data:image/png;base64,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:image/png;base64,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 size not required by the lab, but makes the writing much easier to see.1.3mouse-pointer2.3.1.21.3mouse-pointer2.3.1.22.2 Inclusive.

As the lab says, it's okay to use ">" and "<" instead of "≥" and "≤."