@nixCraft At least Gemini Advanced got it right as shown. And it offered more about it when I asked if this is true for any number base. I'm not saying Gemini is better or great, I just personally like to test things out.
As per Gemini Advanced:
Yes, this is true for every possible base number system. Pi is an irrational number, meaning it cannot be expressed as a simple fraction of two integers. This property holds true regardless of the base used to represent the number.
Decimal (Base-10): The most common way we represent numbers, pi is approximately 3.14159... The decimals go on infinitely without repeating.
Binary (Base-2): In computers, pi would be represented as 11.0010010000111111... Again, the digits go on infinitely without repeating.
Hexadecimal (Base-16): Here, pi is 3.243F6A8885A308D3... Infinite and non-repeating.
This pattern continues for any other base. The representation of pi will always be infinite and non-repeating. This is a fundamental property of irrational numbers and not dependent on the chosen base.
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