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The term 'infinite' refers to something that is exceedingly large or without any limits, which aligns perfectly with the concept of having no end. It suggests a quantity that goes on indefinitely, whether in size, number, or extent. For example, when used in mathematics, infinity represents a value that is larger than any finite number. This idea can also apply to concepts such as infinite time or infinite possibilities, reinforcing the notion that there are no boundaries or limitations involved.

In contrast, the other options imply constraints or measurable quantities, which do not capture the essence of what being 'infinite' truly represents. Smallness, finiteness, and limited resources each indicate a definitive boundary, which directly opposes the idea of being boundless or endless inherent in the definition of 'infinite'.