The Chicken Mcnugget Problem is a classic question in number theory that asks: What is the largest number that cannot be formed using fixed quantities?
In the well known example of McDonald’s Chicken McNuggets (sold in packs of 6, 9, and 20), that number is 43. Forty-three is the final unreachable total, the highest value that cannot be expressed. Every number beyond it can be formed.
This art piece captures this threshold.
A staircase of 43 steps rises from a dark city. Each step represents an integer climbing toward the barrier. The steps glow in shifting, incomplete colors, representing the variations and chaos within what appears to be simple counting.
At the summit floats a golden nugget. The staircase stops just short of it. The final visible step is 43.
Yet the piece is not titled The 43rd Step. It is titled The 44th Step.
The 44th step is invisible because it does not need to be built; it is guaranteed. Once the boundary of impossibility is crossed, the uncertainty disappears. After 43, everything is possible.
The 44th Step is not about reaching the nugget.
It is about understanding why, after 43, you always can.
