with GNATCOLL.Random; with GNAT.IO; with Test_Assert; with Ada.Calendar; use Ada.Calendar; with Ada.Containers.Ordered_Sets; with Interfaces; function Test return Integer is package IO renames GNAT.IO; package Rand renames GNATCOLL.Random; package A renames Test_Assert; Start_Time, End_Time : Time; package Int_Sets is new Ada.Containers.Ordered_Sets (Integer); begin IO.Put_Line ("Test random integer generation"); declare RI : Integer; begin Start_Time := Clock; for J in 1 .. 1_000_000 loop RI := Rand.Random_Integer; end loop; End_Time := Clock; IO.Put_Line ("Random integer sample:" & RI'Img); IO.Put ("Time to generate 1_000_000 integers:"); IO.Put_Line (Duration'Image (End_Time - Start_Time)); end; IO.Put_Line ("Test random integer range generation"); declare RI : Integer; Frequence : array (1 .. 62) of Integer := (others => 0); Error : Long_Float; begin Start_Time := Clock; for J in 1 .. 6_200_000 loop RI := Rand.Random_Integer_Range (First => 1, Last => 62); Frequence (RI) := Frequence (RI) + 1; end loop; End_Time := Clock; IO.Put_Line ("Random integer sample:" & RI'Img); IO.Put ("Time to generate 6_200_000 integers in range 1 .. 62:"); IO.Put_Line (Duration'Image (End_Time - Start_Time)); -- Ideally each number should appears 100_000 times. This is not a real -- test for the RNG quality. Rather a sanity check that there is no -- obvious bias introduced by a mistake on the algorithm used on top of -- the CSRNG. for Idx in Frequence'Range loop Error := Long_Float (Frequence (Idx) - 100_000) / 100_000.0; A.Assert (Error < 0.01, Idx'Img & " appears " & Frequence (Idx)'Img & " (error:" & Long_Float'Image (Error * 100.0) & "%)"); end loop; end; IO.Put_Line ("Test bad range exception"); declare I : Integer; begin I := Rand.Random_Integer_Range (First => 43, Last => 42); A.Assert (False, "exception not raised. got integer" & I'Img); exception when Constraint_Error => A.Assert (True, "right exception raised on bad range"); when others => A.Assert (False, "wrong exception raised on bad range"); end; IO.Put_Line ("Test random random alphanumerical"); declare S1 : String (1 .. 100_000); begin Rand.Random_Alphanumerical_String (S1); for Idx in S1'Range loop if S1 (Idx) not in '0' .. '9' and then S1 (Idx) not in 'a' .. 'z' and then S1 (Idx) not in 'A' .. 'Z' then A.Assert (False, "invalid character returned by " & "Random_Alphanumerical_String"); end if; end loop; Rand.Random_Alphanumerical_String (S1, Case_Sensitive => False); for Idx in S1'Range loop if S1 (Idx) not in '0' .. '9' and then S1 (Idx) not in 'a' .. 'z' then A.Assert (False, "invalid character returned by " & "Random_Alphanumerical_String"); end if; end loop; end; IO.Put_Line ("Unsigned generation"); declare use Interfaces; use Rand; U32 : constant Unsigned_32 := Random_Unsigned_32; U64 : constant Unsigned_64 := Random_Unsigned_64; U128 : constant Unsigned_128 := Random_Unsigned_128; begin A.Assert (U32 /= Random_Unsigned_32); A.Assert (U64 /= Random_Unsigned_64); A.Assert (U128 /= Random_Unsigned_128); end; IO.Put_Line ("128 bits ranges"); declare use Interfaces; use Rand; function U128_Range is new Random_Range (Unsigned_128); Result : Unsigned_128; begin Result := U128_Range; Result := U128_Range (First => 42, Last => 42); A.Assert (Result = 42); for Idx in 1 .. 100_000 loop Result := U128_Range (First => 0, Last => 10); if Result > 10 then A.Assert (False, "128 bits number in the wrong range" & Result'Img); end if; end loop; -- Test that that tries to check the case in which some random values -- are discarded (see implementation of Random_Range) for Idx in 1 .. 100_000 loop Result := U128_Range (First => Unsigned_128'First, Last => Unsigned_128'Last / 2 + 1); end loop; A.Assert (Result <= Unsigned_128'Last / 2 + 1); end; IO.Put_Line ("64 bits ranges"); declare use Interfaces; use Rand; function U64_Range is new Random_Range (Unsigned_64); Result : Unsigned_64; begin Result := U64_Range; Result := U64_Range (First => 42, Last => 42); A.Assert (Result = 42); for Idx in 1 .. 100_000 loop Result := U64_Range (First => 0, Last => 10); if Result > 10 then A.Assert (False, "64 bits number in the wrong range" & Result'Img); end if; end loop; -- Test that that tries to check the case in which some random values -- are discarded (see implementation of Random_Range) for Idx in 1 .. 100_000 loop Result := U64_Range (First => Unsigned_64'First, Last => Unsigned_64'Last / 2 + 1); end loop; A.Assert (Result <= Unsigned_64'Last / 2 + 1); end; IO.Put_Line ("32 bits ranges"); declare use Interfaces; use Rand; function U32_Range is new Random_Range (Unsigned_32); Result : Unsigned_32; begin Result := U32_Range; Result := U32_Range (First => 42, Last => 42); A.Assert (Result = 42); for Idx in 1 .. 100_000 loop Result := U32_Range (First => 0, Last => 10); if Result > 10 then A.Assert (False, "64 bits number in the wrong range" & Result'Img); end if; end loop; -- Test that that tries to check the case in which some random values -- are discarded (see implementation of Random_Range) for Idx in 1 .. 100_000 loop Result := U32_Range (First => Unsigned_32'First, Last => Unsigned_32'Last / 2 + 1); end loop; A.Assert (Result <= Unsigned_32'Last / 2 + 1); end; IO.Put_Line ("We should not get duplicates on short set of integers"); -- The test is just to check obvious errors in the RNG declare Result : Integer; Counts : Int_Sets.Set; begin for Idx in 1 .. 1_000 loop Result := Rand.Random_Integer_Range (First => Integer'First, Last => Integer'Last / 2 + 1); if Counts.Contains (Result) then A.Assert (False, "repeating value not expected: " & Result'Img); else Counts.Insert (Result); end if; end loop; A.Assert (Result <= Integer'Last / 2 + 1); end; declare Result : Integer; Counts : Int_Sets.Set; begin for Idx in 1 .. 1_000 loop Result := Rand.Random_Integer; if Counts.Contains (Result) then A.Assert (False, "repeating integer value not expected: " & Result'Img); else Counts.Insert (Result); end if; end loop; end; IO.Put_Line ("Test for random_array"); declare type Integer_Array is array (Positive range <>) of Integer; procedure RA is new Rand.Random_Array (Integer, Integer_Array); A : Integer_Array (1 .. 128); B : Integer_Array (1 .. 0); begin RA (A); RA (B); end; return A.Report; end Test;