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Actually this technique can also help to confirm a digit for a cell. The example above shows how we can eliminate a candidate from a cell. Therefore the digit 6 can be safely eliminated as a candidate from the blue cell. In either case, the blue cell cannot be 6. Now we can see the blue cell that shares the common row with the second green cell cannot be 6. The second green cell that shares the common column with the first green cell must be 6.
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The second yellow cell must be 4 since it will be the only place that the digit 4 can go in this 3x3 box. If the first case is true, then the first yellow cell marked by an "*" is 1.
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Let us follow the paths of these two cases: So there are two possible pisitions for the digit 1 in this 3x3 box. Sudoku puzzle 3 using general formulas for organic functional groups.In the upper middle 3x3 box of this puzzle, the digit 1 is a candidate for exactly two cells (both marked by an "*") in that box. com/articles/sudoku/ (accessed Jan 2007).įigure 3. The three Chemistry of Art and Color Sudoku puzzles and their solutions (on a separate page) are available in this issue of JCE Online. The last puzzle, shown in Figure 3, was made using general formulas for nine organic functional groups typically found in dyes and paint media, creating a 9 × 9 puzzle that is the most difficult of the three. Sition metal element symbols (Ti through Zn, which appear in many traditional pigments) to create a 9 × 9 puzzle more difficult than the first one. The second puzzle (see Figure 2) was made using symbols of chemical names from nine of the fourth period tran. The first of the three puzzles (shown in Figure 1) is a simple 6 × 6 sudoku puzzle using symbols for the primary colors of light-red (R), green (G), and blue (B)-and the primary colors of pigments and dyes-cyan (C), magenta (M), and yellow (Y)-for the six unique symbols. The puzzles developed here use unique symbols taken from science and chemistry instead of the usual Arabic numerals. Each number in the solution therefore occurs only once in each of three directions, hence the “single symbols” implied by the puzzle’s name. The number of “clues” and their location in the puzzle determines the difficulty of the puzzle. However, each of the numbers 1–9 (or 1–6) can appear only once on each row, column, and box. Sudoku puzzle 2 using symbols of nine of the fourth period transition metal elements (Ti through Zn).įill in the remaining squares of each row, column, and box with the digits 1–9 (or 1–6) so that each row contains all the numbers from 1–9 (or 1–6), each column contains all the numbers from 1–9 (or 1–6), and each 3 × 3 box (or 2 × 3 box) contains all the numbers from 1–9 (or 1–6). Sudoku puzzle 1 using symbols for colors-the primaries of light: red (R), green (G), and blue (B) and pigment or dye primaries: cyan (C), magenta (M), and yellow (Y).įigure 2. Some of the numbers are placed in the squares of the grid as “clues”. The classic sudoku puzzle is a number puzzle consisting of 9 × 9 grid (or a simpler 6 × 6 grid), divided into nine 3 × 3 boxes (or six 2 × 3 boxes). By replacing the Arabic numerals with symbols used in class, unique sudoku chemistry puzzles were created. The commonly used symbols are the Arabic numerals 1–6 or 1–9. Sudoku puzzles are based on six unique terms (for a 6 × 6 puzzle) or nine unique terms (for a 9 × 9 puzzle) used only once in a row, column, or box. Sudoku puzzles were created that use light science and chemistry terms taught in a nonmajor course, Chemistry of Art and Color. In order to capitalize on the craze, three The puzzles are popular with Columbia College Chicago students as well. In April 2005, The New York Post published sudoko puzzles as a regular feature and by July 2005, the puzzle surged in popularity all over the country (1, 2). Later the name was abbreviated to sudoku (pronounced SUE-dough-coo “su” means number, “doku” means single). “Suuji wa dokushin ni kagiru” may be translated as “the numbers must be single” or “the numbers must occur only once”. In April 1984, the puzzle was introduced in Japan and the name “sudoku” was assigned to the puzzle. The precursor of the sudoku puzzle was first published in the United States in 1979 by Howard Garns, a retired architect and freelance puzzle constructor. Welsh Science and Mathematics Department, Columbia College, Chicago, IL 60605-1996 Chemistry of Art and Color Sudoku Puzzles