifth-degree polynomial of bodyweight x (in kilograms):
coefficient = 600 / (a + b·x + c·x² + d·x³ + e·x⁴ + f·x⁵)
Wilks score = coefficient × total_in_kg
The six constants a through f differ for men and women. This calculator uses the Wilks 2020 revision, which adjusted those constants to reduce bias against the lightest and heaviest competitors. If you enter pounds, the value is divided by 2.2046226218 to convert to kilograms before the polynomial is applied.
Tips and example
Take a male lifter weighing 90 kg with a 700 kg total. Plug 90 into the men’s polynomial to get a coefficient near 0.59, then multiply by 700 to get a Wilks score of roughly 413 — firmly advanced.
Notes: always use your competition total (best squat plus best bench plus best deadlift), not a single lift. Because the polynomial is steepest at the extremes, small bodyweight changes matter most for very light or very heavy athletes. Use the same formula version when comparing scores — mixing Wilks 1994 and Wilks 2020 numbers is meaningless.