diff --git a/DOL.WHD.Section14c.Business/Validators/EmployeeValidator.cs b/DOL.WHD.Section14c.Business/Validators/EmployeeValidator.cs index 5d51d46f..8f93bde6 100644 --- a/DOL.WHD.Section14c.Business/Validators/EmployeeValidator.cs +++ b/DOL.WHD.Section14c.Business/Validators/EmployeeValidator.cs @@ -15,7 +15,6 @@ public EmployeeValidator() RuleFor(e => e.AvgWeeklyHours).NotNull(); RuleFor(e => e.AvgHourlyEarnings).NotNull(); RuleFor(e => e.PrevailingWage).NotNull(); - RuleFor(e => e.ProductivityMeasure).NotNull(); RuleFor(e => e.CommensurateWageRate).NotEmpty(); RuleFor(e => e.TotalHours).NotNull(); RuleFor(e => e.WorkAtOtherSite).NotNull(); diff --git a/DOL.WHD.Section14c.DataAccess/ApplicationDbContext.cs b/DOL.WHD.Section14c.DataAccess/ApplicationDbContext.cs index 93f25c73..ee96aa58 100644 --- a/DOL.WHD.Section14c.DataAccess/ApplicationDbContext.cs +++ b/DOL.WHD.Section14c.DataAccess/ApplicationDbContext.cs @@ -79,7 +79,6 @@ protected override void OnModelCreating(DbModelBuilder modelBuilder) modelBuilder.Entity().Property(a => a.AvgWeeklyHours).IsRequired(); modelBuilder.Entity().Property(a => a.AvgHourlyEarnings).IsRequired(); modelBuilder.Entity().Property(a => a.PrevailingWage).IsRequired(); - modelBuilder.Entity().Property(a => a.ProductivityMeasure).IsRequired(); modelBuilder.Entity().Property(a => a.CommensurateWageRate).IsRequired(); modelBuilder.Entity().Property(a => a.TotalHours).IsRequired(); modelBuilder.Entity().Property(a => a.WorkAtOtherSite).IsRequired(); diff --git a/DOL.WHD.Section14c.DataAccess/Migrations/201612011931409_ProductivityMeasureNotRequired.Designer.cs b/DOL.WHD.Section14c.DataAccess/Migrations/201612011931409_ProductivityMeasureNotRequired.Designer.cs new file mode 100644 index 00000000..2629d215 --- /dev/null +++ b/DOL.WHD.Section14c.DataAccess/Migrations/201612011931409_ProductivityMeasureNotRequired.Designer.cs @@ -0,0 +1,29 @@ +// +namespace DOL.WHD.Section14c.DataAccess.Migrations +{ + using System.CodeDom.Compiler; + using System.Data.Entity.Migrations; + using System.Data.Entity.Migrations.Infrastructure; + using System.Resources; + + [GeneratedCode("EntityFramework.Migrations", "6.1.3-40302")] + public sealed partial class ProductivityMeasureNotRequired : IMigrationMetadata + { + private readonly ResourceManager Resources = new ResourceManager(typeof(ProductivityMeasureNotRequired)); + + string IMigrationMetadata.Id + { + get { return "201612011931409_ProductivityMeasureNotRequired"; } + } + + string IMigrationMetadata.Source + { + get { return null; } + } + + string IMigrationMetadata.Target + { + get { return Resources.GetString("Target"); } + } + } +} diff --git a/DOL.WHD.Section14c.DataAccess/Migrations/201612011931409_ProductivityMeasureNotRequired.cs b/DOL.WHD.Section14c.DataAccess/Migrations/201612011931409_ProductivityMeasureNotRequired.cs new file mode 100644 index 00000000..0717e4f7 --- /dev/null +++ b/DOL.WHD.Section14c.DataAccess/Migrations/201612011931409_ProductivityMeasureNotRequired.cs @@ -0,0 +1,28 @@ +namespace DOL.WHD.Section14c.DataAccess.Migrations +{ + using System; + using System.Data.Entity.Migrations; + + public partial class ProductivityMeasureNotRequired : DbMigration + { + public override void Up() + { + DropForeignKey("dbo.EmployerInfoes", "MailingAddress_Id", "dbo.Addresses"); + DropIndex("dbo.EmployerInfoes", new[] { "MailingAddress_Id" }); + AddColumn("dbo.EmployerInfoes", "ProvidingFacilitiesDeductionTypeOther", c => c.String()); + AlterColumn("dbo.Employees", "ProductivityMeasure", c => c.Double()); + DropColumn("dbo.EmployerInfoes", "HasMailingAddress"); + DropColumn("dbo.EmployerInfoes", "MailingAddress_Id"); + } + + public override void Down() + { + AddColumn("dbo.EmployerInfoes", "MailingAddress_Id", c => c.Guid()); + AddColumn("dbo.EmployerInfoes", "HasMailingAddress", c => c.Boolean()); + AlterColumn("dbo.Employees", "ProductivityMeasure", c => c.Double(nullable: false)); + DropColumn("dbo.EmployerInfoes", "ProvidingFacilitiesDeductionTypeOther"); + CreateIndex("dbo.EmployerInfoes", "MailingAddress_Id"); + AddForeignKey("dbo.EmployerInfoes", "MailingAddress_Id", "dbo.Addresses", "Id"); + } + } +} diff --git a/DOL.WHD.Section14c.DataAccess/Migrations/201612011931409_ProductivityMeasureNotRequired.resx b/DOL.WHD.Section14c.DataAccess/Migrations/201612011931409_ProductivityMeasureNotRequired.resx new file mode 100644 index 00000000..f816bf97 --- /dev/null +++ b/DOL.WHD.Section14c.DataAccess/Migrations/201612011931409_ProductivityMeasureNotRequired.resx @@ -0,0 +1,126 @@ + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + text/microsoft-resx + + + 2.0 + + + System.Resources.ResXResourceReader, System.Windows.Forms, Version=4.0.0.0, Culture=neutral, PublicKeyToken=b77a5c561934e089 + + + System.Resources.ResXResourceWriter, System.Windows.Forms, Version=4.0.0.0, Culture=neutral, PublicKeyToken=b77a5c561934e089 + + + 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 + + + dbo + + \ No newline at end of file diff --git a/DOL.WHD.Section14c.Test/Business/Validators/EmployeeValidatorTests.cs b/DOL.WHD.Section14c.Test/Business/Validators/EmployeeValidatorTests.cs index 83cdccc1..360914ce 100644 --- a/DOL.WHD.Section14c.Test/Business/Validators/EmployeeValidatorTests.cs +++ b/DOL.WHD.Section14c.Test/Business/Validators/EmployeeValidatorTests.cs @@ -61,9 +61,9 @@ public void Should_Require_PrevailingWage() } [TestMethod] - public void Should_Require_ProductivityMeasure() + public void Should_Not_Require_ProductivityMeasure() { - EmployeeValidator.ShouldHaveValidationErrorFor(e => e.ProductivityMeasure, null as double?); + EmployeeValidator.ShouldNotHaveValidationErrorFor(e => e.ProductivityMeasure, null as double?); EmployeeValidator.ShouldNotHaveValidationErrorFor(e => e.ProductivityMeasure, 15.32); }