Question: How many adjacent squares in a 4 - variable Karnaugh Map are required to form a grouping that represents a term with only one literal

How many adjacent squares in a 4-variable Karnaugh Map are required to form
a grouping that represents a term with only one literal (either the complemented
or uncomplemented form of a variable)?
How many adjacent squares in a 4-variable Karnaugh Map are required

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