DEV Community

Nicolas DUBIEN
Nicolas DUBIEN

Posted on • Edited on

Advent of PBT 2021 - Day 13

Advent of PBT 2021 — Learn how to use property based testing and fast-check through examples

Our algorithm today is: nonogramSolver.
It comes with the following documentation and prototype:

/**
 * Solver of nonograms.
 *
 * Nonogram is a game in which the user is asked to colorize a grid
 * based on hints. A cell in the grid will be either filled or not.
 *
 * For instance, the grid below:
 *
 *        12
 *      3211
 *
 * 1 2  ????
 * 1 1  ????
 *   3  ????
 * 1 1  ????
 *
 * Will result in:
 *
 *        12
 *      3211
 *
 * 1 2  x.xx
 * 1 1  x..x
 *   3  xxx.
 * 1 1  .x.x
 *
 * To define this grid you'll have to pass:
 * - rows:    [[1,2],[1,1],[3],[1,1]]
 * - columns: [[3],[2],[1,1],[2,1]]
 *
 * @param rows - For each row, the set of hints concerning the
 *               number of filled cells
 * @param columns - For each column, the set of hints concerning
 *                  the number of filled cells
 */
declare function nonogramSolver(
  rows: number[][],
  columns: number[][]
): string;
Enter fullscreen mode Exit fullscreen mode

We already wrote some examples based tests for it:

it("should be able to solve our nonogram", () => {
  // Arrange
  const rows = [[1, 2], [1, 1], [3], [1, 1]];
  const columns = [[3], [2], [1, 1], [2, 1]];
  let expectedSolution = "";
  expectedSolution += "x.xx\n";
  expectedSolution += "x..x\n";
  expectedSolution += "xxx.\n";
  expectedSolution += ".x.x";

  // Act
  const solution = nonogramSolver(rows, columns);

  // Assert
  expect(solution).toEqual(expectedSolution);
});

it("should be able to solve nonogram with non unique solution", () => {
  // Arrange
  const rows = [[1], [1]];
  const columns = [[1], [1]];
  let expectedSolutionA = "";
  expectedSolutionA += ".x\n";
  expectedSolutionA += "x.";
  let expectedSolutionB = "";
  expectedSolutionB += "x.\n";
  expectedSolutionB += ".x";

  // Act
  const solution = nonogramSolver(rows, columns);

  // Assert
  const isA = solution === expectedSolutionA;
  const isB = solution === expectedSolutionB;
  expect(isA || isB).toBe(true);
});
Enter fullscreen mode Exit fullscreen mode

How would you cover it with Property Based Tests?

In order to ease your task we provide you with an already setup CodeSandbox, with examples based tests already written and a possible implementation of the algorithm: https://codesandbox.io/s/advent-of-pbt-day-13-r03cn?file=/src/index.spec.ts&previewwindow=tests

You wanna see the solution? Here is the set of properties I came with to cover today's algorithm: https://dev.to/dubzzz/advent-of-pbt-2021-day-13-solution-3bhn


Back to "Advent of PBT 2021" to see topics covered during the other days and their solutions.

More about this serie on @ndubien or with the hashtag #AdventOfPBT.

Top comments (0)