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The hard part of rotating a matrix is not visualizing the turn. It is moving every value without destroying one that has not moved yet.
View solutionManipulate 2D grids with rotations, traversals, markings, layers, and in-place transformations.
Problems
Practice problems that share this primary solution pattern and compare the clues that reveal it.

The hard part of rotating a matrix is not visualizing the turn. It is moving every value without destroying one that has not moved yet.
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The dangerous part is not writing zeroes. It is remembering which zeroes were causes and which zeroes were created by your own writes.
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A spiral traversal can look correct on a square matrix and still fail immediately on a single row or column. The reliable model is a shrinking rectangle:…
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The key distinction is simple: Spiral Matrix reads values from an existing grid; Spiral Matrix II constructs the grid while the spiral advances. The…
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