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Proposition·Untested·2605.00009

Proposition X.35

To find two straight lines incommensurable in square which make the sum of the squares on them medial and the rectangle contained by them medial and moreover incommensurable with the sum of the squares on them.

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Proof

Variant of X.34 with both quantities medial; use X.32.

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Full neighborhood

Depends on (2)

Required by (dependents) (1)

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