#!./perl -w BEGIN { chdir 't' if -d 't'; @INC = '../lib'; } print "1..145\n"; sub try ($$) { print +($_[1] ? "ok" : "not ok"), " $_[0]\n"; } sub tryeq ($$$) { if ($_[1] == $_[2]) { print "ok $_[0]\n"; } else { print "not ok $_[0] # $_[1] != $_[2]\n"; } } sub tryeq_sloppy ($$$) { if ($_[1] == $_[2]) { print "ok $_[0]\n"; } else { my $error = abs ($_[1] - $_[2]) / $_[1]; if ($error < 1e-9) { print "ok $_[0] # $_[1] is close to $_[2], \$^O eq $^O\n"; } else { print "not ok $_[0] # $_[1] != $_[2]\n"; } } } my $T = 1; tryeq $T++, 13 % 4, 1; tryeq $T++, -13 % 4, 3; tryeq $T++, 13 % -4, -3; tryeq $T++, -13 % -4, -1; # Give abs() a good work-out before using it in anger tryeq $T++, abs(0), 0; tryeq $T++, abs(1), 1; tryeq $T++, abs(-1), 1; tryeq $T++, abs(2147483647), 2147483647; tryeq $T++, abs(-2147483647), 2147483647; tryeq $T++, abs(4294967295), 4294967295; tryeq $T++, abs(-4294967295), 4294967295; tryeq $T++, abs(9223372036854775807), 9223372036854775807; tryeq $T++, abs(-9223372036854775807), 9223372036854775807; tryeq $T++, abs(1e50), 1e50; # Assume no change whatever; no slop needed tryeq $T++, abs(-1e50), 1e50; # Assume only sign bit flipped my $limit = 1e6; # Division (and modulo) of floating point numbers # seem to be rather sloppy in Cray. $limit = 1e8 if $^O eq 'unicos'; try $T++, abs( 13e21 % 4e21 - 1e21) < $limit; try $T++, abs(-13e21 % 4e21 - 3e21) < $limit; try $T++, abs( 13e21 % -4e21 - -3e21) < $limit; try $T++, abs(-13e21 % -4e21 - -1e21) < $limit; # UVs should behave properly tryeq $T++, 4063328477 % 65535, 27407; tryeq $T++, 4063328477 % 4063328476, 1; tryeq $T++, 4063328477 % 2031664238, 1; tryeq $T++, 2031664238 % 4063328477, 2031664238; # These should trigger wrapping on 32 bit IVs and UVs tryeq $T++, 2147483647 + 0, 2147483647; # IV + IV promote to UV tryeq $T++, 2147483647 + 1, 2147483648; tryeq $T++, 2147483640 + 10, 2147483650; tryeq $T++, 2147483647 + 2147483647, 4294967294; # IV + UV promote to NV tryeq $T++, 2147483647 + 2147483649, 4294967296; # UV + IV promote to NV tryeq $T++, 4294967294 + 2, 4294967296; # UV + UV promote to NV tryeq $T++, 4294967295 + 4294967295, 8589934590; # UV + IV to IV tryeq $T++, 2147483648 + -1, 2147483647; tryeq $T++, 2147483650 + -10, 2147483640; # IV + UV to IV tryeq $T++, -1 + 2147483648, 2147483647; tryeq $T++, -10 + 4294967294, 4294967284; # IV + IV to NV tryeq $T++, -2147483648 + -2147483648, -4294967296; tryeq $T++, -2147483640 + -10, -2147483650; # Hmm. Don't forget the simple stuff tryeq $T++, 1 + 1, 2; tryeq $T++, 4 + -2, 2; tryeq $T++, -10 + 100, 90; tryeq $T++, -7 + -9, -16; tryeq $T++, -63 + +2, -61; tryeq $T++, 4 + -1, 3; tryeq $T++, -1 + 1, 0; tryeq $T++, +29 + -29, 0; tryeq $T++, -1 + 4, 3; tryeq $T++, +4 + -17, -13; # subtraction tryeq $T++, 3 - 1, 2; tryeq $T++, 3 - 15, -12; tryeq $T++, 3 - -7, 10; tryeq $T++, -156 - 5, -161; tryeq $T++, -156 - -5, -151; tryeq $T++, -5 - -12, 7; tryeq $T++, -3 - -3, 0; tryeq $T++, 15 - 15, 0; tryeq $T++, 2147483647 - 0, 2147483647; tryeq $T++, 2147483648 - 0, 2147483648; tryeq $T++, -2147483648 - 0, -2147483648; tryeq $T++, 0 - -2147483647, 2147483647; tryeq $T++, -1 - -2147483648, 2147483647; tryeq $T++, 2 - -2147483648, 2147483650; tryeq $T++, 4294967294 - 3, 4294967291; tryeq $T++, -2147483648 - -1, -2147483647; # IV - IV promote to UV tryeq $T++, 2147483647 - -1, 2147483648; tryeq $T++, 2147483647 - -2147483648, 4294967295; # UV - IV promote to NV tryeq $T++, 4294967294 - -3, 4294967297; # IV - IV promote to NV tryeq $T++, -2147483648 - +1, -2147483649; # UV - UV promote to IV tryeq $T++, 2147483648 - 2147483650, -2; # IV - UV promote to IV tryeq $T++, 2000000000 - 4000000000, -2000000000; # No warnings should appear; my $a; $a += 1; tryeq $T++, $a, 1; undef $a; $a += -1; tryeq $T++, $a, -1; undef $a; $a += 4294967290; tryeq $T++, $a, 4294967290; undef $a; $a += -4294967290; tryeq $T++, $a, -4294967290; undef $a; $a += 4294967297; tryeq $T++, $a, 4294967297; undef $a; $a += -4294967297; tryeq $T++, $a, -4294967297; my $s; $s -= 1; tryeq $T++, $s, -1; undef $s; $s -= -1; tryeq $T++, $s, +1; undef $s; $s -= -4294967290; tryeq $T++, $s, +4294967290; undef $s; $s -= 4294967290; tryeq $T++, $s, -4294967290; undef $s; $s -= 4294967297; tryeq $T++, $s, -4294967297; undef $s; $s -= -4294967297; tryeq $T++, $s, +4294967297; # Multiplication tryeq $T++, 1 * 3, 3; tryeq $T++, -2 * 3, -6; tryeq $T++, 3 * -3, -9; tryeq $T++, -4 * -3, 12; # check with 0xFFFF and 0xFFFF tryeq $T++, 65535 * 65535, 4294836225; tryeq $T++, 65535 * -65535, -4294836225; tryeq $T++, -65535 * 65535, -4294836225; tryeq $T++, -65535 * -65535, 4294836225; # check with 0xFFFF and 0x10001 tryeq $T++, 65535 * 65537, 4294967295; tryeq $T++, 65535 * -65537, -4294967295; tryeq $T++, -65535 * 65537, -4294967295; tryeq $T++, -65535 * -65537, 4294967295; # check with 0x10001 and 0xFFFF tryeq $T++, 65537 * 65535, 4294967295; tryeq $T++, 65537 * -65535, -4294967295; tryeq $T++, -65537 * 65535, -4294967295; tryeq $T++, -65537 * -65535, 4294967295; # These should all be dones as NVs tryeq $T++, 65537 * 65537, 4295098369; tryeq $T++, 65537 * -65537, -4295098369; tryeq $T++, -65537 * 65537, -4295098369; tryeq $T++, -65537 * -65537, 4295098369; # will overflow an IV (in 32-bit) tryeq $T++, 46340 * 46342, 0x80001218; tryeq $T++, 46340 * -46342, -0x80001218; tryeq $T++, -46340 * 46342, -0x80001218; tryeq $T++, -46340 * -46342, 0x80001218; tryeq $T++, 46342 * 46340, 0x80001218; tryeq $T++, 46342 * -46340, -0x80001218; tryeq $T++, -46342 * 46340, -0x80001218; tryeq $T++, -46342 * -46340, 0x80001218; # will overflow a positive IV (in 32-bit) tryeq $T++, 65536 * 32768, 0x80000000; tryeq $T++, 65536 * -32768, -0x80000000; tryeq $T++, -65536 * 32768, -0x80000000; tryeq $T++, -65536 * -32768, 0x80000000; tryeq $T++, 32768 * 65536, 0x80000000; tryeq $T++, 32768 * -65536, -0x80000000; tryeq $T++, -32768 * 65536, -0x80000000; tryeq $T++, -32768 * -65536, 0x80000000; # 2147483647 is prime. bah. tryeq $T++, 46339 * 46341, 0x7ffea80f; tryeq $T++, 46339 * -46341, -0x7ffea80f; tryeq $T++, -46339 * 46341, -0x7ffea80f; tryeq $T++, -46339 * -46341, 0x7ffea80f; # leading space should be ignored tryeq $T++, 1 + " 1", 2; tryeq $T++, 3 + " -1", 2; tryeq $T++, 1.2, " 1.2"; tryeq $T++, -1.2, " -1.2"; # divide tryeq $T++, 28/14, 2; tryeq $T++, 28/-7, -4; tryeq $T++, -28/4, -7; tryeq $T++, -28/-2, 14; tryeq $T++, 0x80000000/1, 0x80000000; tryeq $T++, 0x80000000/-1, -0x80000000; tryeq $T++, -0x80000000/1, -0x80000000; tryeq $T++, -0x80000000/-1, 0x80000000; # The example for sloppy divide, rigged to avoid the peephole optimiser. tryeq_sloppy $T++, "20." / "5.", 4; tryeq $T++, 2.5 / 2, 1.25; tryeq $T++, 3.5 / -2, -1.75; tryeq $T++, -4.5 / 2, -2.25; tryeq $T++, -5.5 / -2, 2.75; # Bluuurg if your floating point can't accurately cope with powers of 2 # [I suspect this is parsing string->float problems, not actual arith] tryeq_sloppy $T++, 18446744073709551616/1, 18446744073709551616; # Bluuurg tryeq_sloppy $T++, 18446744073709551616/2, 9223372036854775808; tryeq_sloppy $T++, 18446744073709551616/4294967296, 4294967296; tryeq_sloppy $T++, 18446744073709551616/9223372036854775808, 2; { # The peephole optimiser is wrong to think that it can substitute intops # in place of regular ops, because i_multiply can overflow. # Bug reported by "Sisyphus" my $n = 1127; my $float = ($n % 1000) * 167772160.0; tryeq_sloppy $T++, $float, 21307064320; # On a 32 bit machine, if the i_multiply op is used, you will probably get # -167772160. It's actually undefined behaviour, so anything may happen. my $int = ($n % 1000) * 167772160; tryeq $T++, $int, 21307064320; my $t = time; my $t1000 = time() * 1000; try $T++, abs($t1000 -1000 * $t) <= 2000; } my $vms_no_ieee; if ($^O eq 'VMS') { use vars '%Config'; eval {require Config; import Config}; $vms_no_ieee = 1 unless defined($Config{useieee}); } if ($^O eq 'vos') { print "not ok ", $T++, " # TODO VOS raises SIGFPE instead of producing infinity.\n"; } elsif ($vms_no_ieee) { print $T++, " # SKIP -- the IEEE infinity model is unavailable in this configuration.\n" } elsif ($^O eq 'ultrix') { print "not ok ", $T++, " # TODO Ultrix enters deep nirvana instead of producing infinity.\n"; } else { # The computation of $v should overflow and produce "infinity" # on any system whose max exponent is less than 10**1506. # The exact string used to represent infinity varies by OS, # so we don't test for it; all we care is that we don't die. # # Perl considers it to be an error if SIGFPE is raised. # Chances are the interpreter will die, since it doesn't set # up a handler for SIGFPE. That's why this test is last; to # minimize the number of test failures. --PG my $n = 5000; my $v = 2; while (--$n) { $v *= 2; } print "ok ", $T++, "\n"; }