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1 149 jeremybenn
-- CXG2003.A
2
--
3
--                             Grant of Unlimited Rights
4
--
5
--     Under contracts F33600-87-D-0337, F33600-84-D-0280, MDA903-79-C-0687,
6
--     F08630-91-C-0015, and DCA100-97-D-0025, the U.S. Government obtained
7
--     unlimited rights in the software and documentation contained herein.
8
--     Unlimited rights are defined in DFAR 252.227-7013(a)(19).  By making
9
--     this public release, the Government intends to confer upon all
10
--     recipients unlimited rights  equal to those held by the Government.
11
--     These rights include rights to use, duplicate, release or disclose the
12
--     released technical data and computer software in whole or in part, in
13
--     any manner and for any purpose whatsoever, and to have or permit others
14
--     to do so.
15
--
16
--                                    DISCLAIMER
17
--
18
--     ALL MATERIALS OR INFORMATION HEREIN RELEASED, MADE AVAILABLE OR
19
--     DISCLOSED ARE AS IS.  THE GOVERNMENT MAKES NO EXPRESS OR IMPLIED
20
--     WARRANTY AS TO ANY MATTER WHATSOEVER, INCLUDING THE CONDITIONS OF THE
21
--     SOFTWARE, DOCUMENTATION OR OTHER INFORMATION RELEASED, MADE AVAILABLE
22
--     OR DISCLOSED, OR THE OWNERSHIP, MERCHANTABILITY, OR FITNESS FOR A
23
--     PARTICULAR PURPOSE OF SAID MATERIAL.
24
--*
25
--
26
-- OBJECTIVE:
27
--      Check that the sqrt function returns
28
--      results that are within the error bound allowed.
29
--
30
-- TEST DESCRIPTION:
31
--      This test contains three test packages that are almost
32
--      identical.  The first two packages differ only in the
33
--      floating point type that is being tested.  The first
34
--      and third package differ only in whether the generic
35
--      elementary functions package or the pre-instantiated
36
--      package is used.
37
--      The test package is not generic so that the arguments
38
--      and expected results for some of the test values
39
--      can be expressed as universal real instead of being
40
--      computed at runtime.
41
--
42
-- SPECIAL REQUIREMENTS
43
--      The Strict Mode for the numerical accuracy must be
44
--      selected.  The method by which this mode is selected
45
--      is implementation dependent.
46
--
47
-- APPLICABILITY CRITERIA:
48
--      This test applies only to implementations supporting the
49
--      Numerics Annex.
50
--      This test only applies to the Strict Mode for numerical
51
--      accuracy.
52
--
53
--
54
-- CHANGE HISTORY:
55
--       2 FEB 96   SAIC    Initial release for 2.1
56
--      18 AUG 96   SAIC    Made Check consistent with other tests.
57
--
58
--!
59
 
60
with System;
61
with Report;
62
with Ada.Numerics.Generic_Elementary_Functions;
63
with Ada.Numerics.Elementary_Functions;
64
procedure CXG2003 is
65
   Verbose : constant Boolean := False;
66
 
67
   package Float_Check is
68
      subtype Real is Float;
69
      procedure Do_Test;
70
   end Float_Check;
71
 
72
   package body Float_Check is
73
      package Elementary_Functions is new
74
           Ada.Numerics.Generic_Elementary_Functions (Real);
75
      function Sqrt (X : Real) return Real renames
76
           Elementary_Functions.Sqrt;
77
      function Log (X : Real) return Real renames
78
           Elementary_Functions.Log;
79
      function Exp (X : Real) return Real renames
80
           Elementary_Functions.Exp;
81
 
82
      -- The default Maximum Relative Error is the value specified
83
      -- in the LRM.
84
      Default_MRE : constant Real := 2.0;
85
 
86
      procedure Check (Actual, Expected : Real;
87
                       Test_Name : String;
88
                       MRE : Real := Default_MRE) is
89
         Rel_Error : Real;
90
         Abs_Error : Real;
91
         Max_Error : Real;
92
      begin
93
         -- In the case where the expected result is very small or 0
94
         -- we compute the maximum error as a multiple of Model_Epsilon instead
95
         -- of Model_Epsilon and Expected.
96
         Rel_Error := MRE * abs Expected * Real'Model_Epsilon;
97
         Abs_Error := MRE * Real'Model_Epsilon;
98
         if Rel_Error > Abs_Error then
99
            Max_Error := Rel_Error;
100
         else
101
            Max_Error := Abs_Error;
102
         end if;
103
 
104
         if abs (Actual - Expected) > Max_Error then
105
            Report.Failed (Test_Name &
106
                           " actual: " & Real'Image (Actual) &
107
                           " expected: " & Real'Image (Expected) &
108
                           " difference: " &
109
                           Real'Image (Actual - Expected) &
110
                           " mre:" & Real'Image (Max_Error) );
111
         elsif Verbose then
112
            if Actual = Expected then
113
               Report.Comment (Test_Name & "  exact result");
114
            else
115
               Report.Comment (Test_Name & "  passed");
116
            end if;
117
         end if;
118
      end Check;
119
 
120
 
121
     procedure Argument_Range_Check (A, B : Real;
122
                                      Test : String) is
123
         -- test a logarithmically distributed selection of
124
         -- arguments selected from the range A to B.
125
         X : Real;
126
         Expected : Real;
127
         Y : Real;
128
         C : Real := Log(B/A);
129
         Max_Samples : constant := 1000;
130
 
131
      begin
132
         for I in 1..Max_Samples loop
133
            Expected :=  A * Exp(C * Real (I) / Real (Max_Samples));
134
            X := Expected * Expected;
135
            Y := Sqrt (X);
136
 
137
            -- note that since the expected value is computed, we
138
            -- must take the error in that computation into account.
139
            Check (Y, Expected,
140
                   "test " & Test & " -" &
141
                   Integer'Image (I) &
142
                   " of argument range",
143
                   3.0);
144
         end loop;
145
      exception
146
         when Constraint_Error =>
147
            Report.Failed
148
               ("Constraint_Error raised in argument range check");
149
         when others =>
150
            Report.Failed ("exception in argument range check");
151
      end Argument_Range_Check;
152
 
153
      procedure Do_Test is
154
      begin
155
 
156
         --- test 1 ---
157
         declare
158
            T : constant := (Real'Machine_EMax - 1) / 2;
159
            X : constant := (1.0 * Real'Machine_Radix) ** (2 * T);
160
            Expected : constant := (1.0 * Real'Machine_Radix) ** T;
161
            Y : Real;
162
         begin
163
            Y := Sqrt (X);
164
            Check (Y, Expected, "test 1 -- sqrt(radix**((emax-1)/2))");
165
         exception
166
            when Constraint_Error =>
167
               Report.Failed ("Constraint_Error raised in test 1");
168
            when others =>
169
               Report.Failed ("exception in test 1");
170
         end;
171
 
172
         --- test 2 ---
173
         declare
174
            T : constant := (Real'Model_EMin + 1) / 2;
175
            X : constant := (1.0 * Real'Machine_Radix) ** (2 * T);
176
            Expected : constant := (1.0 * Real'Machine_Radix) ** T;
177
            Y : Real;
178
         begin
179
            Y := Sqrt (X);
180
            Check (Y, Expected, "test 2 -- sqrt(radix**((emin+1)/2))");
181
         exception
182
            when Constraint_Error =>
183
               Report.Failed ("Constraint_Error raised in test 2");
184
            when others =>
185
               Report.Failed ("exception in test 2");
186
         end;
187
 
188
         --- test 3 ---
189
         declare
190
            X : constant := 1.0;
191
            Expected : constant := 1.0;
192
            Y : Real;
193
         begin
194
            Y := Sqrt(X);
195
            Check (Y, Expected, "test 3 -- sqrt(1.0)",
196
                 0.0);   -- no error allowed
197
         exception
198
            when Constraint_Error =>
199
               Report.Failed ("Constraint_Error raised in test 3");
200
            when others =>
201
               Report.Failed ("exception in test 3");
202
         end;
203
 
204
         --- test 4 ---
205
         declare
206
            X : constant := 0.0;
207
            Expected : constant := 0.0;
208
            Y : Real;
209
         begin
210
            Y := Sqrt(X);
211
            Check (Y, Expected, "test 4 -- sqrt(0.0)",
212
                 0.0);   -- no error allowed
213
         exception
214
            when Constraint_Error =>
215
               Report.Failed ("Constraint_Error raised in test 4");
216
            when others =>
217
               Report.Failed ("exception in test 4");
218
         end;
219
 
220
         --- test 5 ---
221
         declare
222
            X : constant := -1.0;
223
            Y : Real;
224
         begin
225
            Y := Sqrt(X);
226
            -- the following code should not be executed.
227
            -- The call to Check is to keep the call to Sqrt from
228
            -- appearing to be dead code.
229
            Check (Y, -1.0, "test 5 -- sqrt(-1)" );
230
            Report.Failed ("test 5 - argument_error expected");
231
         exception
232
            when Constraint_Error =>
233
               Report.Failed ("Constraint_Error raised in test 5");
234
            when Ada.Numerics.Argument_Error =>
235
               if Verbose then
236
                  Report.Comment ("test 5 correctly got argument_error");
237
               end if;
238
            when others =>
239
               Report.Failed ("exception in test 5");
240
         end;
241
 
242
         --- test 6 ---
243
         declare
244
            X : constant := Ada.Numerics.Pi ** 2;
245
            Expected : constant := Ada.Numerics.Pi;
246
            Y : Real;
247
         begin
248
            Y := Sqrt (X);
249
            Check (Y, Expected, "test 6 -- sqrt(pi**2)");
250
         exception
251
            when Constraint_Error =>
252
               Report.Failed ("Constraint_Error raised in test 6");
253
            when others =>
254
               Report.Failed ("exception in test 6");
255
         end;
256
 
257
         --- test 7 & 8 ---
258
         Argument_Range_Check (1.0/Sqrt(Real(Real'Machine_Radix)),
259
                                1.0,
260
                                "7");
261
         Argument_Range_Check (1.0,
262
                                Sqrt(Real(Real'Machine_Radix)),
263
                                "8");
264
      end Do_Test;
265
   end Float_Check;
266
 
267
   -----------------------------------------------------------------------
268
   -----------------------------------------------------------------------
269
   -- check the floating point type with the most digits
270
   type A_Long_Float is digits System.Max_Digits;
271
 
272
 
273
   package A_Long_Float_Check is
274
      subtype Real is A_Long_Float;
275
      procedure Do_Test;
276
   end A_Long_Float_Check;
277
 
278
   package body A_Long_Float_Check is
279
      package Elementary_Functions is new
280
           Ada.Numerics.Generic_Elementary_Functions (Real);
281
      function Sqrt (X : Real) return Real renames
282
           Elementary_Functions.Sqrt;
283
      function Log (X : Real) return Real renames
284
           Elementary_Functions.Log;
285
      function Exp (X : Real) return Real renames
286
           Elementary_Functions.Exp;
287
 
288
      -- The default Maximum Relative Error is the value specified
289
      -- in the LRM.
290
      Default_MRE : constant Real := 2.0;
291
 
292
      procedure Check (Actual, Expected : Real;
293
                       Test_Name : String;
294
                       MRE : Real := Default_MRE) is
295
         Rel_Error : Real;
296
         Abs_Error : Real;
297
         Max_Error : Real;
298
      begin
299
         -- In the case where the expected result is very small or 0
300
         -- we compute the maximum error as a multiple of Model_Epsilon instead
301
         -- of Model_Epsilon and Expected.
302
         Rel_Error := MRE * abs Expected * Real'Model_Epsilon;
303
         Abs_Error := MRE * Real'Model_Epsilon;
304
         if Rel_Error > Abs_Error then
305
            Max_Error := Rel_Error;
306
         else
307
            Max_Error := Abs_Error;
308
         end if;
309
 
310
         if abs (Actual - Expected) > Max_Error then
311
            Report.Failed (Test_Name &
312
                           " actual: " & Real'Image (Actual) &
313
                           " expected: " & Real'Image (Expected) &
314
                           " difference: " &
315
                           Real'Image (Actual - Expected) &
316
                           " mre:" & Real'Image (Max_Error) );
317
         elsif Verbose then
318
            if Actual = Expected then
319
               Report.Comment (Test_Name & "  exact result");
320
            else
321
               Report.Comment (Test_Name & "  passed");
322
            end if;
323
         end if;
324
      end Check;
325
 
326
 
327
      procedure Argument_Range_Check (A, B : Real;
328
                                      Test : String) is
329
         -- test a logarithmically distributed selection of
330
         -- arguments selected from the range A to B.
331
         X : Real;
332
         Expected : Real;
333
         Y : Real;
334
         C : Real := Log(B/A);
335
         Max_Samples : constant := 1000;
336
 
337
      begin
338
         for I in 1..Max_Samples loop
339
            Expected :=  A * Exp(C * Real (I) / Real (Max_Samples));
340
            X := Expected * Expected;
341
            Y := Sqrt (X);
342
 
343
            -- note that since the expected value is computed, we
344
            -- must take the error in that computation into account.
345
            Check (Y, Expected,
346
                   "test " & Test & " -" &
347
                   Integer'Image (I) &
348
                   " of argument range",
349
                   3.0);
350
         end loop;
351
      exception
352
         when Constraint_Error =>
353
            Report.Failed
354
               ("Constraint_Error raised in argument range check");
355
         when others =>
356
            Report.Failed ("exception in argument range check");
357
      end Argument_Range_Check;
358
 
359
 
360
      procedure Do_Test is
361
      begin
362
 
363
         --- test 1 ---
364
         declare
365
            T : constant := (Real'Machine_EMax - 1) / 2;
366
            X : constant := (1.0 * Real'Machine_Radix) ** (2 * T);
367
            Expected : constant := (1.0 * Real'Machine_Radix) ** T;
368
            Y : Real;
369
         begin
370
            Y := Sqrt (X);
371
            Check (Y, Expected, "test 1 -- sqrt(radix**((emax-1)/2))");
372
         exception
373
            when Constraint_Error =>
374
               Report.Failed ("Constraint_Error raised in test 1");
375
            when others =>
376
               Report.Failed ("exception in test 1");
377
         end;
378
 
379
         --- test 2 ---
380
         declare
381
            T : constant := (Real'Model_EMin + 1) / 2;
382
            X : constant := (1.0 * Real'Machine_Radix) ** (2 * T);
383
            Expected : constant := (1.0 * Real'Machine_Radix) ** T;
384
            Y : Real;
385
         begin
386
            Y := Sqrt (X);
387
            Check (Y, Expected, "test 2 -- sqrt(radix**((emin+1)/2))");
388
         exception
389
            when Constraint_Error =>
390
               Report.Failed ("Constraint_Error raised in test 2");
391
            when others =>
392
               Report.Failed ("exception in test 2");
393
         end;
394
 
395
         --- test 3 ---
396
         declare
397
            X : constant := 1.0;
398
            Expected : constant := 1.0;
399
            Y : Real;
400
         begin
401
            Y := Sqrt(X);
402
            Check (Y, Expected, "test 3 -- sqrt(1.0)",
403
                 0.0);   -- no error allowed
404
         exception
405
            when Constraint_Error =>
406
               Report.Failed ("Constraint_Error raised in test 3");
407
            when others =>
408
               Report.Failed ("exception in test 3");
409
         end;
410
 
411
         --- test 4 ---
412
         declare
413
            X : constant := 0.0;
414
            Expected : constant := 0.0;
415
            Y : Real;
416
         begin
417
            Y := Sqrt(X);
418
            Check (Y, Expected, "test 4 -- sqrt(0.0)",
419
                 0.0);   -- no error allowed
420
         exception
421
            when Constraint_Error =>
422
               Report.Failed ("Constraint_Error raised in test 4");
423
            when others =>
424
               Report.Failed ("exception in test 4");
425
         end;
426
 
427
         --- test 5 ---
428
         declare
429
            X : constant := -1.0;
430
            Y : Real;
431
         begin
432
            Y := Sqrt(X);
433
            -- the following code should not be executed.
434
            -- The call to Check is to keep the call to Sqrt from
435
            -- appearing to be dead code.
436
            Check (Y, -1.0, "test 5 -- sqrt(-1)" );
437
            Report.Failed ("test 5 - argument_error expected");
438
         exception
439
            when Constraint_Error =>
440
               Report.Failed ("Constraint_Error raised in test 5");
441
            when Ada.Numerics.Argument_Error =>
442
               if Verbose then
443
                  Report.Comment ("test 5 correctly got argument_error");
444
               end if;
445
            when others =>
446
               Report.Failed ("exception in test 5");
447
         end;
448
 
449
         --- test 6 ---
450
         declare
451
            X : constant := Ada.Numerics.Pi ** 2;
452
            Expected : constant := Ada.Numerics.Pi;
453
            Y : Real;
454
         begin
455
            Y := Sqrt (X);
456
            Check (Y, Expected, "test 6 -- sqrt(pi**2)");
457
         exception
458
            when Constraint_Error =>
459
               Report.Failed ("Constraint_Error raised in test 6");
460
            when others =>
461
               Report.Failed ("exception in test 6");
462
         end;
463
 
464
         --- test 7 & 8 ---
465
         Argument_Range_Check (1.0/Sqrt(Real(Real'Machine_Radix)),
466
                                1.0,
467
                                "7");
468
         Argument_Range_Check (1.0,
469
                                Sqrt(Real(Real'Machine_Radix)),
470
                                "8");
471
      end Do_Test;
472
   end A_Long_Float_Check;
473
 
474
   -----------------------------------------------------------------------
475
   -----------------------------------------------------------------------
476
 
477
   package Non_Generic_Check is
478
      procedure Do_Test;
479
   end Non_Generic_Check;
480
 
481
   package body Non_Generic_Check is
482
      package EF renames
483
           Ada.Numerics.Elementary_Functions;
484
      subtype Real is Float;
485
 
486
      -- The default Maximum Relative Error is the value specified
487
      -- in the LRM.
488
      Default_MRE : constant Real := 2.0;
489
 
490
      procedure Check (Actual, Expected : Real;
491
                       Test_Name : String;
492
                       MRE : Real := Default_MRE) is
493
         Rel_Error : Real;
494
         Abs_Error : Real;
495
         Max_Error : Real;
496
      begin
497
         -- In the case where the expected result is very small or 0
498
         -- we compute the maximum error as a multiple of Model_Epsilon instead
499
         -- of Model_Epsilon and Expected.
500
         Rel_Error := MRE * abs Expected * Real'Model_Epsilon;
501
         Abs_Error := MRE * Real'Model_Epsilon;
502
         if Rel_Error > Abs_Error then
503
            Max_Error := Rel_Error;
504
         else
505
            Max_Error := Abs_Error;
506
         end if;
507
 
508
         if abs (Actual - Expected) > Max_Error then
509
            Report.Failed (Test_Name &
510
                           " actual: " & Real'Image (Actual) &
511
                           " expected: " & Real'Image (Expected) &
512
                           " difference: " &
513
                           Real'Image (Actual - Expected) &
514
                           " mre:" & Real'Image (Max_Error) );
515
         elsif Verbose then
516
            if Actual = Expected then
517
               Report.Comment (Test_Name & "  exact result");
518
            else
519
               Report.Comment (Test_Name & "  passed");
520
            end if;
521
         end if;
522
      end Check;
523
 
524
 
525
 
526
      procedure Argument_Range_Check (A, B : Float;
527
                                      Test : String) is
528
         -- test a logarithmically distributed selection of
529
         -- arguments selected from the range A to B.
530
         X : Float;
531
         Expected : Float;
532
         Y : Float;
533
         C : Float := EF.Log(B/A);
534
         Max_Samples : constant := 1000;
535
 
536
      begin
537
         for I in 1..Max_Samples loop
538
            Expected :=  A * EF.Exp(C * Float (I) / Float (Max_Samples));
539
            X := Expected * Expected;
540
            Y := EF.Sqrt (X);
541
 
542
            -- note that since the expected value is computed, we
543
            -- must take the error in that computation into account.
544
            Check (Y, Expected,
545
                   "test " & Test & " -" &
546
                   Integer'Image (I) &
547
                   " of argument range",
548
                   3.0);
549
         end loop;
550
      exception
551
         when Constraint_Error =>
552
            Report.Failed
553
               ("Constraint_Error raised in argument range check");
554
         when others =>
555
            Report.Failed ("exception in argument range check");
556
      end Argument_Range_Check;
557
 
558
 
559
      procedure Do_Test is
560
      begin
561
 
562
         --- test 1 ---
563
         declare
564
            T : constant := (Float'Machine_EMax - 1) / 2;
565
            X : constant := (1.0 * Float'Machine_Radix) ** (2 * T);
566
            Expected : constant := (1.0 * Float'Machine_Radix) ** T;
567
            Y : Float;
568
         begin
569
            Y := EF.Sqrt (X);
570
            Check (Y, Expected, "test 1 -- sqrt(radix**((emax-1)/2))");
571
         exception
572
            when Constraint_Error =>
573
               Report.Failed ("Constraint_Error raised in test 1");
574
            when others =>
575
               Report.Failed ("exception in test 1");
576
         end;
577
 
578
         --- test 2 ---
579
         declare
580
            T : constant := (Float'Model_EMin + 1) / 2;
581
            X : constant := (1.0 * Float'Machine_Radix) ** (2 * T);
582
            Expected : constant := (1.0 * Float'Machine_Radix) ** T;
583
            Y : Float;
584
         begin
585
            Y := EF.Sqrt (X);
586
            Check (Y, Expected, "test 2 -- sqrt(radix**((emin+1)/2))");
587
         exception
588
            when Constraint_Error =>
589
               Report.Failed ("Constraint_Error raised in test 2");
590
            when others =>
591
               Report.Failed ("exception in test 2");
592
         end;
593
 
594
         --- test 3 ---
595
         declare
596
            X : constant := 1.0;
597
            Expected : constant := 1.0;
598
            Y : Float;
599
         begin
600
            Y := EF.Sqrt(X);
601
            Check (Y, Expected, "test 3 -- sqrt(1.0)",
602
                 0.0);   -- no error allowed
603
         exception
604
            when Constraint_Error =>
605
               Report.Failed ("Constraint_Error raised in test 3");
606
            when others =>
607
               Report.Failed ("exception in test 3");
608
         end;
609
 
610
         --- test 4 ---
611
         declare
612
            X : constant := 0.0;
613
            Expected : constant := 0.0;
614
            Y : Float;
615
         begin
616
            Y := EF.Sqrt(X);
617
            Check (Y, Expected, "test 4 -- sqrt(0.0)",
618
                 0.0);   -- no error allowed
619
         exception
620
            when Constraint_Error =>
621
               Report.Failed ("Constraint_Error raised in test 4");
622
            when others =>
623
               Report.Failed ("exception in test 4");
624
         end;
625
 
626
         --- test 5 ---
627
         declare
628
            X : constant := -1.0;
629
            Y : Float;
630
         begin
631
            Y := EF.Sqrt(X);
632
            -- the following code should not be executed.
633
            -- The call to Check is to keep the call to Sqrt from
634
            -- appearing to be dead code.
635
            Check (Y, -1.0, "test 5 -- sqrt(-1)" );
636
            Report.Failed ("test 5 - argument_error expected");
637
         exception
638
            when Constraint_Error =>
639
               Report.Failed ("Constraint_Error raised in test 5");
640
            when Ada.Numerics.Argument_Error =>
641
               if Verbose then
642
                  Report.Comment ("test 5 correctly got argument_error");
643
               end if;
644
            when others =>
645
               Report.Failed ("exception in test 5");
646
         end;
647
 
648
         --- test 6 ---
649
         declare
650
            X : constant := Ada.Numerics.Pi ** 2;
651
            Expected : constant := Ada.Numerics.Pi;
652
            Y : Float;
653
         begin
654
            Y := EF.Sqrt (X);
655
            Check (Y, Expected, "test 6 -- sqrt(pi**2)");
656
         exception
657
            when Constraint_Error =>
658
               Report.Failed ("Constraint_Error raised in test 6");
659
            when others =>
660
               Report.Failed ("exception in test 6");
661
         end;
662
 
663
         --- test 7 & 8 ---
664
         Argument_Range_Check (1.0/EF.Sqrt(Float(Float'Machine_Radix)),
665
                                1.0,
666
                                "7");
667
         Argument_Range_Check (1.0,
668
                                EF.Sqrt(Float(Float'Machine_Radix)),
669
                                "8");
670
      end Do_Test;
671
   end Non_Generic_Check;
672
 
673
   -----------------------------------------------------------------------
674
   -----------------------------------------------------------------------
675
 
676
begin
677
   Report.Test ("CXG2003",
678
                "Check the accuracy of the sqrt function");
679
 
680
   if Verbose then
681
      Report.Comment ("checking Standard.Float");
682
   end if;
683
 
684
   Float_Check.Do_Test;
685
 
686
   if Verbose then
687
      Report.Comment ("checking a digits" &
688
                      Integer'Image (System.Max_Digits) &
689
                      " floating point type");
690
   end if;
691
 
692
   A_Long_Float_Check.Do_Test;
693
 
694
   if Verbose then
695
      Report.Comment ("checking non-generic package");
696
   end if;
697
 
698
   Non_Generic_Check.Do_Test;
699
 
700
   Report.Result;
701
end CXG2003;

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