' This file is part of the LibreOffice project. ' ' This Source Code Form is subject to the terms of the Mozilla Public ' License, v. 2.0. If a copy of the MPL was not distributed with this ' file, You can obtain one at http://mozilla.org/MPL/2.0/. ' Option Explicit Function doUnitTest() As String TestUtil.TestInit verify_testCurrency doUnitTest = TestUtil.GetResult() End Function Sub verify_testCurrency() On Error GoTo errorHandler Dim x As Currency, y As Currency ' Test division verify_DivideByZero(15.1@, 0@) x = 15.1@ y = 0.4@ TestUtil.AssertEqual(x / y, 37.75@, x & " / " & y) verify_IDivideByZero(x, y) ' y rounds to 0 verify_IModByZero(x, y) y = 0.8@ TestUtil.AssertEqual(x / y, 18.875@, x & " / " & y) TestUtil.AssertEqual(x \ y, 15, x & " \ " & y) ' y rounds to 1 TestUtil.AssertEqual(x Mod y, 0, x & " Mod " & y) ' Test various operations; the end result is -922337203685477.5808, i.e. minimal representable value x = 9223372036.8@ y = x * 59.000 x = x * 59.125 x = x - y x = x * 20.48 x = x / 0.1024 x = x * 8 x = x * 0.5 x = x / 0.001 Dim [922337203685477.5807 1] As Currency [922337203685477.5807 1] = x + 5477.5807 TestUtil.AssertEqual(CStr([922337203685477.5807 1]), "922337203685477.5807", "CStr([922337203685477.5807 1])") Dim [-922337203685477.5808 1] As Currency [-922337203685477.5808 1] = -[922337203685477.5807 1] - 0.0001 TestUtil.AssertEqual(CStr([-922337203685477.5808 1]), "-922337203685477.5808", "CStr([-922337203685477.5808 1])") x = -21474836.48@ y = 42949672.96@ Dim [-922337203685477.5808 2] As Currency [-922337203685477.5808 2] = x * y TestUtil.AssertEqual(CStr([-922337203685477.5808 2]), "-922337203685477.5808", "CStr([-922337203685477.5808 2])") ' Check huge literals; FIXME: fails yet, because doubles are stored/read in compiler :( ' TestUtil.AssertEqualStrict(922337203685477.5807@, [922337203685477.5807 1], "922337203685477.5807@") ' x = 922337203685477.5807@ ' TestUtil.AssertEqualStrict(x, [922337203685477.5807 1], "x = 922337203685477.5807@") ' Comparisons TestUtil.Assert([-922337203685477.5808 1] = [-922337203685477.5808 2], [-922337203685477.5808 1] & " = " & [-922337203685477.5808 2]) TestUtil.Assert(Not([-922337203685477.5808 1] <> [-922337203685477.5808 2]), "Not(" & [-922337203685477.5808 1] & " <> " & [-922337203685477.5808 2] & ")") TestUtil.Assert(Not([-922337203685477.5808 1] < [-922337203685477.5808 2]), "Not(" & [-922337203685477.5808 1] & " < " & [-922337203685477.5808 2] & ")") TestUtil.Assert(Not([-922337203685477.5808 1] > [-922337203685477.5808 2]), "Not(" & [-922337203685477.5808 1] & " > " & [-922337203685477.5808 2] & ")") TestUtil.Assert([-922337203685477.5808 1] <= [-922337203685477.5808 2], [-922337203685477.5808 1] & " <= " & [-922337203685477.5808 2]) TestUtil.Assert([-922337203685477.5808 1] >= [-922337203685477.5808 2], [-922337203685477.5808 1] & " >= " & [-922337203685477.5808 2]) TestUtil.Assert(Not([-922337203685477.5808 1] = [922337203685477.5807 1]), "Not(" & [-922337203685477.5808 1] & " = " & [922337203685477.5807 1] & ")") TestUtil.Assert([-922337203685477.5808 1] <> [922337203685477.5807 1], [-922337203685477.5808 1] & " <> " & [922337203685477.5807 1]) TestUtil.Assert([-922337203685477.5808 1] < [922337203685477.5807 1], [-922337203685477.5808 1] & " < " & [922337203685477.5807 1]) TestUtil.Assert(Not([-922337203685477.5808 1] > [922337203685477.5807 1]), "Not(" & [-922337203685477.5808 1] & " > " & [922337203685477.5807 1] & ")") TestUtil.Assert([-922337203685477.5808 1] <= [922337203685477.5807 1], [-922337203685477.5808 1] & " <= " & [922337203685477.5807 1]) TestUtil.Assert(Not([-922337203685477.5808 1] >= [922337203685477.5807 1]), "Not(" & [-922337203685477.5808 1] & " >= " & [922337203685477.5807 1] & ")") ' Two close huge negative values TestUtil.Assert(Not([-922337203685477.5808 1] = -[922337203685477.5807 1]), "Not(" & [-922337203685477.5808 1] & " = " & -[922337203685477.5807 1] & ")") TestUtil.Assert([-922337203685477.5808 1] <> -[922337203685477.5807 1], [-922337203685477.5808 1] & " <> " & -[922337203685477.5807 1]) TestUtil.Assert([-922337203685477.5808 1] < -[922337203685477.5807 1], [-922337203685477.5808 1] & " < " & -[922337203685477.5807 1]) TestUtil.Assert(Not([-922337203685477.5808 1] > -[922337203685477.5807 1]), "Not(" & [-922337203685477.5808 1] & " > " & -[922337203685477.5807 1] & ")") TestUtil.Assert([-922337203685477.5808 1] <= -[922337203685477.5807 1], [-922337203685477.5808 1] & " <= " & -[922337203685477.5807 1]) TestUtil.Assert(Not([-922337203685477.5808 1] >= -[922337203685477.5807 1]), "Not(" & [-922337203685477.5808 1] & " >= " & -[922337203685477.5807 1] & ")") TestUtil.AssertEqual([-922337203685477.5808 1] + [922337203685477.5807 1], -0.0001@, [-922337203685477.5808 1] & " + " & [922337203685477.5807 1]) ' It is not possible to negate -922337203685477.5808, because 922337203685477.5808 is not representable (max is 922337203685477.5807) verify_NegationOverflow([-922337203685477.5808 1]) ' Different overflows verify_AddOverflow([922337203685477.5807 1], 0.0001@) verify_AddOverflow([-922337203685477.5808 1], -0.0001@) verify_SubOverflow([922337203685477.5807 1], -0.0001@) verify_SubOverflow([-922337203685477.5808 1], 0.0001@) verify_MulOverflow([922337203685477.5807 1], 1.1@) verify_MulOverflow([-922337203685477.5808 1], 1.1@) verify_DivOverflow([922337203685477.5807 1], 0.1@) verify_DivOverflow([-922337203685477.5808 1], 0.1@) x = 0.1@ ' Must round to 0 in Not, and complement is -1 TestUtil.AssertEqual(Not x, -1, "Not " & x) x = 0.6@ ' Must round to 1 in Not, and complement is -2 TestUtil.AssertEqual(Not x, -2, "Not " & x) ' TODO: fix compile-time constant operations: rounding is wrong TestUtil.AssertEqual(Not 0.1@, -1, "Not 0.1@") ' TestUtil.AssertEqual(Not 0.6@, -2, "Not 0.6@") ' Fails, gives -1 Exit Sub errorHandler: TestUtil.ReportErrorHandler("verify_testCurrency", Err, Error$, Erl) End Sub Sub verify_DivideByZero(x As Currency, y As Currency) On Error GoTo errorHandler x = x / y TestUtil.Assert(False, "verify_DivideByZero", x & " / " & y & ": Division by zero expected") Exit Sub errorHandler: TestUtil.AssertEqual(Err, 11, x & " / " & y & " gave " & Error$) End Sub Sub verify_IDivideByZero(x As Currency, y As Currency) On Error GoTo errorHandler x = x \ y TestUtil.Assert(False, "verify_IDivideByZero", x & " \ " & y & ": Division by zero expected") Exit Sub errorHandler: TestUtil.AssertEqual(Err, 11, x & " \ " & y & " gave " & Error$) End Sub Sub verify_IModByZero(x As Currency, y As Currency) On Error GoTo errorHandler x = x Mod y TestUtil.Assert(False, "verify_IModByZero", x & " Mod " & y & ": Division by zero expected") Exit Sub errorHandler: TestUtil.AssertEqual(Err, 11, x & " Mod " & y & " gave " & Error$) End Sub Sub verify_NegationOverflow(x As Currency) On Error GoTo errorHandler x = -x TestUtil.Assert(False, "verify_NegationOverflow", "-" & x & ": Overflow expected") Exit Sub errorHandler: TestUtil.AssertEqual(Err, 6, "-" & x & " gave " & Error$) End Sub Sub verify_AddOverflow(x As Currency, y As Currency) On Error GoTo errorHandler x = x + y TestUtil.Assert(False, "verify_AddOverflow", x & " + " & y & ": Overflow expected") Exit Sub errorHandler: TestUtil.AssertEqual(Err, 6, x & " + " & y & " gave " & Error$) End Sub Sub verify_SubOverflow(x As Currency, y As Currency) On Error GoTo errorHandler x = x - y TestUtil.Assert(False, "verify_SubOverflow", x & " - " & y & ": Overflow expected") Exit Sub errorHandler: TestUtil.AssertEqual(Err, 6, x & " - " & y & " gave " & Error$) End Sub Sub verify_MulOverflow(x As Currency, y As Currency) On Error GoTo errorHandler x = x * y TestUtil.Assert(False, "verify_MulOverflow", x & " * " & y & ": Overflow expected") Exit Sub errorHandler: TestUtil.AssertEqual(Err, 6, x & " * " & y & " gave " & Error$) End Sub Sub verify_DivOverflow(x As Currency, y As Currency) On Error GoTo errorHandler x = x / y TestUtil.Assert(False, "verify_DivOverflow", x & " / " & y & ": Overflow expected") Exit Sub errorHandler: TestUtil.AssertEqual(Err, 6, x & " / " & y & " gave " & Error$) End Sub