PUZZLE… PUZZLE… PUZZLE…

PUZZLE… PUZZLE… PUZZLE…

November 16, 2015

Games Editor: Desdina Kof (MATH/IV) Last week’s answers: Sudoku 1: 932 593 541    Sudoku 2: 516 314 214 Word Puzzle: In nineteen seventy four Doubleday released CARRIE which was Stephen KING’s first published novel WORD PUZZLE

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PUZZLE… PUZZLE… PUZZLE…

PUZZLE… PUZZLE… PUZZLE…

November 9, 2015

Games Editor: Desdina Kof (MATH/IV) Last week’s answers: Sudoku 1: 941 583 375 Sudoku 2: 481 742 381 Word Puzzle: The Adventures of Buckaroo Banzai Across the Eighth Dimension WORD PUZZLE Find and circle all

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IEEE Weekly Puzzle  #2 – Seven-Letter Code

IEEE Weekly Puzzle #2 – Seven-Letter Code

November 9, 2015

You are to generate codes consisting of seven letters, using the letters A, B, C and D. Each of the letters should appear at least once in each code. Given these conditions, how many

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IEEE Weekly Puzzle  #2 – PAWNS AND BISHOP

IEEE Weekly Puzzle #2 – PAWNS AND BISHOP

November 2, 2015

On a 7×7 chessboard, you are to place pawns on some of the squares such that the bishop you will place on one of the empty squares will threaten at least two pawns. What

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PUZZLE… PUZZLE… PUZZLE…

PUZZLE… PUZZLE… PUZZLE…

November 2, 2015

SUDOKU Last week’s answers: Sudoku 1: 982 915 712 Sudoku 2: 918 539 165 Samurai: 314 751 632 798 349 815 362 WORD PUZZLE Find and circle all of the science fiction movie names that

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PUZZLE… PUZZLE… PUZZLE…

PUZZLE… PUZZLE… PUZZLE…

October 19, 2015

SUDOKU Here are three puzzles: a Samurai Sudoku, and two regular Sudokus. The Samurai Sudoku puzzle is made up of five smaller Sudoku puzzles: one in the center and the other four overlapping the

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PUZZLE… PUZZLE… PUZZLE…

PUZZLE… PUZZLE… PUZZLE…

October 13, 2015

SUDOKU Here are three puzzles: a Samurai Sudoku, and two regular Sudokus. The Samurai Sudoku puzzle is made up of five smaller Sudoku puzzles: one in the center and the other four overlapping the

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IEEE Weekly Puzzle  #1 – Thirty Couples

IEEE Weekly Puzzle #1 – Thirty Couples

October 13, 2015

Sixty people, consisting of 30 couples, are standing side by side randomly. For any couple, when we add up the number of people that can be standing between the two partners, what is the

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