Title: Amends
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Rating: 1/5
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If the first of these was challenging, this second of the four "pentoku" puzzles I created should engender some good will. It's one of the easiest puzzles I've created.
The official rules:
- The digits 1, 2, 3, 4, and 5 appear in the above puzzle.
- Each shaded
region contains exactly one of each of the digits 1 through 5.
- No row or column can contain more than two
appearances of any of the digits 1, 2, 3, 4, 5.
- Squares with multiple colors contain a number
that’s used in both of the associated adjacent regions.
Title: Tom Collins
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Rating: 3/5
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A classic drink headlines this week's mix puzzle. Typical ingredients are gin, lemon juice, and sugar syrup, with a maraschino cherry as garnish.
The official rules:
- The
digits 1 through 9 appear in each row and each column exactly once.
- Digits
in each shaded region must add to the indicated sum (denoted by +) or multiply to the indicated product (denoted by *).
- Squares with multiple colors contain a number
that’s used in the sum/product for adjacent regions of each of those colors.
- Remember: numbers can repeat within a shaded region if that repetition doesn't violate the first rule.
Title: Central Office
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Rating: 2/5
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This week's product puzzle was modeled to more clearly exhibit the symmetry of construction. Each of these puzzles has not just 180 degree symmetry, but a 90 degree symmetry, with colors consistently shifting as the puzzle rotates.
The official rules:
- The
digits 1 through 9 appear in each row and each column exactly once.
- Digits
in each shaded region must multiply to the indicated product.
- Squares with multiple colors contain a number
that’s used in the product for adjacent regions of each of those colors.
- Remember: numbers can repeat within a shaded region if that doesn't violate the first rule.
Don't be tempted to look at the sky. Keep your eyes on the puzzle.
The official rules:
- The
digits 1 through 9 appear in each row and each column exactly once.
- Digits
in each shaded region must add to the indicated sum.
- Squares with multiple colors contain a number
that’s used in the sum for adjacent regions of each of those colors.
- Remember: numbers can repeat within a shaded region if that doesn't violate the first rule.