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ppm-guest pushed a commit to annotated tag v0.36
in repository libmath-prime-util-perl.

commit 6a81827a9ac16f3521c2573197e8e63592931616
Author: Dana Jacobsen <d...@acm.org>
Date:   Wed Jan 8 09:32:47 2014 -0800

    Trim PP testing
---
 t/80-pp.t | 44 ++++++++++++++++++++++----------------------
 1 file changed, 22 insertions(+), 22 deletions(-)

diff --git a/t/80-pp.t b/t/80-pp.t
index 7028fa3..fc937c1 100644
--- a/t/80-pp.t
+++ b/t/80-pp.t
@@ -42,26 +42,26 @@ my @composites = qw/
 # pseudoprimes to various small prime bases
 my %pseudoprimes = (
    2 => [ qw/2047 3277 4033 4681 8321 15841 29341 42799 49141 52633 65281 
74665 80581 85489 88357 90751/ ],
-   3 => [ qw/121 703 1891 3281 8401 8911 10585 12403 16531 18721 19345 23521 
31621 44287 47197 55969 63139 74593 79003 82513 87913 88573 97567/ ],
-   5 => [ qw/781 1541 5461 5611 7813 13021 14981 15751 24211 25351 29539 38081 
40501 44801 53971 79381/ ],
-   7 => [ qw/25 325 703 2101 2353 4525 11041 14089 20197 29857 29891 39331 
49241 58825 64681 76627 78937 79381 87673 88399 88831/ ],
-  11 => [ qw/133 793 2047 4577 5041 12403 13333 14521 17711 23377 43213 43739 
47611 48283 49601 50737 50997 56057 58969 68137 74089 85879 86347 87913 88831/ 
],
-  13 => [ qw/85 1099 5149 7107 8911 9637 13019 14491 17803 19757 20881 22177 
23521 26521 35371 44173 45629 54097 56033 57205 75241 83333 85285 86347/ ],
-  17 => [ qw/9 91 145 781 1111 2821 4033 4187 5365 5833 6697 7171 15805 19729 
21781 22791 24211 26245 31621 33001 33227 34441 35371 38081 42127 49771 71071 
74665 77293 78881 88831 96433 97921 98671/ ],
-  19 => [ qw/9 49 169 343 1849 2353 2701 4033 4681 6541 6697 7957 9997 12403 
13213 13747 15251 16531 18769 19729 24761 30589 31621 31861 32477 41003 49771 
63139 64681 65161 66421 68257 73555 96049/ ],
-  23 => [ qw/169 265 553 1271 2701 4033 4371 4681 6533 6541 7957 8321 8651 
8911 9805 14981 18721 25201 31861 34133 44173 47611 47783 50737 57401 62849 
82513 96049/ ],
-  29 => [ qw/15 91 341 469 871 2257 4371 4411 5149 6097 8401 11581 12431 15577 
16471 19093 25681 28009 29539 31417 33001 48133 49141 54913 79003/ ],
-  31 => [ qw/15 49 133 481 931 6241 8911 9131 10963 11041 14191 17767 29341 
56033 58969 68251 79003 83333 87061 88183/ ],
-  37 => [ qw/9 451 469 589 685 817 1333 3781 8905 9271 18631 19517 20591 25327 
34237 45551 46981 47587 48133 59563 61337 68101 68251 73633 79381 79501 83333 
84151 96727/ ],
-  61 => [ qw/217 341 1261 2701 3661 6541 6697 7613 13213 16213 22177 23653 
23959 31417 50117 61777 63139 67721 76301 77421 79381 80041/ ],
-  73 => [ qw/205 259 533 1441 1921 2665 3439 5257 15457 23281 24617 26797 
27787 28939 34219 39481 44671 45629 64681 67069 76429 79501 93521/ ],
- psp2       => [ qw/341 561 645 1105 1387 1729 1905 2047 2465 2701 2821 3277 
4033 4369 4371 4681 5461 6601 7957 8321 8481 8911 10261 10585/ ],
- psp3       => [ qw/91 121 286 671 703 949 1105 1541 1729 1891 2465 2665 2701 
2821 3281 3367 3751 4961 5551 6601 7381 8401 8911 10585 11011/ ],
- lucas      => [ qw/9179 10877 11419 11663 13919 14839 16109 16211 18407 18971 
19043/ ],
- slucas     => [ qw/5459 5777 10877 16109 18971 22499 24569 25199 40309 58519 
75077/ ],
- eslucas    => [ qw/989 3239 5777 10877 27971 29681 30739 31631 39059 72389 
73919 75077 100127/ ],
+   3 => [ qw/121 703 1891 3281 8401 8911 10585 12403  87913 88573 97567/ ],
+   5 => [ qw/781 1541 5461 5611 7813 13021 14981  44801 53971 79381/ ],
+   7 => [ qw/25 325 703 2101 2353 4525 11041  79381 87673 88399 88831/ ],
+  11 => [ qw/133 793 2047 4577 5041 12403 13333  86347 87913 88831/ ],
+  13 => [ qw/85 1099 5149 7107 8911 9637 13019  75241 83333 85285 86347/ ],
+  17 => [ qw/9 91 145 781 1111 2821 4033 4187  78881 88831 96433 97921 98671/ 
],
+  19 => [ qw/9 49 169 343 1849 2353 2701 4033  66421 68257 73555 96049/ ],
+  23 => [ qw/169 265 553 1271 2701 4033 4371  62849 82513 96049/ ],
+  29 => [ qw/15 91 341 469 871 2257 4371 4411  48133 49141 54913 79003/ ],
+  31 => [ qw/15 49 133 481 931 6241 8911 9131  79003 83333 87061 88183/ ],
+  37 => [ qw/9 451 469 589 685 817 1333 3781  79501 83333 84151 96727/ ],
+  61 => [ qw/217 341 1261 2701 3661 6541 6697  76301 77421 79381 80041/ ],
+  73 => [ qw/205 259 533 1441 1921 2665 3439  67069 76429 79501 93521/ ],
+ psp2       => [ qw/341 561 645 1105 1387 1729  8321 8481 8911 10261 10585/ ],
+ psp3       => [ qw/91 121 286 671 703 949 1105  7381 8401 8911 10585 11011/ ],
+ lucas      => [ qw/9179 10877 11419 11663 13919  18407 18971 19043/ ],
+ slucas     => [ qw/5459 5777 10877 16109 18971  40309 58519 75077/ ],
+ eslucas    => [ qw/989 3239 5777 10877 27971  72389 73919 75077 100127/ ],
  aeslucas1  => [ qw/989 3239 5777 10469 10877 27971 29681 30739 31631 39059 
72389 73919 75077 100127/ ],
- aeslucas2  => [ qw/3239 4531 5777 10877 12209 21899 31631 31831 32129 34481 
36079 37949 47849 50959/ ],
+ aeslucas2  => [ qw/3239 4531 5777 10877 12209  36079 37949 47849 50959/ ],
 );
 # Test a pseudoprime larger than 2^32.
 push @{$pseudoprimes{2}}, 75792980677 if $use64;
@@ -138,11 +138,11 @@ my %pivals32 = (
           4294967295 => 203280221,
 );
 my %pivals_small = map { $_ => $pivals32{$_} }
-                   grep {$_ <= 200000}
+                   grep {$_ <= 80000}
                    keys %pivals32;
 
 my %pi_intervals = (
-  "1e10 +2**16" => 2821,
+  "1e9 +2**14"  => 785,
   "17 to 13"    => 0,
   "3 to 17"     => 6,
   "4 to 17"     => 5,
@@ -176,7 +176,7 @@ my %nthprimes32 = (
           100000000 => 2038074743,
 );
 my %nthprimes_small = map { $_ => $nthprimes32{$_} }
-                      grep { $extra ? ($_ <= 2_000_000) : ($_ <= 20_000) }
+                      grep { $extra ? ($_ <= 2_000_000) : ($_ <= 5_000) }
                       keys %nthprimes32;
 
 my %eivals = (

-- 
Alioth's /usr/local/bin/git-commit-notice on 
/srv/git.debian.org/git/pkg-perl/packages/libmath-prime-util-perl.git

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