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Omni-MATH / In a 16×16 table of integers, each row and column contains at most 4 distinct integers. What is the maximum number of distinct integers that there can be in the whole table?

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problem

In a 16×1616 \times 16 table of integers, each row and column contains at most 4 distinct integers. What is the maximum number of distinct integers that there can be in the whole table?
Plain-text mathematical notation (without MathML)
In a 16×16 table of integers, each row and column contains at most 4 distinct integers. What is the maximum number of distinct integers that there can be in the whole table?
Original LaTeX notation
In a $16 \times 16$ table of integers, each row and column contains at most 4 distinct integers. What is the maximum number of distinct integers that there can be in the whole table?

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Source and history

task_id
98db9218-92b2-5ee7-8239-281911c4a0d0
task_key
test--98db9218-92b2-5ee7-8239-281911c4a0d0
task_revision_id
1
config / split
/ test

Official source

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