data:image/png;base64,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data:image/png;base64,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1.3mouse-pointer2.3.1.22.2 Inclusive.1.3mouse-pointer2.3.1.2Pen size not required by the lab, but makes the writing much easier to see.

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