It looks like a ratio of two integers, p/q, where q is not zero.
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It is a normal rational number, just like any other rational number.
Yes, just look at decimals. Note: integers are a subset of rational numbers.
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The idea is to look for a rational number that is close to the desired irrational number. You can find rational numbers that are as close as you want - for example, by calculating more decimal digits.
I am rational, but not a number. This statement is therefore half correct.