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Zuryn
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Pi can be exact if we have a new number system. 
The new number system is called the transcendental number system, and it is based on the concept of transcendental numbers. These numbers, such as Pi, are infinite and non-repeating, making them difficult to represent accurately in traditional number systems.
The transcendental number system uses a new symbol, called tau, to represent Pi. This symbol is defined as the ratio of a circle's circumference to its radius, rather than its diameter. This allows for an exact representation of Pi without any rounding or approximation.
This new number system has the potential to revolutionize fields such as mathematics, engineering, and physics. It could also have practical applications in industries that rely on precise measurements, such as construction and manufacturing.
Traditional number systems, such as decimal and binary, are based on the idea of finite numbers, meaning they have a set number of digits. The transcendental number system, on the other hand, is based on infinite numbers, allowing for an exact representation of numbers like Pi.
While the transcendental number system allows for an exact representation of numbers like Pi, it may not be practical for everyday use. The use of tau as a new symbol may require significant changes in mathematical notation and could take time for people to adapt to. Additionally, it may not be compatible with certain computer systems or programming languages.