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Class: PuzzleSolvers.Exotic.LittleSandwichConstraint

Summary

Describes a “sandwich” constraint that does not imply uniqueness of all digits. The digits LittleSandwichConstraint.Digit1 and LittleSandwichConstraint.Digit2 must occur exactly once each (in any order) and form the edges of the sandwich. The numbers sandwiched between them must sum up to LittleSandwichConstraint.Sum.

Remarks

Warning: This constraint is very memory-intensive. It is implemented as a CombinationsConstraint with all of the possible number combinations for the specified set of cells. Avoid using this on oversized puzzles.

Constructors

LittleSandwichConstraint(IEnumerable<int> affectedCells, int sum, int digit1 = 1, int digit2 = 9, int minValue = 1, int maxValue = 9)
Constructor.

Instance methods

ConstraintResultRefer to the documentation for Constraint.Process.
string
  • Overrides: object.ToString()
Refer to the documentation for object.ToString.

Static methods

int
TranslateCoordinate(string str, int gridWidth = 9)
Converts a convenient coordinate notation into a puzzle-grid index.
IEnumerable<int>
TranslateCoordinates(string str, int gridWidth = 9)
Converts a convenient coordinate notation into puzzle-grid indices.

Instance properties

int[]The group of cells affected by this constraint, or null if it affects all of them.
bool By default, a constraint is only evaluated once for every digit placed in the grid, but not when another constraint merely rules out a possibility. Derived types can override this and return true to indicate to the solver that the constraint should be reevaluated (meaning: have Constraint.Process(SolverState) called on it again) when another constraint rules out a value in one of the affected cells of this constraint.
intOne of the numbers that form the edges of the sandwich (the other is LittleSandwichConstraint.Digit2).
intOne of the numbers that form the edges of the sandwich (the other is LittleSandwichConstraint.Digit1).
int? Indicates an approximate number of possible combinations of digits this constraint can still accommodate. This will help the solver prioritize cells when multiple cells have the same number of combinations individually.
intThe total that the sandwiched numbers must sum up to.