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Diagonal and Corner Patterns

Rules that apply to diagonal lines or corner cells of the matrix.

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Rules that apply to diagonal lines or corner cells of the matrix.

Beyond rows and columns, matrices can have diagonal rules. The main diagonal runs from top-left to bottom-right; the anti-diagonal runs from top-right to bottom-left. Corner rules specifically match the four corner cells. These patterns are typically found in harder puzzles and require looking beyond the obvious row/column structure.

Diagonal: cells[0,0], cells[1,1], cells[2,2] share attribute. Corners: cells at (0,0), (0,2), (2,0), (2,2) share attribute.

  • Diagonal shape: Top-left, center, bottom-right all have same shape
  • Anti-diagonal fill: Top-right, center, bottom-left all have same fill
  • Corners same: All four corner cells have matching shapes

How to recognize it

  • After checking rows and columns, examine the diagonals
  • Compare the four corner cells for matching attributes
  • Diagonal rules often combine with row/column rules
  • These patterns appear in harder difficulty levels

Common mistakes

  • Only checking rows and columns, missing diagonal patterns
  • Confusing main diagonal with anti-diagonal
  • Forgetting that diagonal rules can apply to any attribute

Step-by-step walkthrough

In a 3x3 matrix, all cells on the main diagonal share the same shape. Cells 1 and 5 contain circles. Cell 9 is missing. What shape belongs there?

  1. Identify the main diagonal cells
  2. Check the diagonal pattern: cell 1 has a circle
  3. Confirm the pattern: cell 5 also has a circle
  4. Apply the diagonal rule to cell 9

Answer: Circle

Practice guidance

Pattern Recognition

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