LinkedIn Tango puzzle #744 for October 21, 2026: spoiler-free hints first, then the complete solution when you want it.
This is an earlier Tango puzzle. Latest Tango Answer: #767 (Nov 13)
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Reveal hints one at a time to avoid spoilers.
Reveal Hint #1Hint #1
Row 2 already has three moons. Its two empty cells, R2C1 and R2C6, must both be suns.
Reveal Hint #2Hint #2
Column 5 already contains three moons, at rows 2, 3 and 5. Fill its remaining blanks at R1C5 and R6C5 with suns.
Reveal Hint #3Hint #3
The equality markers make R4C2, R4C3, R5C2 and R5C3 all match. They are moons; R5C4 is a sun across the opposite marker.
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Tango #744 Solution
Row 1: Moon Sun Sun Moon Sun Moon. Row 2: Sun Moon Moon Sun Moon Sun. Row 3: Moon Sun Sun Moon Moon Sun. Row 4: Sun Moon Moon Sun Sun Moon. Row 5: Sun Moon Moon Sun Moon Sun. Row 6: Moon Sun Sun Moon Sun Moon.
How to Solve Tango #744
S = sun; M = moon. Complete row 2 with suns at columns 1 and 6. Then fill the two remaining blanks in column 5 with suns, because that column already has three moons.
- Row 1: M S S M S M.
- Row 2: S M M S M S.
- Row 3: M S S M M S.
- Row 4: S M M S S M.
- Row 5: S M M S M S.
- Row 6: M S S M S M.
The equality block at rows 4–5, columns 2–3 contains four moons. The opposite markers join R3C2 to R4C2, and R5C3 to R5C4. All original symbols and visible relationship markers are satisfied. Every row and column has three suns and three moons, without three identical neighbours.
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