Pi is a kinetic sculpture based on the noise of randomly distributed digits of the eponymous number.
The noise appears as a seemingly inexhaustible well of non-periodic elements, setting the objects in motion. In turn, the object’s shapes communicate the source.
Does Pi belong to the numeric range of normal numbers? Yet, not entirely proven, new algorithms suggest just that. All its decimal places and number blocks of a certain length appear (asymptotic) equally frequently. This property makes Pi a source of randomly distributed digits that occur equally often.
Every of the ten installation objects represents a decimal place’s integer, zero to nine. The seemingly infinite quantity of digits triggers the rotating movements of the objects with a predestined sequence but without any repeating patterns.