cxf2a01.a
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-- CXF2A01.A---- Grant of Unlimited Rights---- Under contracts F33600-87-D-0337, F33600-84-D-0280, MDA903-79-C-0687,-- F08630-91-C-0015, and DCA100-97-D-0025, the U.S. Government obtained -- unlimited rights in the software and documentation contained herein.-- Unlimited rights are defined in DFAR 252.227-7013(a)(19). By making -- this public release, the Government intends to confer upon all -- recipients unlimited rights equal to those held by the Government. -- These rights include rights to use, duplicate, release or disclose the -- released technical data and computer software in whole or in part, in -- any manner and for any purpose whatsoever, and to have or permit others -- to do so.---- DISCLAIMER---- ALL MATERIALS OR INFORMATION HEREIN RELEASED, MADE AVAILABLE OR-- DISCLOSED ARE AS IS. THE GOVERNMENT MAKES NO EXPRESS OR IMPLIED -- WARRANTY AS TO ANY MATTER WHATSOEVER, INCLUDING THE CONDITIONS OF THE-- SOFTWARE, DOCUMENTATION OR OTHER INFORMATION RELEASED, MADE AVAILABLE -- OR DISCLOSED, OR THE OWNERSHIP, MERCHANTABILITY, OR FITNESS FOR A-- PARTICULAR PURPOSE OF SAID MATERIAL.--*---- OBJECTIVE:-- Check that the binary adding operators for a decimal fixed point type-- return values that are integral multiples of the small of the type.-- -- TEST DESCRIPTION:-- The test verifies that decimal addition and subtraction behave as-- expected for types with various digits, delta, and Machine_Radix-- values. Types with the minimum values for Decimal.Max_Digits and-- Decimal.Max_Scale (18) are included.---- Two kinds of checks are performed for each type. In the first check,-- the iteration, operation, and operand counts in the foundation and-- the operation tables in this test are given values such that, when the-- operations loop is complete, each operand will have been added to and-- subtracted from the loop's cumulator variable the same number of times,-- albeit in varying order. Thus, the result returned by the operations-- loop should have the same value as that used to initialize the-- cumulator (in this test, zero).---- In the second check, the same operation (addition for some types and-- subtraction for others) is performed during each loop iteration,-- resulting in a cumulative total which is checked against an expected-- value.---- TEST FILES:-- The following files comprise this test:---- FXF2A00.A-- -> CXF2A01.A---- APPLICABILITY CRITERIA:-- This test is only applicable for a compiler attempting validation-- for the Information Systems Annex.------ CHANGE HISTORY:-- 08 Apr 96 SAIC Prerelease version for ACVC 2.1.----!package CXF2A01_0 is ---=---=---=---=---=---=---=---=---=---=--- type Micro is delta 10.0**(-18) digits 18; -- range -0.999999999999999999 .. for Micro'Machine_Radix use 10; -- +0.999999999999999999 function Add (Left, Right : Micro) return Micro; function Subtract (Left, Right : Micro) return Micro; type Micro_Optr_Ptr is access function (Left, Right : Micro) return Micro; Micro_Add : Micro_Optr_Ptr := Add'Access; Micro_Sub : Micro_Optr_Ptr := Subtract'Access; ---=---=---=---=---=---=---=---=---=---=--- type Money is delta 0.01 digits 11; -- range -999,999,999.99 .. for Money'Machine_Radix use 2; -- +999,999,999.99 function Add (Left, Right : Money) return Money; function Subtract (Left, Right : Money) return Money; type Money_Optr_Ptr is access function (Left, Right : Money) return Money; Money_Add : Money_Optr_Ptr := Add'Access; Money_Sub : Money_Optr_Ptr := Subtract'Access; ---=---=---=---=---=---=---=---=---=---=--- -- Same as Money, but with Radix 10: type Cash is delta 0.01 digits 11; -- range -999,999,999.99 .. for Cash'Machine_Radix use 10; -- +999,999,999.99 function Add (Left, Right : Cash) return Cash; function Subtract (Left, Right : Cash) return Cash; type Cash_Optr_Ptr is access function (Left, Right : Cash) return Cash; Cash_Add : Cash_Optr_Ptr := Add'Access; Cash_Sub : Cash_Optr_Ptr := Subtract'Access; ---=---=---=---=---=---=---=---=---=---=--- type Broad is delta 10.0**(-9) digits 18; -- range -999,999,999.999999999 .. for Broad'Machine_Radix use 10; -- +999,999,999.999999999 function Add (Left, Right : Broad) return Broad; function Subtract (Left, Right : Broad) return Broad; type Broad_Optr_Ptr is access function (Left, Right : Broad) return Broad; Broad_Add : Broad_Optr_Ptr := Add'Access; Broad_Sub : Broad_Optr_Ptr := Subtract'Access; ---=---=---=---=---=---=---=---=---=---=---end CXF2A01_0; --==================================================================--package body CXF2A01_0 is ---=---=---=---=---=---=---=---=---=---=--- function Add (Left, Right : Micro) return Micro is begin return (Left + Right); -- Decimal fixed addition. end Add; function Subtract (Left, Right : Micro) return Micro is begin return (Left - Right); -- Decimal fixed subtraction. end Subtract; ---=---=---=---=---=---=---=---=---=---=--- function Add (Left, Right : Money) return Money is begin return (Left + Right); -- Decimal fixed addition. end Add; function Subtract (Left, Right : Money) return Money is begin return (Left - Right); -- Decimal fixed subtraction. end Subtract; ---=---=---=---=---=---=---=---=---=---=--- function Add (Left, Right : Cash) return Cash is begin return (Left + Right); -- Decimal fixed addition. end Add; function Subtract (Left, Right : Cash) return Cash is begin return (Left - Right); -- Decimal fixed subtraction. end Subtract; ---=---=---=---=---=---=---=---=---=---=--- function Add (Left, Right : Broad) return Broad is begin return (Left + Right); -- Decimal fixed addition. end Add; function Subtract (Left, Right : Broad) return Broad is begin return (Left - Right); -- Decimal fixed subtraction. end Subtract; ---=---=---=---=---=---=---=---=---=---=---end CXF2A01_0; --==================================================================--with FXF2A00;package CXF2A01_0.CXF2A01_1 is ---=---=---=---=---=---=---=---=---=---=--- type Micro_Ops is array (FXF2A00.Optr_Range) of Micro_Optr_Ptr; type Micro_Opnds is array (FXF2A00.Opnd_Range) of Micro; Micro_Optr_Table_Cancel : Micro_Ops := ( Micro_Add, Micro_Sub, Micro_Add, Micro_Sub, Micro_Add, Micro_Sub ); Micro_Optr_Table_Cumul : Micro_Ops := ( others => Micro_Add ); Micro_Opnd_Table_Cancel : Micro_Opnds := ( 0.001025000235111997, 0.000000000000000003, 0.724902903219925400, 0.000459228020000011, 0.049832104921096533 ); Micro_Opnd_Table_Cumul : Micro_Opnds := ( 0.000002309540000000, 0.000000278060000000, 0.000000000000070000, 0.000010003000000000, 0.000000023090000000 ); function Test_Micro_Ops is new FXF2A00.Operations_Loop (Decimal_Fixed => Micro, Operator_Ptr => Micro_Optr_Ptr, Operator_Table => Micro_Ops, Operand_Table => Micro_Opnds); ---=---=---=---=---=---=---=---=---=---=---
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