I have a question about the Goldbach conjecture?

The Goldbach conjecture is that every even number greater than 2 is the sum of two prime numbers. Is infinity an even number? If so, since infinity ca

The Goldbach conjecture is that every even number greater than 2 is the sum of two prime numbers. Is infinity an even number? If so, since infinity cannot be the sum of 2 prime numbers, does that mean the Goldbach conjecture is not true?

or:The Goldbach conjecture is that every even number greater than 2 is the sum of two prime numbers. Is infinity an even number? If so, since infinity cannot be the sum of 2 prime numbers, does that mean the Goldbach conjecture is not true?

or:Talk about infinity is usually silly because there are three definitions. Some people don't know any of them, and some mix the three concepts.1. Infinity is a number bigger than you are able to measure. So if you only have a twelve inch ruler then thirteen inches is infinity. The longest ruler we have is the width of the Earth's orbit. By measuring parallax we can accurately calculate distances to about 3,260 light years. Anything farther than that is infinity. But astronomers think they can get around that by clever logic.2. Infinity is big without limit. 3. Something something blah blahThere really is not much to be gained by discussing infinity.

or:Infinity is a concept, not a number.

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