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174 lines
5.1 KiB
C#
174 lines
5.1 KiB
C#
namespace Terminal.Gui.DrawingTests;
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public class GradientTests
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{
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// Static method to provide all enum values
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public static IEnumerable<object []> GradientDirectionValues ()
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{
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return typeof (GradientDirection).GetEnumValues ()
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.Cast<GradientDirection> ()
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.Select (direction => new object [] { direction });
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}
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[Theory]
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[MemberData (nameof (GradientDirectionValues))]
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public void GradientIsInclusive_2_by_2 (GradientDirection direction)
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{
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// Define the colors of the gradient stops
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List<Color> stops = new()
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{
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new (255, 0), // Red
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new (0, 0, 255) // Blue
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};
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// Define the number of steps between each color
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List<int> steps = new() { 10 }; // 10 steps between Red -> Blue
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var g = new Gradient (stops, steps);
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Assert.Equal (4, g.BuildCoordinateColorMapping (1, 1, direction).Count);
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}
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[Theory]
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[MemberData (nameof (GradientDirectionValues))]
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public void GradientIsInclusive_1_by_1 (GradientDirection direction)
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{
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// Define the colors of the gradient stops
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List<Color> stops = new()
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{
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new (255, 0), // Red
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new (0, 0, 255) // Blue
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};
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// Define the number of steps between each color
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List<int> steps = new() { 10 }; // 10 steps between Red -> Blue
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var g = new Gradient (stops, steps);
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// Note that maxRow and maxCol are inclusive so this results in 1x1 area i.e. a single cell.
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KeyValuePair<Point, Color> c = Assert.Single (g.BuildCoordinateColorMapping (0, 0, direction));
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Assert.Equal (c.Key, new (0, 0));
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Assert.Equal (c.Value, new (0, 0, 255));
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}
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[Fact]
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public void SingleColorStop ()
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{
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List<Color> stops = new() { new (255, 0) }; // Red
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List<int> steps = new ();
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var g = new Gradient (stops, steps);
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Assert.All (g.Spectrum, color => Assert.Equal (new (255, 0), color));
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}
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[Fact]
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public void LoopingGradient_CorrectColors ()
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{
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List<Color> stops = new()
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{
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new (255, 0), // Red
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new (0, 0, 255) // Blue
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};
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List<int> steps = new() { 10 };
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var g = new Gradient (stops, steps, true);
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Assert.Equal (new (255, 0), g.Spectrum.First ());
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Assert.Equal (new (255, 0), g.Spectrum.Last ());
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}
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[Fact]
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public void DifferentStepSizes ()
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{
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List<Color> stops = new List<Color>
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{
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new (255, 0), // Red
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new (0, 255), // Green
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new (0, 0, 255) // Blue
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};
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List<int> steps = new() { 5, 15 }; // Different steps
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var g = new Gradient (stops, steps);
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Assert.Equal (22, g.Spectrum.Count);
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}
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[Fact]
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public void FractionOutOfRange_ThrowsException ()
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{
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List<Color> stops = new()
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{
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new (255, 0), // Red
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new (0, 0, 255) // Blue
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};
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List<int> steps = new() { 10 };
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var g = new Gradient (stops, steps);
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Assert.Throws<ArgumentOutOfRangeException> (() => g.GetColorAtFraction (-0.1));
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Assert.Throws<ArgumentOutOfRangeException> (() => g.GetColorAtFraction (1.1));
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}
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[Fact]
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public void NaNFraction_ReturnsLastColor ()
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{
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List<Color> stops = new()
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{
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new (255, 0), // Red
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new (0, 0, 255) // Blue
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};
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List<int> steps = new() { 10 };
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var g = new Gradient (stops, steps);
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Assert.Equal (new (0, 0, 255), g.GetColorAtFraction (double.NaN));
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}
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[Fact]
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public void Constructor_SingleStepProvided_ReplicatesForAllPairs ()
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{
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List<Color> stops = new List<Color>
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{
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new (255, 0), // Red
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new (0, 255), // Green
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new (0, 0, 255) // Blue
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};
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List<int> singleStep = new() { 5 }; // Single step provided
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var gradient = new Gradient (stops, singleStep);
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Assert.NotNull (gradient.Spectrum);
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Assert.Equal (12, gradient.Spectrum.Count); // 5 steps Red -> Green + 5 steps Green -> Blue + 2 end colors
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}
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[Fact]
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public void Constructor_InvalidStepsLength_ThrowsArgumentException ()
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{
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List<Color> stops = new()
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{
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new (255, 0), // Red
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new (0, 0, 255) // Blue
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};
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List<int> invalidSteps = new() { 5, 5 }; // Invalid length (N-1 expected)
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Assert.Throws<ArgumentException> (() => new Gradient (stops, invalidSteps));
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}
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[Fact]
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public void Constructor_ValidStepsLength_DoesNotThrow ()
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{
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List<Color> stops = new List<Color>
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{
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new (255, 0), // Red
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new (0, 255), // Green
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new (0, 0, 255) // Blue
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};
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List<int> validSteps = new() { 5, 5 }; // Valid length (N-1)
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var gradient = new Gradient (stops, validSteps);
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Assert.NotNull (gradient.Spectrum);
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Assert.Equal (12, gradient.Spectrum.Count); // 5 steps Red -> Green + 5 steps Green -> Blue + 2 end colors
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}
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}
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