LinkedIn Patches puzzle #222 for October 25, 2026: spoiler-free hints first, then the complete solution when you want it.
This is an earlier Patches puzzle. Latest Patches Answer: #240 (Nov 12)
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Reveal hints one at a time to avoid spoilers.
Reveal Hint #1Hint #1
The green 4 in the top-right corner is a 2×2 square at R1C7–R2C8. The purple 3 fills R2C4–R2C6.
Reveal Hint #2Hint #2
The blue 5 is one horizontal strip across R4C4–R4C8. The grey 6 fills R7C4–R8C6 as a 2×3 rectangle.
Reveal Hint #3Hint #3
Use a 6×1 strip in column 3 from row 1 through row 6 for the orange 6. The pink 6 is R5C4–R6C6.
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Reveal one patch at a time, or the whole board.
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Patches #222 Solution
Patches: 4 (2×2) from R1C1 to R2C2; 6 (6×1) from R1C3 to R6C3; 3 (1×3) from R1C4 to R1C6; 4 (2×2) from R1C7 to R2C8; 3 (1×3) from R2C4 to R2C6; 4 (2×2) from R3C1 to R4C2; 3 (1×3) from R3C4 to R3C6; 2 (1×2) from R3C7 to R3C8; 5 (1×5) from R4C4 to R4C8; 6 (3×2) from R5C1 to R7C2; 6 (2×3) from R5C4 to R6C6; 2 (1×2) from R5C7 to R5C8; 6 (3×2) from R6C7 to R8C8; 2 (2×1) from R7C3 to R8C3; 6 (2×3) from R7C4 to R8C6; 2 (1×2) from R8C1 to R8C2.
How to Solve Patches #222

Count rows from the top and columns from the left. Each listed range includes both corner cells.
- Clue R1C6 (3): R1C4 to R1C6; 1 rows × 3 columns.
- Clue R1C8 (4): R1C7 to R2C8; 2 rows × 2 columns.
- Clue R2C2: R1C1 to R2C2; 2 rows × 2 columns.
- Clue R2C4 (3): R2C4 to R2C6; 1 rows × 3 columns.
- Clue R3C6 (3): R3C4 to R3C6; 1 rows × 3 columns.
- Clue R3C8: R3C7 to R3C8; 1 rows × 2 columns.
- Clue R4C2: R3C1 to R4C2; 2 rows × 2 columns.
- Clue R4C4 (5): R4C4 to R4C8; 1 rows × 5 columns.
- Clue R5C5 (6): R5C4 to R6C6; 2 rows × 3 columns.
- Clue R5C7: R5C7 to R5C8; 1 rows × 2 columns.
- Clue R6C1: R5C1 to R7C2; 3 rows × 2 columns.
- Clue R6C3 (6): R1C3 to R6C3; 6 rows × 1 columns.
- Clue R7C5 (6): R7C4 to R8C6; 2 rows × 3 columns.
- Clue R7C7: R6C7 to R8C8; 3 rows × 2 columns.
- Clue R8C1 (2): R8C1 to R8C2; 1 rows × 2 columns.
- Clue R8C3 (2): R7C3 to R8C3; 2 rows × 1 columns.
All 16 patches cover the 64-cell board without gaps or overlaps. Each rectangle contains exactly one clue and meets its numbered area and square, tall or wide restriction.
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