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NYT Pips Answers for November 3, 2026

Pips #443Tuesday, November 3, 2026

Playing an older Pips? Show the dominoes one at a time, or the whole solution, for the Easy, Medium and Hard puzzles.

Puzzle #443

Each solution is given as text: the pips on each domino and the two squares it covers, counting rows from the top and columns from the left of that puzzle’s squares.

Easy5 dominoes

    None shown

    Medium7 dominoes

      None shown

      Hard14 dominoes

        None shown

        Previous Day’s Pips Answers

        Pips #442, November 2, 2026.

        November 2026 1 puzzle
        • Mon 2 #442

          1. Easy: 5 dominoes
          2. Medium: 7 dominoes
          3. Hard: 16 dominoes

        Today’s Pips answers

        NYT Pips #443 for Tuesday, November 3, 2026: the Easy puzzle takes 5 dominoes, the Medium 7 and the Hard 14, and the Hard puzzle has 20 regions. Each solution stays hidden above until you ask.

        How Pips works

        Pips is a domino puzzle. Each day gives you a board of squares, a set of dominoes, and three levels: Easy, Medium and Hard. Place every domino on two touching squares so that every rule on the board holds. All the dominoes are used, and every square is covered.

        The squares are grouped in regions, each outlined on the board. A number is the total of the pips in that region. A “>” or “<” means the total is greater or less than the number. An “=” means every square in the region shows the same number of pips, and a “≠” means no two squares do. A region with no mark has no rule.

        How to use this page

        Each level gives its solution as text: for each domino, the pips on it and the two squares it covers, counting rows from the top and columns from the left. Choose Show the next domino to see one, starting at the top left, and choose it again for the next. If you only want the answer, choose Show the solution. Start over hides the dominoes again, so you can try for yourself.

        The solutions are the game’s own. If your dominoes break a rule, one of them is in the wrong place.

        Solving tips

        Start with the tightest rules. A single square with a total can only take one number, and a region that must total zero takes only blanks. A region that must total the most it can hold takes sixes. Then look for the dominoes that fit only one way, such as a double that has to lie across two squares that must match. Each domino you place leaves a shorter list and fewer places for the rest.