https://launchpad.net/~savoury1/+archive/ubuntu/perl-xenial/+build/26675423 RUN: /usr/share/launchpad-buildd/bin/builder-prep Kernel version: Linux lcy02-amd64-052 5.4.0-156-generic #173-Ubuntu SMP Tue Jul 11 07:25:22 UTC 2023 x86_64 Buildd toolchain package versions: launchpad-buildd_234~642~ubuntu20.04.1 python3-lpbuildd_234~642~ubuntu20.04.1 sbuild_0.79.0-1ubuntu1 git-build-recipe_0.3.6 git_1:2.25.1-1ubuntu3.11 dpkg-dev_1.19.7ubuntu3.2 python3-debian_0.1.36ubuntu1.1. Syncing the system clock with the buildd NTP service... 1 Sep 18:05:26 ntpdate[1876]: adjust time server 10.131.248.1 offset -0.000900 sec RUN: /usr/share/launchpad-buildd/bin/in-target unpack-chroot --backend=chroot --series=xenial --arch=i386 PACKAGEBUILD-26675423 --image-type chroot /home/buildd/filecache-default/6b45f3ae46c16dc860eacd9947b747f19549dede Creating target for build PACKAGEBUILD-26675423 RUN: /usr/share/launchpad-buildd/bin/in-target mount-chroot --backend=chroot --series=xenial --arch=i386 PACKAGEBUILD-26675423 Starting target for build PACKAGEBUILD-26675423 RUN: /usr/share/launchpad-buildd/bin/in-target override-sources-list --backend=chroot --series=xenial --arch=i386 PACKAGEBUILD-26675423 'deb http://ppa.launchpadcontent.net/savoury1/perl-xenial/ubuntu xenial main' 'deb http://ppa.launchpadcontent.net/savoury1/backports/ubuntu xenial main' 'deb http://ppa.launchpadcontent.net/savoury1/build-tools/ubuntu xenial main' 'deb http://ppa.launchpadcontent.net/savoury1/graphics/ubuntu xenial main' 'deb http://ppa.launchpadcontent.net/savoury1/fonts/ubuntu xenial main' 'deb http://ppa.launchpadcontent.net/savoury1/python/ubuntu xenial main' 'deb http://ftpmaster.internal/ubuntu xenial main restricted universe multiverse' 'deb http://ftpmaster.internal/ubuntu xenial-security main restricted universe multiverse' 'deb http://ftpmaster.internal/ubuntu xenial-updates main restricted universe multiverse' Overriding sources.list in build-PACKAGEBUILD-26675423 RUN: /usr/share/launchpad-buildd/bin/in-target add-trusted-keys --backend=chroot --series=xenial --arch=i386 PACKAGEBUILD-26675423 Adding trusted keys to build-PACKAGEBUILD-26675423 pub rsa4096/374C7797FB006459 2019-08-19 [SC] Key fingerprint = E996 7359 27E4 27A7 33BB 653E 374C 7797 FB00 6459 uid Launchpad PPA for Rob Savoury RUN: /usr/share/launchpad-buildd/bin/in-target update-debian-chroot --backend=chroot --series=xenial --arch=i386 PACKAGEBUILD-26675423 Updating target for build PACKAGEBUILD-26675423 Get:1 http://ppa.launchpadcontent.net/savoury1/perl-xenial/ubuntu xenial InRelease [15.9 kB] Hit:2 http://ftpmaster.internal/ubuntu xenial InRelease Get:3 http://ppa.launchpadcontent.net/savoury1/backports/ubuntu xenial InRelease [15.9 kB] Get:4 http://ppa.launchpadcontent.net/savoury1/build-tools/ubuntu xenial InRelease [15.9 kB] Get:5 http://ftpmaster.internal/ubuntu xenial-security InRelease [99.8 kB] Get:6 http://ppa.launchpadcontent.net/savoury1/graphics/ubuntu xenial InRelease [15.9 kB] Get:7 http://ppa.launchpadcontent.net/savoury1/fonts/ubuntu xenial InRelease [15.9 kB] Get:8 http://ftpmaster.internal/ubuntu xenial-updates InRelease [99.8 kB] Get:9 http://ppa.launchpadcontent.net/savoury1/python/ubuntu xenial InRelease [15.9 kB] Get:10 http://ppa.launchpadcontent.net/savoury1/perl-xenial/ubuntu xenial/main i386 Packages [59.1 kB] Get:11 http://ppa.launchpadcontent.net/savoury1/perl-xenial/ubuntu xenial/main Translation-en [59.1 kB] Get:12 http://ppa.launchpadcontent.net/savoury1/backports/ubuntu xenial/main i386 Packages [471 kB] Get:13 http://ppa.launchpadcontent.net/savoury1/backports/ubuntu xenial/main Translation-en [257 kB] Get:14 http://ppa.launchpadcontent.net/savoury1/build-tools/ubuntu xenial/main i386 Packages [159 kB] Get:15 http://ppa.launchpadcontent.net/savoury1/build-tools/ubuntu xenial/main Translation-en [101 kB] Get:16 http://ppa.launchpadcontent.net/savoury1/graphics/ubuntu xenial/main i386 Packages [166 kB] Get:17 http://ppa.launchpadcontent.net/savoury1/graphics/ubuntu xenial/main Translation-en [80.9 kB] Get:18 http://ftpmaster.internal/ubuntu xenial-security/main i386 Packages [1160 kB] Get:19 http://ftpmaster.internal/ubuntu xenial-security/main Translation-en [360 kB] Get:20 http://ftpmaster.internal/ubuntu xenial-security/restricted i386 Packages [9800 B] Get:21 http://ftpmaster.internal/ubuntu xenial-security/restricted Translation-en [2152 B] Get:22 http://ftpmaster.internal/ubuntu xenial-security/universe i386 Packages [665 kB] Get:23 http://ftpmaster.internal/ubuntu xenial-security/universe Translation-en [226 kB] Get:24 http://ftpmaster.internal/ubuntu xenial-security/multiverse i386 Packages [8084 B] Get:25 http://ftpmaster.internal/ubuntu xenial-security/multiverse Translation-en [2672 B] Get:26 http://ppa.launchpadcontent.net/savoury1/fonts/ubuntu xenial/main i386 Packages [31.5 kB] Get:27 http://ppa.launchpadcontent.net/savoury1/fonts/ubuntu xenial/main Translation-en [26.1 kB] Get:28 http://ppa.launchpadcontent.net/savoury1/python/ubuntu xenial/main i386 Packages [340 kB] Get:29 http://ppa.launchpadcontent.net/savoury1/python/ubuntu xenial/main Translation-en [172 kB] Get:30 http://ftpmaster.internal/ubuntu xenial-updates/main i386 Packages [1525 kB] Get:31 http://ftpmaster.internal/ubuntu xenial-updates/main Translation-en [461 kB] Get:32 http://ftpmaster.internal/ubuntu xenial-updates/restricted i386 Packages [10.2 kB] Get:33 http://ftpmaster.internal/ubuntu xenial-updates/restricted Translation-en [2272 B] Get:34 http://ftpmaster.internal/ubuntu xenial-updates/universe i386 Packages [1087 kB] Get:35 http://ftpmaster.internal/ubuntu xenial-updates/universe Translation-en [359 kB] Get:36 http://ftpmaster.internal/ubuntu xenial-updates/multiverse i386 Packages [20.4 kB] Get:37 http://ftpmaster.internal/ubuntu xenial-updates/multiverse Translation-en [8440 B] Fetched 8125 kB in 1s (4956 kB/s) Reading package lists... Reading package lists... Building dependency tree... Reading state information... Calculating upgrade... The following packages were automatically installed and are no longer required: libidn11 libpng12-0 libssl1.0.0 Use 'sudo apt autoremove' to remove them. The following NEW packages will be installed: binutils-common binutils-i686-linux-gnu dirmngr gnupg-l10n gnupg-utils gpg gpg-agent gpg-wks-client gpg-wks-server gpgconf gpgsm libassuan0 libbinutils libbrotli1 libcom-err2 libext2fs2 libhogweed6 libidn2-0 libksba8 libmpfr6 libnettle8 libnghttp2-14 libnpth0 libpng16-16 libprocps6 libpsl5 libreadline7 libssh-4 libssl1.1 libunistring2 libzstd1 logsave pinentry-curses The following packages will be upgraded: advancecomp apt apt-transport-https base-files bash binutils bsdutils bzip2 ca-certificates coreutils cpp-5 debconf dpkg dpkg-dev e2fslibs e2fsprogs fakeroot g++-5 gcc-5 gcc-5-base gnupg gpgv grep gzip init init-system-helpers libapparmor1 libapt-pkg5.0 libasan2 libasn1-8-heimdal libatomic1 libaudit-common libaudit1 libblkid1 libbz2-1.0 libc-bin libc-dev-bin libc6 libc6-dev libcc1-0 libcilkrts5 libcomerr2 libcryptsetup4 libcurl3-gnutls libdb5.3 libdpkg-perl libfakeroot libfdisk1 libgcc-5-dev libgcrypt20 libgmp10 libgnutls30 libgomp1 libgpg-error0 libgssapi-krb5-2 libgssapi3-heimdal libhcrypto4-heimdal libheimbase1-heimdal libheimntlm0-heimdal libhogweed4 libhx509-5-heimdal libidn11 libitm1 libk5crypto3 libkmod2 libkrb5-26-heimdal libkrb5-3 libkrb5support0 libldap-2.4-2 liblockfile-bin liblockfile1 liblz4-1 liblzma5 libmount1 libmpc3 libmpx0 libnettle6 libp11-kit0 libpam-modules libpam-modules-bin libpam-runtime libpam0g libpcre3 libperl5.22 libpng12-0 libprocps4 libquadmath0 libroken18-heimdal librtmp1 libsasl2-2 libsasl2-modules-db libseccomp2 libsmartcols1 libsqlite3-0 libss2 libssl1.0.0 libstdc++-5-dev libstdc++6 libsystemd0 libtasn1-6 libubsan0 libudev1 libuuid1 libwind0-heimdal linux-libc-dev login lsb-base make makedev mawk mount multiarch-support openssl optipng passwd patch perl perl-base perl-modules-5.22 pkgbinarymangler procps readline-common sed sensible-utils systemd systemd-sysv tar tzdata ubuntu-keyring util-linux xz-utils zlib1g 132 upgraded, 33 newly installed, 0 to remove and 0 not upgraded. Need to get 85.9 MB of archives. After this operation, 48.8 MB of additional disk space will be used. Get:1 http://ppa.launchpadcontent.net/savoury1/backports/ubuntu xenial/main i386 bash i386 5.1-6ubuntu1~16.04.sav0 [1403 kB] Get:2 http://ftpmaster.internal/ubuntu xenial-updates/main i386 base-files i386 9.4ubuntu4.13 [61.8 kB] Get:3 http://ftpmaster.internal/ubuntu xenial-updates/main i386 bsdutils i386 1:2.27.1-6ubuntu3.10 [53.0 kB] Get:4 http://ftpmaster.internal/ubuntu xenial-updates/main i386 coreutils i386 8.25-2ubuntu3~16.04 [1198 kB] Get:5 http://ppa.launchpadcontent.net/savoury1/backports/ubuntu xenial/main i386 liblzma5 i386 5.4.1-0.0~16.04.sav0 [224 kB] Get:6 http://ppa.launchpadcontent.net/savoury1/backports/ubuntu xenial/main i386 libzstd1 i386 1.5.5+dfsg-0ubuntu1~16.04.sav1 [271 kB] Get:7 http://ppa.launchpadcontent.net/savoury1/backports/ubuntu xenial/main i386 tar i386 1.34+dfsg-1ubuntu0.1.16.04.1sav0 [854 kB] Get:8 http://ftpmaster.internal/ubuntu xenial-security/main i386 libc6-dev i386 2.23-0ubuntu11.3 [1677 kB] Get:9 http://ppa.launchpadcontent.net/savoury1/perl-xenial/ubuntu xenial/main i386 perl-modules-5.22 all 5.22.1-9ubuntu0.9+esm2+sav0 [2686 kB] Get:10 http://ftpmaster.internal/ubuntu xenial-security/main i386 libc-dev-bin i386 2.23-0ubuntu11.3 [66.5 kB] Get:11 http://ppa.launchpadcontent.net/savoury1/perl-xenial/ubuntu xenial/main i386 libperl5.22 i386 5.22.1-9ubuntu0.9+esm2+sav0 [3092 kB] Get:12 http://ftpmaster.internal/ubuntu xenial-security/main i386 linux-libc-dev i386 4.4.0-210.242 [832 kB] Get:13 http://ftpmaster.internal/ubuntu xenial-security/main i386 libc6 i386 2.23-0ubuntu11.3 [2272 kB] Get:14 http://ppa.launchpadcontent.net/savoury1/perl-xenial/ubuntu xenial/main i386 perl i386 5.22.1-9ubuntu0.9+esm2+sav0 [237 kB] Get:15 http://ppa.launchpadcontent.net/savoury1/perl-xenial/ubuntu xenial/main i386 perl-base i386 5.22.1-9ubuntu0.9+esm2+sav0 [1367 kB] Get:16 http://ppa.launchpadcontent.net/savoury1/backports/ubuntu xenial/main i386 bzip2 i386 1.0.8-4ubuntu2~16.04.sav0 [43.1 kB] Get:17 http://ppa.launchpadcontent.net/savoury1/backports/ubuntu xenial/main i386 libbz2-1.0 i386 1.0.8-4ubuntu2~16.04.sav0 [39.5 kB] Get:18 http://ppa.launchpadcontent.net/savoury1/backports/ubuntu xenial/main i386 zlib1g i386 1:1.2.13.dfsg-1ubuntu4~16.04.sav0 [95.4 kB] Get:19 http://ppa.launchpadcontent.net/savoury1/backports/ubuntu xenial/main i386 xz-utils i386 5.4.1-0.0~16.04.sav0 [452 kB] Get:20 http://ppa.launchpadcontent.net/savoury1/build-tools/ubuntu xenial/main i386 libdpkg-perl all 1.19.0.5ubuntu2.4~16.04.sav0 [1337 kB] Get:21 http://ftpmaster.internal/ubuntu xenial-security/main i386 libdb5.3 i386 5.3.28-11ubuntu0.2 [732 kB] Get:22 http://ppa.launchpadcontent.net/savoury1/build-tools/ubuntu xenial/main i386 dpkg i386 1.19.0.5ubuntu2.4~16.04.sav0 [2159 kB] Get:23 http://ftpmaster.internal/ubuntu xenial-updates/main i386 login i386 1:4.2-3.1ubuntu5.4 [307 kB] Get:24 http://ftpmaster.internal/ubuntu xenial-updates/main i386 libsystemd0 i386 229-4ubuntu21.31 [223 kB] Get:25 http://ftpmaster.internal/ubuntu xenial-updates/main i386 systemd i386 229-4ubuntu21.31 [3630 kB] Get:26 http://ppa.launchpadcontent.net/savoury1/build-tools/ubuntu xenial/main i386 dpkg-dev all 1.19.0.5ubuntu2.4~16.04.sav0 [1639 kB] Get:27 http://ppa.launchpadcontent.net/savoury1/build-tools/ubuntu xenial/main i386 patch i386 2.7.6-2ubuntu1.1~16.04.sav0 [135 kB] Get:28 http://ppa.launchpadcontent.net/savoury1/build-tools/ubuntu xenial/main i386 make i386 4.2.1-1.2~16.04.sav0 [322 kB] Get:29 http://ppa.launchpadcontent.net/savoury1/build-tools/ubuntu xenial/main i386 binutils i386 2.30-21ubuntu1~16.04.9sav0 [68.3 kB] Get:30 http://ppa.launchpadcontent.net/savoury1/build-tools/ubuntu xenial/main i386 binutils-common i386 2.30-21ubuntu1~16.04.9sav0 [1932 kB] Get:31 http://ppa.launchpadcontent.net/savoury1/build-tools/ubuntu xenial/main i386 libbinutils i386 2.30-21ubuntu1~16.04.9sav0 [533 kB] Get:32 http://ppa.launchpadcontent.net/savoury1/build-tools/ubuntu xenial/main i386 binutils-i686-linux-gnu i386 2.30-21ubuntu1~16.04.9sav0 [1877 kB] Get:33 http://ftpmaster.internal/ubuntu xenial-security/main i386 libapparmor1 i386 2.10.95-0ubuntu2.12 [30.8 kB] Get:34 http://ftpmaster.internal/ubuntu xenial-updates/main i386 libaudit-common all 1:2.4.5-1ubuntu2.1 [3924 B] Get:35 http://ftpmaster.internal/ubuntu xenial-updates/main i386 libaudit1 i386 1:2.4.5-1ubuntu2.1 [37.5 kB] Get:36 http://ftpmaster.internal/ubuntu xenial-updates/main i386 debconf all 1.5.58ubuntu2 [136 kB] Get:37 http://ppa.launchpadcontent.net/savoury1/backports/ubuntu xenial/main i386 libcom-err2 i386 1.46.5-2ubuntu1.1~16.04.sav0 [77.4 kB] Get:38 http://ftpmaster.internal/ubuntu xenial-updates/main i386 libpam0g i386 1.1.8-3.2ubuntu2.3 [57.8 kB] Get:39 http://ppa.launchpadcontent.net/savoury1/backports/ubuntu xenial/main i386 libcomerr2 i386 1.46.5-2ubuntu1.1~16.04.sav0 [73.1 kB] Get:40 http://ftpmaster.internal/ubuntu xenial-updates/main i386 libpam-modules-bin i386 1.1.8-3.2ubuntu2.3 [38.3 kB] Get:41 http://ftpmaster.internal/ubuntu xenial-updates/main i386 libpam-modules i386 1.1.8-3.2ubuntu2.3 [256 kB] Get:42 http://ppa.launchpadcontent.net/savoury1/backports/ubuntu xenial/main i386 libext2fs2 i386 1.46.5-2ubuntu1.1~16.04.sav0 [285 kB] Get:43 http://ftpmaster.internal/ubuntu xenial-updates/main i386 passwd i386 1:4.2-3.1ubuntu5.4 [787 kB] Get:44 http://ppa.launchpadcontent.net/savoury1/backports/ubuntu xenial/main i386 e2fslibs i386 1.46.5-2ubuntu1.1~16.04.sav0 [73.1 kB] Get:45 http://ppa.launchpadcontent.net/savoury1/backports/ubuntu xenial/main i386 logsave i386 1.46.5-2ubuntu1.1~16.04.sav0 [77.8 kB] Get:46 http://ppa.launchpadcontent.net/savoury1/backports/ubuntu xenial/main i386 e2fsprogs i386 1.46.5-2ubuntu1.1~16.04.sav0 [644 kB] Get:47 http://ppa.launchpadcontent.net/savoury1/backports/ubuntu xenial/main i386 grep i386 3.7-1ubuntu0~16.04.sav0 [449 kB] Get:48 http://ftpmaster.internal/ubuntu xenial-updates/main i386 libuuid1 i386 2.27.1-6ubuntu3.10 [15.6 kB] Get:49 http://ftpmaster.internal/ubuntu xenial-updates/main i386 libblkid1 i386 2.27.1-6ubuntu3.10 [120 kB] Get:50 http://ppa.launchpadcontent.net/savoury1/backports/ubuntu xenial/main i386 gzip i386 1.12-1ubuntu1~16.04.sav0 [139 kB] Get:51 http://ppa.launchpadcontent.net/savoury1/backports/ubuntu xenial/main i386 init-system-helpers all 1.56+16.04.sav0 [50.7 kB] Get:52 http://ftpmaster.internal/ubuntu xenial-updates/main i386 libcryptsetup4 i386 2:1.6.6-5ubuntu2.1 [80.9 kB] Get:53 http://ppa.launchpadcontent.net/savoury1/backports/ubuntu xenial/main i386 init i386 1.56+16.04.sav0 [16.9 kB] Get:54 http://ftpmaster.internal/ubuntu xenial-updates/main i386 libkmod2 i386 22-1ubuntu5.2 [46.0 kB] Get:55 http://ftpmaster.internal/ubuntu xenial-updates/main i386 libmount1 i386 2.27.1-6ubuntu3.10 [125 kB] Get:56 http://ppa.launchpadcontent.net/savoury1/backports/ubuntu xenial/main i386 libgpg-error0 i386 1.47-0ubuntu1~16.04.sav0 [87.9 kB] Get:57 http://ppa.launchpadcontent.net/savoury1/backports/ubuntu xenial/main i386 libgcrypt20 i386 1.10.2-2ubuntu1~16.04.sav1 [486 kB] Get:58 http://ftpmaster.internal/ubuntu xenial-updates/main i386 lsb-base all 9.20160110ubuntu0.2 [13.7 kB] Get:59 http://ftpmaster.internal/ubuntu xenial-updates/main i386 util-linux i386 2.27.1-6ubuntu3.10 [876 kB] Get:60 http://ppa.launchpadcontent.net/savoury1/backports/ubuntu xenial/main i386 libseccomp2 i386 2.5.3-2ubuntu1~16.04.sav0 [50.4 kB] Get:61 http://ppa.launchpadcontent.net/savoury1/backports/ubuntu xenial/main i386 sed i386 4.9-0ubuntu1~16.04.sav0 [322 kB] Get:62 http://ppa.launchpadcontent.net/savoury1/backports/ubuntu xenial/main i386 liblz4-1 i386 1.9.4-1~16.04.sav0 [64.1 kB] Get:63 http://ftpmaster.internal/ubuntu xenial-updates/main i386 mount i386 2.27.1-6ubuntu3.10 [127 kB] Get:64 http://ppa.launchpadcontent.net/savoury1/backports/ubuntu xenial/main i386 libgmp10 i386 2:6.2.1+dfsg1-1.1ubuntu2~16.04.sav0 [264 kB] Get:65 http://ftpmaster.internal/ubuntu xenial-security/main i386 libc-bin i386 2.23-0ubuntu11.3 [586 kB] Get:66 http://ppa.launchpadcontent.net/savoury1/backports/ubuntu xenial/main i386 libmpc3 i386 1.1.0-1~16.04.sav0 [45.9 kB] Get:67 http://ppa.launchpadcontent.net/savoury1/backports/ubuntu xenial/main i386 libmpfr6 i386 4.0.2-1~16.04.sav0 [780 kB] Get:68 http://ppa.launchpadcontent.net/savoury1/build-tools/ubuntu xenial/main i386 ubuntu-keyring all 2020.02.11.4~16.04.sav0 [23.9 kB] Get:69 http://ppa.launchpadcontent.net/savoury1/backports/ubuntu xenial/main i386 gpgv i386 2.1.23-2ubuntu0.1~16.04.sav0 [225 kB] Get:70 http://ftpmaster.internal/ubuntu xenial-security/main i386 libubsan0 i386 5.4.0-6ubuntu1~16.04.12 [106 kB] Get:71 http://ppa.launchpadcontent.net/savoury1/backports/ubuntu xenial/main i386 libassuan0 i386 2.4.3-2~16.04.sav0 [38.5 kB] Get:72 http://ftpmaster.internal/ubuntu xenial-security/main i386 libgomp1 i386 5.4.0-6ubuntu1~16.04.12 [58.7 kB] Get:73 http://ppa.launchpadcontent.net/savoury1/backports/ubuntu xenial/main i386 readline-common all 7.0-3+16.04.sav0 [59.5 kB] Get:74 http://ftpmaster.internal/ubuntu xenial-security/main i386 libitm1 i386 5.4.0-6ubuntu1~16.04.12 [30.7 kB] Get:75 http://ftpmaster.internal/ubuntu xenial-security/main i386 libatomic1 i386 5.4.0-6ubuntu1~16.04.12 [9688 B] Get:76 http://ftpmaster.internal/ubuntu xenial-security/main i386 libasan2 i386 5.4.0-6ubuntu1~16.04.12 [266 kB] Get:77 http://ppa.launchpadcontent.net/savoury1/backports/ubuntu xenial/main i386 libreadline7 i386 7.0-3+16.04.sav0 [154 kB] Get:78 http://ppa.launchpadcontent.net/savoury1/backports/ubuntu xenial/main i386 libnettle8 i386 3.7.3-1~16.04.sav0 [169 kB] Get:79 http://ftpmaster.internal/ubuntu xenial-security/main i386 libcilkrts5 i386 5.4.0-6ubuntu1~16.04.12 [44.9 kB] Get:80 http://ppa.launchpadcontent.net/savoury1/backports/ubuntu xenial/main i386 libhogweed6 i386 3.7.3-1~16.04.sav0 [203 kB] Get:81 http://ftpmaster.internal/ubuntu xenial-security/main i386 libmpx0 i386 5.4.0-6ubuntu1~16.04.12 [11.1 kB] Get:82 http://ftpmaster.internal/ubuntu xenial-security/main i386 libquadmath0 i386 5.4.0-6ubuntu1~16.04.12 [203 kB] Get:83 http://ppa.launchpadcontent.net/savoury1/backports/ubuntu xenial/main i386 libunistring2 i386 1.0-1~16.04.sav0 [415 kB] Get:84 http://ftpmaster.internal/ubuntu xenial-security/main i386 g++-5 i386 5.4.0-6ubuntu1~16.04.12 [8372 kB] Get:85 http://ppa.launchpadcontent.net/savoury1/backports/ubuntu xenial/main i386 libidn2-0 i386 2.3.3-1~16.04.sav0 [128 kB] Get:86 http://ppa.launchpadcontent.net/savoury1/backports/ubuntu xenial/main i386 libp11-kit0 i386 0.23.20-1ubuntu0.1~16.04.sav0 [196 kB] Get:87 http://ppa.launchpadcontent.net/savoury1/backports/ubuntu xenial/main i386 libtasn1-6 i386 4.18.0-4~16.04.sav0 [58.5 kB] Get:88 http://ppa.launchpadcontent.net/savoury1/backports/ubuntu xenial/main i386 libgnutls30 i386 3.7.3-4ubuntu1.2~16.04.sav0 [1032 kB] Get:89 http://ppa.launchpadcontent.net/savoury1/backports/ubuntu xenial/main i386 libksba8 i386 1.3.4-4~16.04.sav0 [102 kB] Get:90 http://ppa.launchpadcontent.net/savoury1/backports/ubuntu xenial/main i386 gnupg-l10n all 2.1.23-2ubuntu0.1~16.04.sav0 [625 kB] Get:91 http://ppa.launchpadcontent.net/savoury1/backports/ubuntu xenial/main i386 gnupg-utils i386 2.1.23-2ubuntu0.1~16.04.sav0 [152 kB] Get:92 http://ppa.launchpadcontent.net/savoury1/backports/ubuntu xenial/main i386 gpgconf i386 2.1.23-2ubuntu0.1~16.04.sav0 [143 kB] Get:93 http://ppa.launchpadcontent.net/savoury1/backports/ubuntu xenial/main i386 gpg-agent i386 2.1.23-2ubuntu0.1~16.04.sav0 [256 kB] Get:94 http://ppa.launchpadcontent.net/savoury1/backports/ubuntu xenial/main i386 gpg i386 2.1.23-2ubuntu0.1~16.04.sav0 [503 kB] Get:95 http://ppa.launchpadcontent.net/savoury1/backports/ubuntu xenial/main i386 dirmngr i386 2.1.23-2ubuntu0.1~16.04.sav0 [351 kB] Get:96 http://ppa.launchpadcontent.net/savoury1/backports/ubuntu xenial/main i386 gpg-wks-client i386 2.1.23-2ubuntu0.1~16.04.sav0 [118 kB] Get:97 http://ppa.launchpadcontent.net/savoury1/backports/ubuntu xenial/main i386 gpg-wks-server i386 2.1.23-2ubuntu0.1~16.04.sav0 [111 kB] Get:98 http://ppa.launchpadcontent.net/savoury1/backports/ubuntu xenial/main i386 gpgsm i386 2.1.23-2ubuntu0.1~16.04.sav0 [247 kB] Get:99 http://ppa.launchpadcontent.net/savoury1/backports/ubuntu xenial/main i386 gnupg i386 2.1.23-2ubuntu0.1~16.04.sav0 [335 kB] Get:100 http://ppa.launchpadcontent.net/savoury1/backports/ubuntu xenial/main i386 libsqlite3-0 i386 3.37.2-2ubuntu0.1~16.04.sav0 [869 kB] Get:101 http://ppa.launchpadcontent.net/savoury1/backports/ubuntu xenial/main i386 sensible-utils all 0.0.12+nmu1~16.04.sav0 [16.2 kB] Get:102 http://ppa.launchpadcontent.net/savoury1/backports/ubuntu xenial/main i386 libpcre3 i386 2:8.39-9ubuntu0.1~16.04.sav0 [338 kB] Get:103 http://ppa.launchpadcontent.net/savoury1/backports/ubuntu xenial/main i386 libss2 i386 1.46.5-2ubuntu1.1~16.04.sav0 [82.1 kB] Get:104 http://ppa.launchpadcontent.net/savoury1/backports/ubuntu xenial/main i386 mawk i386 1.3.4.20200120-2~16.04.sav0 [96.6 kB] Get:105 http://ppa.launchpadcontent.net/savoury1/backports/ubuntu xenial/main i386 libprocps6 i386 2:3.3.12-3ubuntu1.2~16.04.sav0 [60.4 kB] Get:106 http://ppa.launchpadcontent.net/savoury1/backports/ubuntu xenial/main i386 libssl1.0.0 i386 1.0.2n-1ubuntu5.13~16.04.sav1 [1117 kB] Get:107 http://ppa.launchpadcontent.net/savoury1/backports/ubuntu xenial/main i386 procps i386 2:3.3.12-3ubuntu1.2~16.04.sav0 [249 kB] Get:108 http://ppa.launchpadcontent.net/savoury1/backports/ubuntu xenial/main i386 libbrotli1 i386 1.0.9-2~16.04.sav0 [274 kB] Get:109 http://ppa.launchpadcontent.net/savoury1/backports/ubuntu xenial/main i386 libnghttp2-14 i386 1.51.0-1~16.04.sav0 [80.9 kB] Get:110 http://ppa.launchpadcontent.net/savoury1/backports/ubuntu xenial/main i386 libpsl5 i386 0.21.0-1.2~16.04.sav0 [58.6 kB] Get:111 http://ppa.launchpadcontent.net/savoury1/backports/ubuntu xenial/main i386 libhogweed4 i386 3.4.1-1ubuntu0.16.04.1sav0 [142 kB] Get:112 http://ppa.launchpadcontent.net/savoury1/backports/ubuntu xenial/main i386 libnettle6 i386 3.4.1-1ubuntu0.16.04.1sav0 [233 kB] Get:113 http://ppa.launchpadcontent.net/savoury1/backports/ubuntu xenial/main i386 libssl1.1 i386 1.1.1v-0ubuntu1~16.04.sav0 [1553 kB] Get:114 http://ppa.launchpadcontent.net/savoury1/backports/ubuntu xenial/main i386 libssh-4 i386 0.10.4-2~16.04.sav0 [199 kB] Get:115 http://ppa.launchpadcontent.net/savoury1/backports/ubuntu xenial/main i386 libcurl3-gnutls i386 7.88.1-10~16.04.sav0 [428 kB] Get:116 http://ppa.launchpadcontent.net/savoury1/backports/ubuntu xenial/main i386 liblockfile-bin i386 1.14-1.1~16.04.sav0 [15.9 kB] Get:117 http://ppa.launchpadcontent.net/savoury1/backports/ubuntu xenial/main i386 liblockfile1 i386 1.14-1.1~16.04.sav0 [12.3 kB] Get:118 http://ppa.launchpadcontent.net/savoury1/backports/ubuntu xenial/main i386 openssl i386 1.1.1v-0ubuntu1~16.04.sav0 [625 kB] Get:119 http://ppa.launchpadcontent.net/savoury1/backports/ubuntu xenial/main i386 ca-certificates all 20211016ubuntu0.16.04.1sav0 [153 kB] Get:120 http://ppa.launchpadcontent.net/savoury1/build-tools/ubuntu xenial/main i386 libfakeroot i386 1.22-2ubuntu1~16.04.sav0 [47.1 kB] Get:121 http://ppa.launchpadcontent.net/savoury1/build-tools/ubuntu xenial/main i386 fakeroot i386 1.22-2ubuntu1~16.04.sav0 [86.3 kB] Get:122 http://ppa.launchpadcontent.net/savoury1/backports/ubuntu xenial/main i386 libidn11 i386 1.33-2.2ubuntu2~16.04.sav0 [51.3 kB] Get:123 http://ppa.launchpadcontent.net/savoury1/backports/ubuntu xenial/main i386 libpng16-16 i386 1.6.40-1~16.04.sav0 [198 kB] Get:124 http://ppa.launchpadcontent.net/savoury1/build-tools/ubuntu xenial/main i386 optipng i386 0.7.7-1~16.04.sav0 [85.2 kB] Get:125 http://ppa.launchpadcontent.net/savoury1/perl-xenial/ubuntu xenial/main i386 pkgbinarymangler all 144.16.04.sav0 [55.0 kB] Get:126 http://ftpmaster.internal/ubuntu xenial-security/main i386 gcc-5 i386 5.4.0-6ubuntu1~16.04.12 [8496 kB] Get:127 http://ftpmaster.internal/ubuntu xenial-security/main i386 cpp-5 i386 5.4.0-6ubuntu1~16.04.12 [7725 kB] Get:128 http://ftpmaster.internal/ubuntu xenial-security/main i386 libcc1-0 i386 5.4.0-6ubuntu1~16.04.12 [39.3 kB] Get:129 http://ftpmaster.internal/ubuntu xenial-security/main i386 libstdc++-5-dev i386 5.4.0-6ubuntu1~16.04.12 [1457 kB] Get:130 http://ftpmaster.internal/ubuntu xenial-security/main i386 libgcc-5-dev i386 5.4.0-6ubuntu1~16.04.12 [2240 kB] Get:131 http://ftpmaster.internal/ubuntu xenial-security/main i386 gcc-5-base i386 5.4.0-6ubuntu1~16.04.12 [17.4 kB] Get:132 http://ftpmaster.internal/ubuntu xenial-security/main i386 libstdc++6 i386 5.4.0-6ubuntu1~16.04.12 [418 kB] Get:133 http://ftpmaster.internal/ubuntu xenial-updates/main i386 libapt-pkg5.0 i386 1.2.35 [755 kB] Get:134 http://ftpmaster.internal/ubuntu xenial/main i386 libnpth0 i386 1.2-3 [8322 B] Get:135 http://ftpmaster.internal/ubuntu xenial/main i386 pinentry-curses i386 0.9.7-3 [32.1 kB] Get:136 http://ftpmaster.internal/ubuntu xenial-security/main i386 libroken18-heimdal i386 1.7~git20150920+dfsg-4ubuntu1.16.04.1 [44.7 kB] Get:137 http://ftpmaster.internal/ubuntu xenial-security/main i386 libasn1-8-heimdal i386 1.7~git20150920+dfsg-4ubuntu1.16.04.1 [183 kB] Get:138 http://ftpmaster.internal/ubuntu xenial-security/main i386 libhcrypto4-heimdal i386 1.7~git20150920+dfsg-4ubuntu1.16.04.1 [89.8 kB] Get:139 http://ftpmaster.internal/ubuntu xenial-security/main i386 libheimbase1-heimdal i386 1.7~git20150920+dfsg-4ubuntu1.16.04.1 [32.0 kB] Get:140 http://ftpmaster.internal/ubuntu xenial-security/main i386 libwind0-heimdal i386 1.7~git20150920+dfsg-4ubuntu1.16.04.1 [48.5 kB] Get:141 http://ftpmaster.internal/ubuntu xenial-security/main i386 libhx509-5-heimdal i386 1.7~git20150920+dfsg-4ubuntu1.16.04.1 [118 kB] Get:142 http://ftpmaster.internal/ubuntu xenial-security/main i386 libkrb5-26-heimdal i386 1.7~git20150920+dfsg-4ubuntu1.16.04.1 [226 kB] Get:143 http://ftpmaster.internal/ubuntu xenial-security/main i386 libheimntlm0-heimdal i386 1.7~git20150920+dfsg-4ubuntu1.16.04.1 [16.7 kB] Get:144 http://ftpmaster.internal/ubuntu xenial-security/main i386 libgssapi3-heimdal i386 1.7~git20150920+dfsg-4ubuntu1.16.04.1 [107 kB] Get:145 http://ftpmaster.internal/ubuntu xenial-security/main i386 libsasl2-modules-db i386 2.1.26.dfsg1-14ubuntu0.2 [15.5 kB] Get:146 http://ftpmaster.internal/ubuntu xenial-security/main i386 libsasl2-2 i386 2.1.26.dfsg1-14ubuntu0.2 [51.9 kB] Get:147 http://ftpmaster.internal/ubuntu xenial-security/main i386 libldap-2.4-2 i386 2.4.42+dfsg-2ubuntu3.13 [171 kB] Get:148 http://ftpmaster.internal/ubuntu xenial-updates/main i386 apt i386 1.2.35 [1126 kB] Get:149 http://ftpmaster.internal/ubuntu xenial-updates/main i386 systemd-sysv i386 229-4ubuntu21.31 [12.3 kB] Get:150 http://ftpmaster.internal/ubuntu xenial-updates/main i386 libfdisk1 i386 2.27.1-6ubuntu3.10 [154 kB] Get:151 http://ftpmaster.internal/ubuntu xenial-updates/main i386 libpam-runtime all 1.1.8-3.2ubuntu2.3 [37.8 kB] Get:152 http://ftpmaster.internal/ubuntu xenial-updates/main i386 libsmartcols1 i386 2.27.1-6ubuntu3.10 [67.6 kB] Get:153 http://ftpmaster.internal/ubuntu xenial-updates/main i386 libudev1 i386 229-4ubuntu21.31 [58.1 kB] Get:154 http://ftpmaster.internal/ubuntu xenial-security/main i386 multiarch-support i386 2.23-0ubuntu11.3 [6828 B] Get:155 http://ftpmaster.internal/ubuntu xenial-updates/main i386 libprocps4 i386 2:3.3.10-4ubuntu2.5 [34.0 kB] Get:156 http://ftpmaster.internal/ubuntu xenial-updates/main i386 makedev all 2.3.1-93ubuntu2~ubuntu16.04.1 [24.4 kB] Get:157 http://ftpmaster.internal/ubuntu xenial-security/main i386 tzdata all 2021a-0ubuntu0.16.04 [167 kB] Get:158 http://ftpmaster.internal/ubuntu xenial-security/main i386 libpng12-0 i386 1.2.54-1ubuntu1.1 [122 kB] Get:159 http://ftpmaster.internal/ubuntu xenial-security/main i386 libgssapi-krb5-2 i386 1.13.2+dfsg-5ubuntu2.2 [130 kB] Get:160 http://ftpmaster.internal/ubuntu xenial-security/main i386 libkrb5-3 i386 1.13.2+dfsg-5ubuntu2.2 [298 kB] Get:161 http://ftpmaster.internal/ubuntu xenial-security/main i386 libkrb5support0 i386 1.13.2+dfsg-5ubuntu2.2 [32.9 kB] Get:162 http://ftpmaster.internal/ubuntu xenial-security/main i386 libk5crypto3 i386 1.13.2+dfsg-5ubuntu2.2 [83.4 kB] Get:163 http://ftpmaster.internal/ubuntu xenial-security/main i386 librtmp1 i386 2.4+20151223.gitfa8646d-1ubuntu0.1 [58.4 kB] Get:164 http://ftpmaster.internal/ubuntu xenial-updates/main i386 apt-transport-https i386 1.2.35 [28.6 kB] Get:165 http://ftpmaster.internal/ubuntu xenial-security/main i386 advancecomp i386 1.20-1ubuntu0.2 [164 kB] debconf: delaying package configuration, since apt-utils is not installed Fetched 85.9 MB in 1s (65.3 MB/s) (Reading database ... 12133 files and directories currently installed.) 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Created symlink /etc/systemd/system/multi-user.target.wants/e2scrub_reap.service, pointing to /lib/systemd/system/e2scrub_reap.service. Setting up libubsan0:i386 (5.4.0-6ubuntu1~16.04.12) ... Setting up libgomp1:i386 (5.4.0-6ubuntu1~16.04.12) ... Setting up libitm1:i386 (5.4.0-6ubuntu1~16.04.12) ... Setting up libatomic1:i386 (5.4.0-6ubuntu1~16.04.12) ... Setting up libasan2:i386 (5.4.0-6ubuntu1~16.04.12) ... Setting up libcilkrts5:i386 (5.4.0-6ubuntu1~16.04.12) ... Setting up libmpx0:i386 (5.4.0-6ubuntu1~16.04.12) ... Setting up libquadmath0:i386 (5.4.0-6ubuntu1~16.04.12) ... Setting up libmpfr6:i386 (4.0.2-1~16.04.sav0) ... Setting up libmpc3:i386 (1.1.0-1~16.04.sav0) ... Setting up cpp-5 (5.4.0-6ubuntu1~16.04.12) ... Setting up libcc1-0:i386 (5.4.0-6ubuntu1~16.04.12) ... Setting up libgcc-5-dev:i386 (5.4.0-6ubuntu1~16.04.12) ... Setting up gcc-5 (5.4.0-6ubuntu1~16.04.12) ... Setting up libstdc++-5-dev:i386 (5.4.0-6ubuntu1~16.04.12) ... Setting up g++-5 (5.4.0-6ubuntu1~16.04.12) ... Setting up libprocps4:i386 (2:3.3.10-4ubuntu2.5) ... Setting up makedev (2.3.1-93ubuntu2~ubuntu16.04.1) ... Setting up mawk (1.3.4.20200120-2~16.04.sav0) ... Setting up tzdata (2021a-0ubuntu0.16.04) ... Current default time zone: 'Etc/UTC' Local time is now: Fri Sep 1 18:05:56 UTC 2023. Universal Time is now: Fri Sep 1 18:05:56 UTC 2023. Run 'dpkg-reconfigure tzdata' if you wish to change it. Setting up libpng12-0:i386 (1.2.54-1ubuntu1.1) ... Setting up libprocps6:i386 (2:3.3.12-3ubuntu1.2~16.04.sav0) ... Setting up libssl1.0.0:i386 (1.0.2n-1ubuntu5.13~16.04.sav1) ... Setting up procps (2:3.3.12-3ubuntu1.2~16.04.sav0) ... Installing new version of config file /etc/init.d/procps ... Installing new version of config file /etc/sysctl.conf ... Setting up libbrotli1:i386 (1.0.9-2~16.04.sav0) ... Setting up libkrb5support0:i386 (1.13.2+dfsg-5ubuntu2.2) ... Setting up libk5crypto3:i386 (1.13.2+dfsg-5ubuntu2.2) ... Setting up libkrb5-3:i386 (1.13.2+dfsg-5ubuntu2.2) ... Setting up libgssapi-krb5-2:i386 (1.13.2+dfsg-5ubuntu2.2) ... Setting up libnghttp2-14:i386 (1.51.0-1~16.04.sav0) ... Setting up libpsl5:i386 (0.21.0-1.2~16.04.sav0) ... Setting up libnettle6:i386 (3.4.1-1ubuntu0.16.04.1sav0) ... Setting up libhogweed4:i386 (3.4.1-1ubuntu0.16.04.1sav0) ... Setting up librtmp1:i386 (2.4+20151223.gitfa8646d-1ubuntu0.1) ... Setting up libssl1.1:i386 (1.1.1v-0ubuntu1~16.04.sav0) ... Setting up libssh-4:i386 (0.10.4-2~16.04.sav0) ... Setting up libcurl3-gnutls:i386 (7.88.1-10~16.04.sav0) ... Setting up apt-transport-https (1.2.35) ... Setting up liblockfile-bin (1.14-1.1~16.04.sav0) ... Setting up liblockfile1:i386 (1.14-1.1~16.04.sav0) ... Setting up advancecomp (1.20-1ubuntu0.2) ... Setting up openssl (1.1.1v-0ubuntu1~16.04.sav0) ... Installing new version of config file /etc/ssl/openssl.cnf ... Setting up ca-certificates (20211016ubuntu0.16.04.1sav0) ... Updating certificates in /etc/ssl/certs... rehash: warning: skipping ca-certificates.crt,it does not contain exactly one certificate or CRL 46 added, 95 removed; done. Setting up libfakeroot:i386 (1.22-2ubuntu1~16.04.sav0) ... Setting up fakeroot (1.22-2ubuntu1~16.04.sav0) ... Setting up libidn11:i386 (1.33-2.2ubuntu2~16.04.sav0) ... Setting up libpng16-16:i386 (1.6.40-1~16.04.sav0) ... Setting up optipng (0.7.7-1~16.04.sav0) ... Setting up pkgbinarymangler (144.16.04.sav0) ... Processing triggers for libc-bin (2.23-0ubuntu11.3) ... Processing triggers for systemd (229-4ubuntu21.31) ... Processing triggers for ca-certificates (20211016ubuntu0.16.04.1sav0) ... Updating certificates in /etc/ssl/certs... 0 added, 0 removed; done. Running hooks in /etc/ca-certificates/update.d... done. RUN: /usr/share/launchpad-buildd/bin/sbuild-package PACKAGEBUILD-26675423 i386 xenial -c chroot:build-PACKAGEBUILD-26675423 --arch=i386 --dist=xenial --nolog libmath-prime-util-gmp-perl_0.51-2+16.04.sav0.dsc Initiating build PACKAGEBUILD-26675423 with 4 jobs across 4 processor cores. Kernel reported to sbuild: 5.4.0-156-generic #173-Ubuntu SMP Tue Jul 11 07:25:22 UTC 2023 i686 sbuild (Debian sbuild) 0.79.0 (05 February 2020) on lcy02-amd64-052.buildd +======================================================================================+ | libmath-prime-util-gmp-perl 0.51-2+16.04.sav0 (i386) Fri, 01 Sep 2023 18:05:59 +0000 | +======================================================================================+ Package: libmath-prime-util-gmp-perl Version: 0.51-2+16.04.sav0 Source Version: 0.51-2+16.04.sav0 Distribution: xenial Machine Architecture: amd64 Host Architecture: i386 Build Architecture: i386 Build Type: any I: NOTICE: Log filtering will replace 'home/buildd/build-PACKAGEBUILD-26675423/chroot-autobuild' with '<>' I: NOTICE: Log filtering will replace 'build/libmath-prime-util-gmp-perl-DNTwZZ/resolver-GlSHH7' with '<>' +------------------------------------------------------------------------------+ | Fetch source files | +------------------------------------------------------------------------------+ Local sources ------------- libmath-prime-util-gmp-perl_0.51-2+16.04.sav0.dsc exists in .; copying to chroot I: NOTICE: Log filtering will replace 'build/libmath-prime-util-gmp-perl-DNTwZZ/libmath-prime-util-gmp-perl-0.51' with '<>' I: NOTICE: Log filtering will replace 'build/libmath-prime-util-gmp-perl-DNTwZZ' with '<>' +------------------------------------------------------------------------------+ | Install package build dependencies | +------------------------------------------------------------------------------+ Setup apt archive ----------------- Merged Build-Depends: debhelper-compat (= 10), libdevel-checklib-perl, libgmp-dev, perl, build-essential, fakeroot Filtered Build-Depends: debhelper-compat (= 10), libdevel-checklib-perl, libgmp-dev, perl, build-essential, fakeroot dpkg-deb: building package 'sbuild-build-depends-main-dummy' in '/<>/apt_archive/sbuild-build-depends-main-dummy.deb'. Ign:1 copy:/<>/apt_archive ./ InRelease Get:2 copy:/<>/apt_archive ./ Release [957 B] Ign:3 copy:/<>/apt_archive ./ Release.gpg Get:4 copy:/<>/apt_archive ./ Sources [393 B] Get:5 copy:/<>/apt_archive ./ Packages [475 B] Fetched 1825 B in 0s (0 B/s) Reading package lists... Reading package lists... Install main build dependencies (apt-based resolver) ---------------------------------------------------- Installing build dependencies Reading package lists... Building dependency tree... Reading state information... The following packages were automatically installed and are no longer required: libidn11 libpng12-0 libssl1.0.0 Use 'apt autoremove' to remove them. The following additional packages will be installed: autoconf automake autopoint autotools-dev bsdmainutils debhelper dh-autoreconf dh-strip-nondeterminism dwz file gettext gettext-base groff-base intltool-debian libarchive-zip-perl libdevel-checklib-perl libelf1 libfile-stripnondeterminism-perl libgmp-dev libgmpxx4ldbl libicu60 libmagic-mgc libmagic1 libpipeline1 libsigsegv2 libtool libxml2 m4 man-db po-debconf Suggested packages: autoconf-archive gnu-standards autoconf-doc wamerican | wordlist whois vacation dh-make gettext-doc libasprintf-dev libgettextpo-dev groff gmp-doc libgmp10-doc libmpfr-dev libtool-doc gfortran | fortran95-compiler gcj-jdk m4-doc less www-browser libmail-box-perl Recommended packages: curl | wget | lynx libarchive-cpio-perl libltdl-dev libmail-sendmail-perl The following packages will be REMOVED: pkg-create-dbgsym* The following NEW packages will be installed: autoconf automake autopoint autotools-dev bsdmainutils debhelper dh-autoreconf dh-strip-nondeterminism dwz file gettext gettext-base groff-base intltool-debian libarchive-zip-perl libdevel-checklib-perl libelf1 libfile-stripnondeterminism-perl libgmp-dev libgmpxx4ldbl libicu60 libmagic-mgc libmagic1 libpipeline1 libsigsegv2 libtool libxml2 m4 man-db po-debconf sbuild-build-depends-main-dummy 0 upgraded, 31 newly installed, 1 to remove and 0 not upgraded. Need to get 16.9 MB of archives. After this operation, 62.5 MB of additional disk space will be used. Get:1 copy:/<>/apt_archive ./ sbuild-build-depends-main-dummy 0.invalid.0 [896 B] Get:2 http://ppa.launchpadcontent.net/savoury1/backports/ubuntu xenial/main i386 groff-base i386 1.22.3-10~16.04.sav0 [1075 kB] Get:3 http://ftpmaster.internal/ubuntu xenial/main i386 bsdmainutils i386 9.0.6ubuntu3 [175 kB] Get:4 http://ftpmaster.internal/ubuntu xenial/main i386 libpipeline1 i386 1.4.1-2 [26.5 kB] Get:5 http://ftpmaster.internal/ubuntu xenial/main i386 man-db i386 2.7.5-1 [865 kB] Get:6 http://ppa.launchpadcontent.net/savoury1/backports/ubuntu xenial/main i386 libmagic-mgc i386 1:5.32-2ubuntu0.4~16.04.sav0 [209 kB] Get:7 http://ppa.launchpadcontent.net/savoury1/backports/ubuntu xenial/main i386 libmagic1 i386 1:5.32-2ubuntu0.4~16.04.sav0 [101 kB] Get:8 http://ppa.launchpadcontent.net/savoury1/backports/ubuntu xenial/main i386 file i386 1:5.32-2ubuntu0.4~16.04.sav0 [47.8 kB] Get:9 http://ppa.launchpadcontent.net/savoury1/backports/ubuntu xenial/main i386 gettext-base i386 0.21-4ubuntu3~16.04.sav0 [104 kB] Get:10 http://ppa.launchpadcontent.net/savoury1/backports/ubuntu xenial/main i386 libsigsegv2 i386 2.12-1~16.04.sav0 [20.2 kB] Get:11 http://ftpmaster.internal/ubuntu xenial/main i386 intltool-debian all 0.35.0+20060710.4 [24.9 kB] Get:12 http://ppa.launchpadcontent.net/savoury1/build-tools/ubuntu xenial/main i386 m4 i386 1.4.18-1~16.04.sav0 [199 kB] Get:13 http://ppa.launchpadcontent.net/savoury1/build-tools/ubuntu xenial/main i386 autoconf all 2.69-14~16.04.sav0 [305 kB] Get:14 http://ppa.launchpadcontent.net/savoury1/build-tools/ubuntu xenial/main i386 autotools-dev all 20180224.1~16.04.sav0 [77.1 kB] Get:15 http://ppa.launchpadcontent.net/savoury1/build-tools/ubuntu xenial/main i386 automake all 1:1.16.1-4ubuntu3~16.04.sav0 [526 kB] Get:16 http://ppa.launchpadcontent.net/savoury1/backports/ubuntu xenial/main i386 autopoint all 0.21-4ubuntu3~16.04.sav0 [436 kB] Get:17 http://ppa.launchpadcontent.net/savoury1/build-tools/ubuntu xenial/main i386 libtool all 2.4.6-14~16.04.sav0 [513 kB] Get:18 http://ppa.launchpadcontent.net/savoury1/build-tools/ubuntu xenial/main i386 dh-autoreconf all 19~ubuntu16.04.1sav0 [17.2 kB] Get:19 http://ppa.launchpadcontent.net/savoury1/perl-xenial/ubuntu xenial/main i386 libarchive-zip-perl all 1.60-1ubuntu0.1~16.04.sav0 [88.3 kB] Get:20 http://ppa.launchpadcontent.net/savoury1/build-tools/ubuntu xenial/main i386 libfile-stripnondeterminism-perl all 0.45.0-1~16.04.sav0 [20.9 kB] Get:21 http://ppa.launchpadcontent.net/savoury1/build-tools/ubuntu xenial/main i386 dh-strip-nondeterminism all 0.45.0-1~16.04.sav0 [12.6 kB] Get:22 http://ppa.launchpadcontent.net/savoury1/build-tools/ubuntu xenial/main i386 libelf1 i386 0.176-1.1~16.04.sav0 [167 kB] Get:23 http://ppa.launchpadcontent.net/savoury1/build-tools/ubuntu xenial/main i386 dwz i386 0.14-1~16.04.sav0 [97.3 kB] Get:24 http://ppa.launchpadcontent.net/savoury1/backports/ubuntu xenial/main i386 libicu60 i386 60.2-6ubuntu1.2~16.04.sav0 [8177 kB] Get:25 http://ppa.launchpadcontent.net/savoury1/backports/ubuntu xenial/main i386 libxml2 i386 2.9.13+dfsg-1ubuntu0.2~16.04.sav0 [763 kB] Get:26 http://ppa.launchpadcontent.net/savoury1/backports/ubuntu xenial/main i386 gettext i386 0.21-4ubuntu3~16.04.sav0 [1231 kB] Get:27 http://ppa.launchpadcontent.net/savoury1/build-tools/ubuntu xenial/main i386 po-debconf all 1.0.20~16.04.sav0 [248 kB] Get:28 http://ppa.launchpadcontent.net/savoury1/build-tools/ubuntu xenial/main i386 debhelper all 11.3.5ubuntu0~16.04.sav5 [995 kB] Get:29 http://ppa.launchpadcontent.net/savoury1/perl-xenial/ubuntu xenial/main i386 libdevel-checklib-perl all 1.11-1~16.04.sav0 [16.5 kB] Get:30 http://ppa.launchpadcontent.net/savoury1/backports/ubuntu xenial/main i386 libgmpxx4ldbl i386 2:6.2.1+dfsg1-1.1ubuntu2~16.04.sav0 [25.1 kB] Get:31 http://ppa.launchpadcontent.net/savoury1/backports/ubuntu xenial/main i386 libgmp-dev i386 2:6.2.1+dfsg1-1.1ubuntu2~16.04.sav0 [337 kB] debconf: delaying package configuration, since apt-utils is not installed Fetched 16.9 MB in 0s (62.5 MB/s) (Reading database ... 13070 files and directories currently installed.) Removing pkg-create-dbgsym (0.72) ... Purging configuration files for pkg-create-dbgsym (0.72) ... Selecting previously unselected package groff-base. (Reading database ... 13061 files and directories currently installed.) Preparing to unpack .../groff-base_1.22.3-10~16.04.sav0_i386.deb ... Unpacking groff-base (1.22.3-10~16.04.sav0) ... Selecting previously unselected package bsdmainutils. Preparing to unpack .../bsdmainutils_9.0.6ubuntu3_i386.deb ... Unpacking bsdmainutils (9.0.6ubuntu3) ... Selecting previously unselected package libpipeline1:i386. Preparing to unpack .../libpipeline1_1.4.1-2_i386.deb ... Unpacking libpipeline1:i386 (1.4.1-2) ... Selecting previously unselected package man-db. Preparing to unpack .../man-db_2.7.5-1_i386.deb ... Unpacking man-db (2.7.5-1) ... Selecting previously unselected package libmagic-mgc. Preparing to unpack .../libmagic-mgc_1%3a5.32-2ubuntu0.4~16.04.sav0_i386.deb ... Unpacking libmagic-mgc (1:5.32-2ubuntu0.4~16.04.sav0) ... 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+------------------------------------------------------------------------------+ Unpack source ------------- -----BEGIN PGP SIGNED MESSAGE----- Hash: SHA512 Format: 3.0 (quilt) Source: libmath-prime-util-gmp-perl Binary: libmath-prime-util-gmp-perl Architecture: any Version: 0.51-2+16.04.sav0 Maintainer: Debian Perl Group Uploaders: Salvatore Bonaccorso Homepage: https://metacpan.org/release/Math-Prime-Util-GMP Standards-Version: 4.5.0 Vcs-Browser: https://salsa.debian.org/perl-team/modules/packages/libmath-prime-util-gmp-perl Vcs-Git: https://salsa.debian.org/perl-team/modules/packages/libmath-prime-util-gmp-perl.git Testsuite: autopkgtest-pkg-perl Build-Depends: debhelper-compat (= 10), libdevel-checklib-perl, libgmp-dev, perl Package-List: libmath-prime-util-gmp-perl deb perl optional arch=any Checksums-Sha1: ab3cfe65831d2068af8233f4243c4548651e81ba 334404 libmath-prime-util-gmp-perl_0.51.orig.tar.gz 0d991c02af5d3a4a1d52c230aa373795f112452e 4888 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APT_CONFIG=/var/lib/sbuild/apt.conf DEB_BUILD_OPTIONS=noautodbgsym parallel=4 HOME=/sbuild-nonexistent LANG=C.UTF-8 LC_ALL=C.UTF-8 LOGNAME=buildd PATH=/usr/local/sbin:/usr/local/bin:/usr/sbin:/usr/bin:/sbin:/bin:/usr/games SCHROOT_ALIAS_NAME=build-PACKAGEBUILD-26675423 SCHROOT_CHROOT_NAME=build-PACKAGEBUILD-26675423 SCHROOT_COMMAND=env SCHROOT_GID=2501 SCHROOT_GROUP=buildd SCHROOT_SESSION_ID=build-PACKAGEBUILD-26675423 SCHROOT_UID=2001 SCHROOT_USER=buildd SHELL=/bin/sh TERM=unknown USER=buildd V=1 dpkg-buildpackage ----------------- Command: dpkg-buildpackage -us -uc -mLaunchpad Build Daemon -B -rfakeroot dpkg-buildpackage: info: source package libmath-prime-util-gmp-perl dpkg-buildpackage: info: source version 0.51-2+16.04.sav0 dpkg-buildpackage: info: source distribution xenial dpkg-source --before-build libmath-prime-util-gmp-perl-0.51 dpkg-buildpackage: info: host architecture i386 debian/rules clean dh clean debian/rules override_dh_auto_clean make[1]: Entering directory '/<>' dh_auto_clean [ ! -d /<>/inc.save ] || mv /<>/inc.save /<>/inc make[1]: Leaving directory '/<>' dh_clean debian/rules binary-arch dh binary-arch dh_update_autotools_config -a dh_autoreconf -a debian/rules override_dh_auto_configure make[1]: Entering directory '/<>' [ ! -d /<>/inc ] || mv /<>/inc /<>/inc.save dh_auto_configure perl -I. Makefile.PL INSTALLDIRS=vendor "OPTIMIZE=-g -O2 -fdebug-prefix-map=/<>=. -fstack-protector-strong -Wformat -Werror=format-security -Wdate-time -D_FORTIFY_SOURCE=2" "LD=i686-linux-gnu-gcc -g -O2 -fdebug-prefix-map=/<>=. -fstack-protector-strong -Wformat -Werror=format-security -Wl,-Bsymbolic-functions -Wl,-z,relro -Wl,-z,now" Checking if your kit is complete... Warning: the following files are missing in your kit: inc/Devel/CheckLib.pm Please inform the author. Generating a Unix-style Makefile Writing Makefile for Math::Prime::Util::GMP Writing MYMETA.yml and MYMETA.json make[1]: Leaving directory '/<>' dh_auto_build -a make -j4 make[1]: Entering directory '/<>' i686-linux-gnu-gcc -c -D_REENTRANT -D_GNU_SOURCE -DDEBIAN -fdebug-prefix-map=/build/perl-SQ8Lqu/perl-5.22.1=. -fwrapv -fno-strict-aliasing -pipe -I/usr/local/include -D_LARGEFILE_SOURCE -D_FILE_OFFSET_BITS=64 -g -O2 -fdebug-prefix-map=/<>=. -fstack-protector-strong -Wformat -Werror=format-security -Wdate-time -D_FORTIFY_SOURCE=2 -DVERSION=\"0.51\" -DXS_VERSION=\"0.51\" -fPIC "-I/usr/lib/i386-linux-gnu/perl/5.22/CORE" prime_iterator.c Running Mkbootstrap for Math::Prime::Util::GMP () chmod 644 "GMP.bs" i686-linux-gnu-gcc -c -D_REENTRANT -D_GNU_SOURCE -DDEBIAN -fdebug-prefix-map=/build/perl-SQ8Lqu/perl-5.22.1=. -fwrapv -fno-strict-aliasing -pipe -I/usr/local/include -D_LARGEFILE_SOURCE -D_FILE_OFFSET_BITS=64 -g -O2 -fdebug-prefix-map=/<>=. -fstack-protector-strong -Wformat -Werror=format-security -Wdate-time -D_FORTIFY_SOURCE=2 -DVERSION=\"0.51\" -DXS_VERSION=\"0.51\" -fPIC "-I/usr/lib/i386-linux-gnu/perl/5.22/CORE" utility.c i686-linux-gnu-gcc -c -D_REENTRANT -D_GNU_SOURCE -DDEBIAN -fdebug-prefix-map=/build/perl-SQ8Lqu/perl-5.22.1=. -fwrapv -fno-strict-aliasing -pipe -I/usr/local/include -D_LARGEFILE_SOURCE -D_FILE_OFFSET_BITS=64 -g -O2 -fdebug-prefix-map=/<>=. -fstack-protector-strong -Wformat -Werror=format-security -Wdate-time -D_FORTIFY_SOURCE=2 -DVERSION=\"0.51\" -DXS_VERSION=\"0.51\" -fPIC "-I/usr/lib/i386-linux-gnu/perl/5.22/CORE" primality.c cp lib/Math/Prime/Util/GMP.pm blib/lib/Math/Prime/Util/GMP.pm i686-linux-gnu-gcc -c -D_REENTRANT -D_GNU_SOURCE -DDEBIAN -fdebug-prefix-map=/build/perl-SQ8Lqu/perl-5.22.1=. -fwrapv -fno-strict-aliasing -pipe -I/usr/local/include -D_LARGEFILE_SOURCE -D_FILE_OFFSET_BITS=64 -g -O2 -fdebug-prefix-map=/<>=. -fstack-protector-strong -Wformat -Werror=format-security -Wdate-time -D_FORTIFY_SOURCE=2 -DVERSION=\"0.51\" -DXS_VERSION=\"0.51\" -fPIC "-I/usr/lib/i386-linux-gnu/perl/5.22/CORE" factor.c In file included from ptypes.h:52:0, from prime_iterator.c:6: prime_iterator.c: In function ‘sieve_erat30’: /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1901:31: warning: left shift count >= width of type [-Wshift-count-overflow] (sizeof(t) > ((MEM_SIZE)1 << 8*(sizeof(MEM_SIZE) - sizeof(n)))) ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/perl.h:3529:62: note: in definition of macro ‘EXPECT’ # define EXPECT(expr,val) __builtin_expect(expr,val) ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/perl.h:3534:52: note: in expansion of macro ‘cBOOL’ #define UNLIKELY(cond) EXPECT(cBOOL(cond),FALSE) ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1925:9: note: in expansion of macro ‘UNLIKELY’ (void)(UNLIKELY(_MEM_WRAP_WILL_WRAP(n,t)) \ ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1921:9: note: in expansion of macro ‘_MEM_WRAP_NEEDS_RUNTIME_CHECK’ ((_MEM_WRAP_NEEDS_RUNTIME_CHECK(n,t) ? (MEM_SIZE)(n) : \ ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1925:18: note: in expansion of macro ‘_MEM_WRAP_WILL_WRAP’ (void)(UNLIKELY(_MEM_WRAP_WILL_WRAP(n,t)) \ ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1932:30: note: in expansion of macro ‘MEM_WRAP_CHECK’ #define MEM_WRAP_CHECK_(n,t) MEM_WRAP_CHECK(n,t), ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:2019:27: note: in expansion of macro ‘MEM_WRAP_CHECK_’ #define Newx(v,n,t) (v = (MEM_WRAP_CHECK_(n,t) (t*)MEM_LOG_ALLOC(n,t,safemalloc((MEM_SIZE)((n)*sizeof(t)))))) ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:2025:22: note: in expansion of macro ‘Newx’ #define New(x,v,n,t) Newx(v,n,t) ^ prime_iterator.c:238:3: note: in expansion of macro ‘New’ New(0, mem, max_buf, unsigned char); ^ prime_iterator.c: In function ‘prime_iterator_global_startup’: /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1901:31: warning: left shift count >= width of type [-Wshift-count-overflow] (sizeof(t) > ((MEM_SIZE)1 << 8*(sizeof(MEM_SIZE) - sizeof(n)))) ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/perl.h:3529:62: note: in definition of macro ‘EXPECT’ # define EXPECT(expr,val) __builtin_expect(expr,val) ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/perl.h:3534:52: note: in expansion of macro ‘cBOOL’ #define UNLIKELY(cond) EXPECT(cBOOL(cond),FALSE) ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1925:9: note: in expansion of macro ‘UNLIKELY’ (void)(UNLIKELY(_MEM_WRAP_WILL_WRAP(n,t)) \ ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1921:9: note: in expansion of macro ‘_MEM_WRAP_NEEDS_RUNTIME_CHECK’ ((_MEM_WRAP_NEEDS_RUNTIME_CHECK(n,t) ? (MEM_SIZE)(n) : \ ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1925:18: note: in expansion of macro ‘_MEM_WRAP_WILL_WRAP’ (void)(UNLIKELY(_MEM_WRAP_WILL_WRAP(n,t)) \ ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1932:30: note: in expansion of macro ‘MEM_WRAP_CHECK’ #define MEM_WRAP_CHECK_(n,t) MEM_WRAP_CHECK(n,t), ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:2019:27: note: in expansion of macro ‘MEM_WRAP_CHECK_’ #define Newx(v,n,t) (v = (MEM_WRAP_CHECK_(n,t) (t*)MEM_LOG_ALLOC(n,t,safemalloc((MEM_SIZE)((n)*sizeof(t)))))) ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:2025:22: note: in expansion of macro ‘Newx’ #define New(x,v,n,t) Newx(v,n,t) ^ prime_iterator.c:311:5: note: in expansion of macro ‘New’ New(0, primes32, num_small_primes, uint32_t); ^ prime_iterator.c: In function ‘sieve_to_n’: /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1901:31: warning: left shift count >= width of type [-Wshift-count-overflow] (sizeof(t) > ((MEM_SIZE)1 << 8*(sizeof(MEM_SIZE) - sizeof(n)))) ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/perl.h:3529:62: note: in definition of macro ‘EXPECT’ # define EXPECT(expr,val) __builtin_expect(expr,val) ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/perl.h:3534:52: note: in expansion of macro ‘cBOOL’ #define UNLIKELY(cond) EXPECT(cBOOL(cond),FALSE) ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1925:9: note: in expansion of macro ‘UNLIKELY’ (void)(UNLIKELY(_MEM_WRAP_WILL_WRAP(n,t)) \ ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1921:9: note: in expansion of macro ‘_MEM_WRAP_NEEDS_RUNTIME_CHECK’ ((_MEM_WRAP_NEEDS_RUNTIME_CHECK(n,t) ? (MEM_SIZE)(n) : \ ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1925:18: note: in expansion of macro ‘_MEM_WRAP_WILL_WRAP’ (void)(UNLIKELY(_MEM_WRAP_WILL_WRAP(n,t)) \ ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1932:30: note: in expansion of macro ‘MEM_WRAP_CHECK’ #define MEM_WRAP_CHECK_(n,t) MEM_WRAP_CHECK(n,t), ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:2019:27: note: in expansion of macro ‘MEM_WRAP_CHECK_’ #define Newx(v,n,t) (v = (MEM_WRAP_CHECK_(n,t) (t*)MEM_LOG_ALLOC(n,t,safemalloc((MEM_SIZE)((n)*sizeof(t)))))) ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:2025:22: note: in expansion of macro ‘Newx’ #define New(x,v,n,t) Newx(v,n,t) ^ prime_iterator.c:527:5: note: in expansion of macro ‘New’ New(0, primes, pi, UV); ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1901:31: warning: left shift count >= width of type [-Wshift-count-overflow] (sizeof(t) > ((MEM_SIZE)1 << 8*(sizeof(MEM_SIZE) - sizeof(n)))) ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/perl.h:3529:62: note: in definition of macro ‘EXPECT’ # define EXPECT(expr,val) __builtin_expect(expr,val) ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/perl.h:3534:52: note: in expansion of macro ‘cBOOL’ #define UNLIKELY(cond) EXPECT(cBOOL(cond),FALSE) ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1925:9: note: in expansion of macro ‘UNLIKELY’ (void)(UNLIKELY(_MEM_WRAP_WILL_WRAP(n,t)) \ ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1921:9: note: in expansion of macro ‘_MEM_WRAP_NEEDS_RUNTIME_CHECK’ ((_MEM_WRAP_NEEDS_RUNTIME_CHECK(n,t) ? (MEM_SIZE)(n) : \ ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1925:18: note: in expansion of macro ‘_MEM_WRAP_WILL_WRAP’ (void)(UNLIKELY(_MEM_WRAP_WILL_WRAP(n,t)) \ ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1932:30: note: in expansion of macro ‘MEM_WRAP_CHECK’ #define MEM_WRAP_CHECK_(n,t) MEM_WRAP_CHECK(n,t), ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:2019:27: note: in expansion of macro ‘MEM_WRAP_CHECK_’ #define Newx(v,n,t) (v = (MEM_WRAP_CHECK_(n,t) (t*)MEM_LOG_ALLOC(n,t,safemalloc((MEM_SIZE)((n)*sizeof(t)))))) ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:2025:22: note: in expansion of macro ‘Newx’ #define New(x,v,n,t) Newx(v,n,t) ^ prime_iterator.c:537:3: note: in expansion of macro ‘New’ New(0, primes, pi_max + 10, UV); ^ In file included from ptypes.h:52:0, from utility.c:11: utility.c: In function ‘poly_mod_mul’: /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1901:31: warning: left shift count >= width of type [-Wshift-count-overflow] (sizeof(t) > ((MEM_SIZE)1 << 8*(sizeof(MEM_SIZE) - sizeof(n)))) ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/perl.h:3529:62: note: in definition of macro ‘EXPECT’ # define EXPECT(expr,val) __builtin_expect(expr,val) ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/perl.h:3534:52: note: in expansion of macro ‘cBOOL’ #define UNLIKELY(cond) EXPECT(cBOOL(cond),FALSE) ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1925:9: note: in expansion of macro ‘UNLIKELY’ (void)(UNLIKELY(_MEM_WRAP_WILL_WRAP(n,t)) \ ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1921:9: note: in expansion of macro ‘_MEM_WRAP_NEEDS_RUNTIME_CHECK’ ((_MEM_WRAP_NEEDS_RUNTIME_CHECK(n,t) ? (MEM_SIZE)(n) : \ ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1925:18: note: in expansion of macro ‘_MEM_WRAP_WILL_WRAP’ (void)(UNLIKELY(_MEM_WRAP_WILL_WRAP(n,t)) \ ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1932:30: note: in expansion of macro ‘MEM_WRAP_CHECK’ #define MEM_WRAP_CHECK_(n,t) MEM_WRAP_CHECK(n,t), ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:2021:28: note: in expansion of macro ‘MEM_WRAP_CHECK_’ #define Newxz(v,n,t) (v = (MEM_WRAP_CHECK_(n,t) (t*)MEM_LOG_ALLOC(n,t,safecalloc((n),sizeof(t))))) ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:2027:23: note: in expansion of macro ‘Newxz’ #define Newz(x,v,n,t) Newxz(v,n,t) ^ utility.c:1213:5: note: in expansion of macro ‘Newz’ Newz(0, s, r*bytes, char); ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1901:31: warning: left shift count >= width of type [-Wshift-count-overflow] (sizeof(t) > ((MEM_SIZE)1 << 8*(sizeof(MEM_SIZE) - sizeof(n)))) ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/perl.h:3529:62: note: in definition of macro ‘EXPECT’ # define EXPECT(expr,val) __builtin_expect(expr,val) ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/perl.h:3534:52: note: in expansion of macro ‘cBOOL’ #define UNLIKELY(cond) EXPECT(cBOOL(cond),FALSE) ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1925:9: note: in expansion of macro ‘UNLIKELY’ (void)(UNLIKELY(_MEM_WRAP_WILL_WRAP(n,t)) \ ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1921:9: note: in expansion of macro ‘_MEM_WRAP_NEEDS_RUNTIME_CHECK’ ((_MEM_WRAP_NEEDS_RUNTIME_CHECK(n,t) ? (MEM_SIZE)(n) : \ ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1925:18: note: in expansion of macro ‘_MEM_WRAP_WILL_WRAP’ (void)(UNLIKELY(_MEM_WRAP_WILL_WRAP(n,t)) \ ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1932:30: note: in expansion of macro ‘MEM_WRAP_CHECK’ #define MEM_WRAP_CHECK_(n,t) MEM_WRAP_CHECK(n,t), ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:2021:28: note: in expansion of macro ‘MEM_WRAP_CHECK_’ #define Newxz(v,n,t) (v = (MEM_WRAP_CHECK_(n,t) (t*)MEM_LOG_ALLOC(n,t,safecalloc((n),sizeof(t))))) ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:2027:23: note: in expansion of macro ‘Newxz’ #define Newz(x,v,n,t) Newxz(v,n,t) ^ utility.c:1220:5: note: in expansion of macro ‘Newz’ Newz(0, s, r*bytes, char); ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1901:31: warning: left shift count >= width of type [-Wshift-count-overflow] (sizeof(t) > ((MEM_SIZE)1 << 8*(sizeof(MEM_SIZE) - sizeof(n)))) ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/perl.h:3529:62: note: in definition of macro ‘EXPECT’ # define EXPECT(expr,val) __builtin_expect(expr,val) ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/perl.h:3534:52: note: in expansion of macro ‘cBOOL’ #define UNLIKELY(cond) EXPECT(cBOOL(cond),FALSE) ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1925:9: note: in expansion of macro ‘UNLIKELY’ (void)(UNLIKELY(_MEM_WRAP_WILL_WRAP(n,t)) \ ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1921:9: note: in expansion of macro ‘_MEM_WRAP_NEEDS_RUNTIME_CHECK’ ((_MEM_WRAP_NEEDS_RUNTIME_CHECK(n,t) ? (MEM_SIZE)(n) : \ ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1925:18: note: in expansion of macro ‘_MEM_WRAP_WILL_WRAP’ (void)(UNLIKELY(_MEM_WRAP_WILL_WRAP(n,t)) \ ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1932:30: note: in expansion of macro ‘MEM_WRAP_CHECK’ #define MEM_WRAP_CHECK_(n,t) MEM_WRAP_CHECK(n,t), ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:2021:28: note: in expansion of macro ‘MEM_WRAP_CHECK_’ #define Newxz(v,n,t) (v = (MEM_WRAP_CHECK_(n,t) (t*)MEM_LOG_ALLOC(n,t,safecalloc((n),sizeof(t))))) ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:2027:23: note: in expansion of macro ‘Newxz’ #define Newz(x,v,n,t) Newxz(v,n,t) ^ utility.c:1232:5: note: in expansion of macro ‘Newz’ Newz(0, s, 2*r*bytes, char); ^ utility.c: In function ‘poly_class_poly_num’: /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1901:31: warning: left shift count >= width of type [-Wshift-count-overflow] (sizeof(t) > ((MEM_SIZE)1 << 8*(sizeof(MEM_SIZE) - sizeof(n)))) ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/perl.h:3529:62: note: in definition of macro ‘EXPECT’ # define EXPECT(expr,val) __builtin_expect(expr,val) ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/perl.h:3534:52: note: in expansion of macro ‘cBOOL’ #define UNLIKELY(cond) EXPECT(cBOOL(cond),FALSE) ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1925:9: note: in expansion of macro ‘UNLIKELY’ (void)(UNLIKELY(_MEM_WRAP_WILL_WRAP(n,t)) \ ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1921:9: note: in expansion of macro ‘_MEM_WRAP_NEEDS_RUNTIME_CHECK’ ((_MEM_WRAP_NEEDS_RUNTIME_CHECK(n,t) ? (MEM_SIZE)(n) : \ ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1925:18: note: in expansion of macro ‘_MEM_WRAP_WILL_WRAP’ (void)(UNLIKELY(_MEM_WRAP_WILL_WRAP(n,t)) \ ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1932:30: note: in expansion of macro ‘MEM_WRAP_CHECK’ #define MEM_WRAP_CHECK_(n,t) MEM_WRAP_CHECK(n,t), ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:2019:27: note: in expansion of macro ‘MEM_WRAP_CHECK_’ #define Newx(v,n,t) (v = (MEM_WRAP_CHECK_(n,t) (t*)MEM_LOG_ALLOC(n,t,safemalloc((MEM_SIZE)((n)*sizeof(t)))))) ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:2025:22: note: in expansion of macro ‘Newx’ #define New(x,v,n,t) Newx(v,n,t) ^ utility.c:1856:3: note: in expansion of macro ‘New’ New(0, *T, degree+1, mpz_t); ^ i686-linux-gnu-gcc -c -D_REENTRANT -D_GNU_SOURCE -DDEBIAN -fdebug-prefix-map=/build/perl-SQ8Lqu/perl-5.22.1=. -fwrapv -fno-strict-aliasing -pipe -I/usr/local/include -D_LARGEFILE_SOURCE -D_FILE_OFFSET_BITS=64 -g -O2 -fdebug-prefix-map=/<>=. -fstack-protector-strong -Wformat -Werror=format-security -Wdate-time -D_FORTIFY_SOURCE=2 -DVERSION=\"0.51\" -DXS_VERSION=\"0.51\" -fPIC "-I/usr/lib/i386-linux-gnu/perl/5.22/CORE" pbrent63.c i686-linux-gnu-gcc -c -D_REENTRANT -D_GNU_SOURCE -DDEBIAN -fdebug-prefix-map=/build/perl-SQ8Lqu/perl-5.22.1=. -fwrapv -fno-strict-aliasing -pipe -I/usr/local/include -D_LARGEFILE_SOURCE -D_FILE_OFFSET_BITS=64 -g -O2 -fdebug-prefix-map=/<>=. -fstack-protector-strong -Wformat -Werror=format-security -Wdate-time -D_FORTIFY_SOURCE=2 -DVERSION=\"0.51\" -DXS_VERSION=\"0.51\" -fPIC "-I/usr/lib/i386-linux-gnu/perl/5.22/CORE" squfof126.c i686-linux-gnu-gcc -c -D_REENTRANT -D_GNU_SOURCE -DDEBIAN -fdebug-prefix-map=/build/perl-SQ8Lqu/perl-5.22.1=. -fwrapv -fno-strict-aliasing -pipe -I/usr/local/include -D_LARGEFILE_SOURCE -D_FILE_OFFSET_BITS=64 -g -O2 -fdebug-prefix-map=/<>=. -fstack-protector-strong -Wformat -Werror=format-security -Wdate-time -D_FORTIFY_SOURCE=2 -DVERSION=\"0.51\" -DXS_VERSION=\"0.51\" -fPIC "-I/usr/lib/i386-linux-gnu/perl/5.22/CORE" ecm.c i686-linux-gnu-gcc -c -D_REENTRANT -D_GNU_SOURCE -DDEBIAN -fdebug-prefix-map=/build/perl-SQ8Lqu/perl-5.22.1=. -fwrapv -fno-strict-aliasing -pipe -I/usr/local/include -D_LARGEFILE_SOURCE -D_FILE_OFFSET_BITS=64 -g -O2 -fdebug-prefix-map=/<>=. -fstack-protector-strong -Wformat -Werror=format-security -Wdate-time -D_FORTIFY_SOURCE=2 -DVERSION=\"0.51\" -DXS_VERSION=\"0.51\" -fPIC "-I/usr/lib/i386-linux-gnu/perl/5.22/CORE" tinyqs.c i686-linux-gnu-gcc -c -D_REENTRANT -D_GNU_SOURCE -DDEBIAN -fdebug-prefix-map=/build/perl-SQ8Lqu/perl-5.22.1=. -fwrapv -fno-strict-aliasing -pipe -I/usr/local/include -D_LARGEFILE_SOURCE -D_FILE_OFFSET_BITS=64 -g -O2 -fdebug-prefix-map=/<>=. -fstack-protector-strong -Wformat -Werror=format-security -Wdate-time -D_FORTIFY_SOURCE=2 -DVERSION=\"0.51\" -DXS_VERSION=\"0.51\" -fPIC "-I/usr/lib/i386-linux-gnu/perl/5.22/CORE" simpqs.c In file included from ptypes.h:52:0, from ecm.c:8: ecm.c: In function ‘ec_stage2’: /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1901:31: warning: left shift count >= width of type [-Wshift-count-overflow] (sizeof(t) > ((MEM_SIZE)1 << 8*(sizeof(MEM_SIZE) - sizeof(n)))) ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/perl.h:3529:62: note: in definition of macro ‘EXPECT’ # define EXPECT(expr,val) __builtin_expect(expr,val) ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/perl.h:3534:52: note: in expansion of macro ‘cBOOL’ #define UNLIKELY(cond) EXPECT(cBOOL(cond),FALSE) ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1925:9: note: in expansion of macro ‘UNLIKELY’ (void)(UNLIKELY(_MEM_WRAP_WILL_WRAP(n,t)) \ ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1921:9: note: in expansion of macro ‘_MEM_WRAP_NEEDS_RUNTIME_CHECK’ ((_MEM_WRAP_NEEDS_RUNTIME_CHECK(n,t) ? (MEM_SIZE)(n) : \ ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1925:18: note: in expansion of macro ‘_MEM_WRAP_WILL_WRAP’ (void)(UNLIKELY(_MEM_WRAP_WILL_WRAP(n,t)) \ ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1932:30: note: in expansion of macro ‘MEM_WRAP_CHECK’ #define MEM_WRAP_CHECK_(n,t) MEM_WRAP_CHECK(n,t), ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:2021:28: note: in expansion of macro ‘MEM_WRAP_CHECK_’ #define Newxz(v,n,t) (v = (MEM_WRAP_CHECK_(n,t) (t*)MEM_LOG_ALLOC(n,t,safecalloc((n),sizeof(t))))) ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:2027:23: note: in expansion of macro ‘Newxz’ #define Newz(x,v,n,t) Newxz(v,n,t) ^ ecm.c:502:5: note: in expansion of macro ‘Newz’ Newz(0, nqx, 2*D+1, mpz_t); ^ i686-linux-gnu-gcc -c -D_REENTRANT -D_GNU_SOURCE -DDEBIAN -fdebug-prefix-map=/build/perl-SQ8Lqu/perl-5.22.1=. -fwrapv -fno-strict-aliasing -pipe -I/usr/local/include -D_LARGEFILE_SOURCE -D_FILE_OFFSET_BITS=64 -g -O2 -fdebug-prefix-map=/<>=. -fstack-protector-strong -Wformat -Werror=format-security -Wdate-time -D_FORTIFY_SOURCE=2 -DVERSION=\"0.51\" -DXS_VERSION=\"0.51\" -fPIC "-I/usr/lib/i386-linux-gnu/perl/5.22/CORE" bls75.c i686-linux-gnu-gcc -c -D_REENTRANT -D_GNU_SOURCE -DDEBIAN -fdebug-prefix-map=/build/perl-SQ8Lqu/perl-5.22.1=. -fwrapv -fno-strict-aliasing -pipe -I/usr/local/include -D_LARGEFILE_SOURCE -D_FILE_OFFSET_BITS=64 -g -O2 -fdebug-prefix-map=/<>=. -fstack-protector-strong -Wformat -Werror=format-security -Wdate-time -D_FORTIFY_SOURCE=2 -DVERSION=\"0.51\" -DXS_VERSION=\"0.51\" -fPIC "-I/usr/lib/i386-linux-gnu/perl/5.22/CORE" ecpp.c i686-linux-gnu-gcc -c -D_REENTRANT -D_GNU_SOURCE -DDEBIAN -fdebug-prefix-map=/build/perl-SQ8Lqu/perl-5.22.1=. -fwrapv -fno-strict-aliasing -pipe -I/usr/local/include -D_LARGEFILE_SOURCE -D_FILE_OFFSET_BITS=64 -g -O2 -fdebug-prefix-map=/<>=. -fstack-protector-strong -Wformat -Werror=format-security -Wdate-time -D_FORTIFY_SOURCE=2 -DVERSION=\"0.51\" -DXS_VERSION=\"0.51\" -fPIC "-I/usr/lib/i386-linux-gnu/perl/5.22/CORE" aks.c In file included from ptypes.h:52:0, from aks.c:3: aks.c: In function ‘is_aks_prime’: /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1901:31: warning: left shift count >= width of type [-Wshift-count-overflow] (sizeof(t) > ((MEM_SIZE)1 << 8*(sizeof(MEM_SIZE) - sizeof(n)))) ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/perl.h:3529:62: note: in definition of macro ‘EXPECT’ # define EXPECT(expr,val) __builtin_expect(expr,val) ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/perl.h:3534:52: note: in expansion of macro ‘cBOOL’ #define UNLIKELY(cond) EXPECT(cBOOL(cond),FALSE) ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1925:9: note: in expansion of macro ‘UNLIKELY’ (void)(UNLIKELY(_MEM_WRAP_WILL_WRAP(n,t)) \ ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1921:9: note: in expansion of macro ‘_MEM_WRAP_NEEDS_RUNTIME_CHECK’ ((_MEM_WRAP_NEEDS_RUNTIME_CHECK(n,t) ? (MEM_SIZE)(n) : \ ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1925:18: note: in expansion of macro ‘_MEM_WRAP_WILL_WRAP’ (void)(UNLIKELY(_MEM_WRAP_WILL_WRAP(n,t)) \ ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1932:30: note: in expansion of macro ‘MEM_WRAP_CHECK’ #define MEM_WRAP_CHECK_(n,t) MEM_WRAP_CHECK(n,t), ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:2019:27: note: in expansion of macro ‘MEM_WRAP_CHECK_’ #define Newx(v,n,t) (v = (MEM_WRAP_CHECK_(n,t) (t*)MEM_LOG_ALLOC(n,t,safemalloc((MEM_SIZE)((n)*sizeof(t)))))) ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:2025:22: note: in expansion of macro ‘Newx’ #define New(x,v,n,t) Newx(v,n,t) ^ aks.c:419:3: note: in expansion of macro ‘New’ New(0, px, r, mpz_t); ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1901:31: warning: left shift count >= width of type [-Wshift-count-overflow] (sizeof(t) > ((MEM_SIZE)1 << 8*(sizeof(MEM_SIZE) - sizeof(n)))) ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/perl.h:3529:62: note: in definition of macro ‘EXPECT’ # define EXPECT(expr,val) __builtin_expect(expr,val) ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/perl.h:3534:52: note: in expansion of macro ‘cBOOL’ #define UNLIKELY(cond) EXPECT(cBOOL(cond),FALSE) ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1925:9: note: in expansion of macro ‘UNLIKELY’ (void)(UNLIKELY(_MEM_WRAP_WILL_WRAP(n,t)) \ ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1921:9: note: in expansion of macro ‘_MEM_WRAP_NEEDS_RUNTIME_CHECK’ ((_MEM_WRAP_NEEDS_RUNTIME_CHECK(n,t) ? (MEM_SIZE)(n) : \ ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1925:18: note: in expansion of macro ‘_MEM_WRAP_WILL_WRAP’ (void)(UNLIKELY(_MEM_WRAP_WILL_WRAP(n,t)) \ ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1932:30: note: in expansion of macro ‘MEM_WRAP_CHECK’ #define MEM_WRAP_CHECK_(n,t) MEM_WRAP_CHECK(n,t), ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:2019:27: note: in expansion of macro ‘MEM_WRAP_CHECK_’ #define Newx(v,n,t) (v = (MEM_WRAP_CHECK_(n,t) (t*)MEM_LOG_ALLOC(n,t,safemalloc((MEM_SIZE)((n)*sizeof(t)))))) ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:2025:22: note: in expansion of macro ‘Newx’ #define New(x,v,n,t) Newx(v,n,t) ^ aks.c:420:3: note: in expansion of macro ‘New’ New(0, py, r, mpz_t); ^ i686-linux-gnu-gcc -c -D_REENTRANT -D_GNU_SOURCE -DDEBIAN -fdebug-prefix-map=/build/perl-SQ8Lqu/perl-5.22.1=. -fwrapv -fno-strict-aliasing -pipe -I/usr/local/include -D_LARGEFILE_SOURCE -D_FILE_OFFSET_BITS=64 -g -O2 -fdebug-prefix-map=/<>=. -fstack-protector-strong -Wformat -Werror=format-security -Wdate-time -D_FORTIFY_SOURCE=2 -DVERSION=\"0.51\" -DXS_VERSION=\"0.51\" -fPIC "-I/usr/lib/i386-linux-gnu/perl/5.22/CORE" gmp_main.c i686-linux-gnu-gcc -c -D_REENTRANT -D_GNU_SOURCE -DDEBIAN -fdebug-prefix-map=/build/perl-SQ8Lqu/perl-5.22.1=. -fwrapv -fno-strict-aliasing -pipe -I/usr/local/include -D_LARGEFILE_SOURCE -D_FILE_OFFSET_BITS=64 -g -O2 -fdebug-prefix-map=/<>=. -fstack-protector-strong -Wformat -Werror=format-security -Wdate-time -D_FORTIFY_SOURCE=2 -DVERSION=\"0.51\" -DXS_VERSION=\"0.51\" -fPIC "-I/usr/lib/i386-linux-gnu/perl/5.22/CORE" real.c i686-linux-gnu-gcc -c -D_REENTRANT -D_GNU_SOURCE -DDEBIAN -fdebug-prefix-map=/build/perl-SQ8Lqu/perl-5.22.1=. -fwrapv -fno-strict-aliasing -pipe -I/usr/local/include -D_LARGEFILE_SOURCE -D_FILE_OFFSET_BITS=64 -g -O2 -fdebug-prefix-map=/<>=. -fstack-protector-strong -Wformat -Werror=format-security -Wdate-time -D_FORTIFY_SOURCE=2 -DVERSION=\"0.51\" -DXS_VERSION=\"0.51\" -fPIC "-I/usr/lib/i386-linux-gnu/perl/5.22/CORE" isaac.c In file included from ptypes.h:52:0, from gmp_main.c:5: gmp_main.c: In function ‘_GMP_pn_primorial’: /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1901:31: warning: left shift count >= width of type [-Wshift-count-overflow] (sizeof(t) > ((MEM_SIZE)1 << 8*(sizeof(MEM_SIZE) - sizeof(n)))) ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/perl.h:3529:62: note: in definition of macro ‘EXPECT’ # define EXPECT(expr,val) __builtin_expect(expr,val) ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/perl.h:3534:52: note: in expansion of macro ‘cBOOL’ #define UNLIKELY(cond) EXPECT(cBOOL(cond),FALSE) ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1925:9: note: in expansion of macro ‘UNLIKELY’ (void)(UNLIKELY(_MEM_WRAP_WILL_WRAP(n,t)) \ ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1921:9: note: in expansion of macro ‘_MEM_WRAP_NEEDS_RUNTIME_CHECK’ ((_MEM_WRAP_NEEDS_RUNTIME_CHECK(n,t) ? (MEM_SIZE)(n) : \ ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1925:18: note: in expansion of macro ‘_MEM_WRAP_WILL_WRAP’ (void)(UNLIKELY(_MEM_WRAP_WILL_WRAP(n,t)) \ ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1932:30: note: in expansion of macro ‘MEM_WRAP_CHECK’ #define MEM_WRAP_CHECK_(n,t) MEM_WRAP_CHECK(n,t), ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:2019:27: note: in expansion of macro ‘MEM_WRAP_CHECK_’ #define Newx(v,n,t) (v = (MEM_WRAP_CHECK_(n,t) (t*)MEM_LOG_ALLOC(n,t,safemalloc((MEM_SIZE)((n)*sizeof(t)))))) ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:2025:22: note: in expansion of macro ‘Newx’ #define New(x,v,n,t) Newx(v,n,t) ^ gmp_main.c:429:5: note: in expansion of macro ‘New’ New(0, A, n, mpz_t); ^ gmp_main.c: In function ‘binomial’: /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1901:31: warning: left shift count >= width of type [-Wshift-count-overflow] (sizeof(t) > ((MEM_SIZE)1 << 8*(sizeof(MEM_SIZE) - sizeof(n)))) ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/perl.h:3529:62: note: in definition of macro ‘EXPECT’ # define EXPECT(expr,val) __builtin_expect(expr,val) ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/perl.h:3534:52: note: in expansion of macro ‘cBOOL’ #define UNLIKELY(cond) EXPECT(cBOOL(cond),FALSE) ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1925:9: note: in expansion of macro ‘UNLIKELY’ (void)(UNLIKELY(_MEM_WRAP_WILL_WRAP(n,t)) \ ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1921:9: note: in expansion of macro ‘_MEM_WRAP_NEEDS_RUNTIME_CHECK’ ((_MEM_WRAP_NEEDS_RUNTIME_CHECK(n,t) ? (MEM_SIZE)(n) : \ ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1925:18: note: in expansion of macro ‘_MEM_WRAP_WILL_WRAP’ (void)(UNLIKELY(_MEM_WRAP_WILL_WRAP(n,t)) \ ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1932:30: note: in expansion of macro ‘MEM_WRAP_CHECK’ #define MEM_WRAP_CHECK_(n,t) MEM_WRAP_CHECK(n,t), ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:2019:27: note: in expansion of macro ‘MEM_WRAP_CHECK_’ #define Newx(v,n,t) (v = (MEM_WRAP_CHECK_(n,t) (t*)MEM_LOG_ALLOC(n,t,safemalloc((MEM_SIZE)((n)*sizeof(t)))))) ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:2025:22: note: in expansion of macro ‘Newx’ #define New(x,v,n,t) Newx(v,n,t) ^ gmp_main.c:591:3: note: in expansion of macro ‘New’ New(0, mprimes, (piN+7)/8, mpz_t); ^ gmp_main.c: In function ‘partitions’: /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1901:31: warning: left shift count >= width of type [-Wshift-count-overflow] (sizeof(t) > ((MEM_SIZE)1 << 8*(sizeof(MEM_SIZE) - sizeof(n)))) ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/perl.h:3529:62: note: in definition of macro ‘EXPECT’ # define EXPECT(expr,val) __builtin_expect(expr,val) ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/perl.h:3534:52: note: in expansion of macro ‘cBOOL’ #define UNLIKELY(cond) EXPECT(cBOOL(cond),FALSE) ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1925:9: note: in expansion of macro ‘UNLIKELY’ (void)(UNLIKELY(_MEM_WRAP_WILL_WRAP(n,t)) \ ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1921:9: note: in expansion of macro ‘_MEM_WRAP_NEEDS_RUNTIME_CHECK’ ((_MEM_WRAP_NEEDS_RUNTIME_CHECK(n,t) ? (MEM_SIZE)(n) : \ ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1925:18: note: in expansion of macro ‘_MEM_WRAP_WILL_WRAP’ (void)(UNLIKELY(_MEM_WRAP_WILL_WRAP(n,t)) \ ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1932:30: note: in expansion of macro ‘MEM_WRAP_CHECK’ #define MEM_WRAP_CHECK_(n,t) MEM_WRAP_CHECK(n,t), ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:2019:27: note: in expansion of macro ‘MEM_WRAP_CHECK_’ #define Newx(v,n,t) (v = (MEM_WRAP_CHECK_(n,t) (t*)MEM_LOG_ALLOC(n,t,safemalloc((MEM_SIZE)((n)*sizeof(t)))))) ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:2025:22: note: in expansion of macro ‘Newx’ #define New(x,v,n,t) Newx(v,n,t) ^ gmp_main.c:747:3: note: in expansion of macro ‘New’ New(0, pent, 2*d+2, UV); ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1901:31: warning: left shift count >= width of type [-Wshift-count-overflow] (sizeof(t) > ((MEM_SIZE)1 << 8*(sizeof(MEM_SIZE) - sizeof(n)))) ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/perl.h:3529:62: note: in definition of macro ‘EXPECT’ # define EXPECT(expr,val) __builtin_expect(expr,val) ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/perl.h:3534:52: note: in expansion of macro ‘cBOOL’ #define UNLIKELY(cond) EXPECT(cBOOL(cond),FALSE) ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1925:9: note: in expansion of macro ‘UNLIKELY’ (void)(UNLIKELY(_MEM_WRAP_WILL_WRAP(n,t)) \ ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1921:9: note: in expansion of macro ‘_MEM_WRAP_NEEDS_RUNTIME_CHECK’ ((_MEM_WRAP_NEEDS_RUNTIME_CHECK(n,t) ? (MEM_SIZE)(n) : \ ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1925:18: note: in expansion of macro ‘_MEM_WRAP_WILL_WRAP’ (void)(UNLIKELY(_MEM_WRAP_WILL_WRAP(n,t)) \ ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1932:30: note: in expansion of macro ‘MEM_WRAP_CHECK’ #define MEM_WRAP_CHECK_(n,t) MEM_WRAP_CHECK(n,t), ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:2019:27: note: in expansion of macro ‘MEM_WRAP_CHECK_’ #define Newx(v,n,t) (v = (MEM_WRAP_CHECK_(n,t) (t*)MEM_LOG_ALLOC(n,t,safemalloc((MEM_SIZE)((n)*sizeof(t)))))) ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:2025:22: note: in expansion of macro ‘Newx’ #define New(x,v,n,t) Newx(v,n,t) ^ gmp_main.c:754:3: note: in expansion of macro ‘New’ New(0, part, n+1, mpz_t); ^ gmp_main.c: In function ‘partial_sieve’: /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1901:31: warning: left shift count >= width of type [-Wshift-count-overflow] (sizeof(t) > ((MEM_SIZE)1 << 8*(sizeof(MEM_SIZE) - sizeof(n)))) ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/perl.h:3529:62: note: in definition of macro ‘EXPECT’ # define EXPECT(expr,val) __builtin_expect(expr,val) ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/perl.h:3534:52: note: in expansion of macro ‘cBOOL’ #define UNLIKELY(cond) EXPECT(cBOOL(cond),FALSE) ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1925:9: note: in expansion of macro ‘UNLIKELY’ (void)(UNLIKELY(_MEM_WRAP_WILL_WRAP(n,t)) \ ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1921:9: note: in expansion of macro ‘_MEM_WRAP_NEEDS_RUNTIME_CHECK’ ((_MEM_WRAP_NEEDS_RUNTIME_CHECK(n,t) ? (MEM_SIZE)(n) : \ ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1925:18: note: in expansion of macro ‘_MEM_WRAP_WILL_WRAP’ (void)(UNLIKELY(_MEM_WRAP_WILL_WRAP(n,t)) \ ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1932:30: note: in expansion of macro ‘MEM_WRAP_CHECK’ #define MEM_WRAP_CHECK_(n,t) MEM_WRAP_CHECK(n,t), ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:2019:27: note: in expansion of macro ‘MEM_WRAP_CHECK_’ #define Newx(v,n,t) (v = (MEM_WRAP_CHECK_(n,t) (t*)MEM_LOG_ALLOC(n,t,safemalloc((MEM_SIZE)((n)*sizeof(t)))))) ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:2025:22: note: in expansion of macro ‘Newx’ #define New(x,v,n,t) Newx(v,n,t) ^ gmp_main.c:1046:3: note: in expansion of macro ‘New’ New(0, comp, wlen, uint32_t); ^ gmp_main.c: In function ‘sieve_cluster’: /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1901:31: warning: left shift count >= width of type [-Wshift-count-overflow] (sizeof(t) > ((MEM_SIZE)1 << 8*(sizeof(MEM_SIZE) - sizeof(n)))) ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/perl.h:3529:62: note: in definition of macro ‘EXPECT’ # define EXPECT(expr,val) __builtin_expect(expr,val) ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/perl.h:3534:52: note: in expansion of macro ‘cBOOL’ #define UNLIKELY(cond) EXPECT(cBOOL(cond),FALSE) ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1925:9: note: in expansion of macro ‘UNLIKELY’ (void)(UNLIKELY(_MEM_WRAP_WILL_WRAP(n,t)) \ ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1921:9: note: in expansion of macro ‘_MEM_WRAP_NEEDS_RUNTIME_CHECK’ ((_MEM_WRAP_NEEDS_RUNTIME_CHECK(n,t) ? (MEM_SIZE)(n) : \ ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1925:18: note: in expansion of macro ‘_MEM_WRAP_WILL_WRAP’ (void)(UNLIKELY(_MEM_WRAP_WILL_WRAP(n,t)) \ ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1932:30: note: in expansion of macro ‘MEM_WRAP_CHECK’ #define MEM_WRAP_CHECK_(n,t) MEM_WRAP_CHECK(n,t), ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:2019:27: note: in expansion of macro ‘MEM_WRAP_CHECK_’ #define Newx(v,n,t) (v = (MEM_WRAP_CHECK_(n,t) (t*)MEM_LOG_ALLOC(n,t,safemalloc((MEM_SIZE)((n)*sizeof(t)))))) ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:2025:22: note: in expansion of macro ‘Newx’ #define New(x,v,n,t) Newx(v,n,t) ^ gmp_main.c:1650:3: note: in expansion of macro ‘New’ New(0, residues, allocres = 1024, UV); ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1901:31: warning: left shift count >= width of type [-Wshift-count-overflow] (sizeof(t) > ((MEM_SIZE)1 << 8*(sizeof(MEM_SIZE) - sizeof(n)))) ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/perl.h:3529:62: note: in definition of macro ‘EXPECT’ # define EXPECT(expr,val) __builtin_expect(expr,val) ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/perl.h:3534:52: note: in expansion of macro ‘cBOOL’ #define UNLIKELY(cond) EXPECT(cBOOL(cond),FALSE) ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1925:9: note: in expansion of macro ‘UNLIKELY’ (void)(UNLIKELY(_MEM_WRAP_WILL_WRAP(n,t)) \ ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1921:9: note: in expansion of macro ‘_MEM_WRAP_NEEDS_RUNTIME_CHECK’ ((_MEM_WRAP_NEEDS_RUNTIME_CHECK(n,t) ? (MEM_SIZE)(n) : \ ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1925:18: note: in expansion of macro ‘_MEM_WRAP_WILL_WRAP’ (void)(UNLIKELY(_MEM_WRAP_WILL_WRAP(n,t)) \ ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1932:30: note: in expansion of macro ‘MEM_WRAP_CHECK’ #define MEM_WRAP_CHECK_(n,t) MEM_WRAP_CHECK(n,t), ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:2031:10: note: in expansion of macro ‘MEM_WRAP_CHECK_’ (v = (MEM_WRAP_CHECK_(n,t) (t*)MEM_LOG_REALLOC(n,t,v,saferealloc((Malloc_t)(v),(MEM_SIZE)((n)*sizeof(t)))))) ^ gmp_main.c:1426:22: note: in expansion of macro ‘Renew’ do { if (n >= max) Renew(v, max += 1024, UV); v[n++] = val; } while (0) ^ gmp_main.c:1663:9: note: in expansion of macro ‘ADDVAL32’ ADDVAL32(residues, nres, allocres, i); ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1901:31: warning: left shift count >= width of type [-Wshift-count-overflow] (sizeof(t) > ((MEM_SIZE)1 << 8*(sizeof(MEM_SIZE) - sizeof(n)))) ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/perl.h:3529:62: note: in definition of macro ‘EXPECT’ # define EXPECT(expr,val) __builtin_expect(expr,val) ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/perl.h:3534:52: note: in expansion of macro ‘cBOOL’ #define UNLIKELY(cond) EXPECT(cBOOL(cond),FALSE) ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1925:9: note: in expansion of macro ‘UNLIKELY’ (void)(UNLIKELY(_MEM_WRAP_WILL_WRAP(n,t)) \ ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1921:9: note: in expansion of macro ‘_MEM_WRAP_NEEDS_RUNTIME_CHECK’ ((_MEM_WRAP_NEEDS_RUNTIME_CHECK(n,t) ? (MEM_SIZE)(n) : \ ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1925:18: note: in expansion of macro ‘_MEM_WRAP_WILL_WRAP’ (void)(UNLIKELY(_MEM_WRAP_WILL_WRAP(n,t)) \ ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1932:30: note: in expansion of macro ‘MEM_WRAP_CHECK’ #define MEM_WRAP_CHECK_(n,t) MEM_WRAP_CHECK(n,t), ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:2019:27: note: in expansion of macro ‘MEM_WRAP_CHECK_’ #define Newx(v,n,t) (v = (MEM_WRAP_CHECK_(n,t) (t*)MEM_LOG_ALLOC(n,t,safemalloc((MEM_SIZE)((n)*sizeof(t)))))) ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:2025:22: note: in expansion of macro ‘Newx’ #define New(x,v,n,t) Newx(v,n,t) ^ gmp_main.c:1666:5: note: in expansion of macro ‘New’ New(0, res2, allocres2 = 1024, UV); ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1901:31: warning: left shift count >= width of type [-Wshift-count-overflow] (sizeof(t) > ((MEM_SIZE)1 << 8*(sizeof(MEM_SIZE) - sizeof(n)))) ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/perl.h:3529:62: note: in definition of macro ‘EXPECT’ # define EXPECT(expr,val) __builtin_expect(expr,val) ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/perl.h:3534:52: note: in expansion of macro ‘cBOOL’ #define UNLIKELY(cond) EXPECT(cBOOL(cond),FALSE) ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1925:9: note: in expansion of macro ‘UNLIKELY’ (void)(UNLIKELY(_MEM_WRAP_WILL_WRAP(n,t)) \ ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1921:9: note: in expansion of macro ‘_MEM_WRAP_NEEDS_RUNTIME_CHECK’ ((_MEM_WRAP_NEEDS_RUNTIME_CHECK(n,t) ? (MEM_SIZE)(n) : \ ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1925:18: note: in expansion of macro ‘_MEM_WRAP_WILL_WRAP’ (void)(UNLIKELY(_MEM_WRAP_WILL_WRAP(n,t)) \ ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1932:30: note: in expansion of macro ‘MEM_WRAP_CHECK’ #define MEM_WRAP_CHECK_(n,t) MEM_WRAP_CHECK(n,t), ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:2031:10: note: in expansion of macro ‘MEM_WRAP_CHECK_’ (v = (MEM_WRAP_CHECK_(n,t) (t*)MEM_LOG_REALLOC(n,t,v,saferealloc((Malloc_t)(v),(MEM_SIZE)((n)*sizeof(t)))))) ^ gmp_main.c:1426:22: note: in expansion of macro ‘Renew’ do { if (n >= max) Renew(v, max += 1024, UV); v[n++] = val; } while (0) ^ gmp_main.c:1688:13: note: in expansion of macro ‘ADDVAL32’ ADDVAL32(res2, nres2, allocres2, r); ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1901:31: warning: left shift count >= width of type [-Wshift-count-overflow] (sizeof(t) > ((MEM_SIZE)1 << 8*(sizeof(MEM_SIZE) - sizeof(n)))) ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/perl.h:3529:62: note: in definition of macro ‘EXPECT’ # define EXPECT(expr,val) __builtin_expect(expr,val) ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/perl.h:3534:52: note: in expansion of macro ‘cBOOL’ #define UNLIKELY(cond) EXPECT(cBOOL(cond),FALSE) ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1925:9: note: in expansion of macro ‘UNLIKELY’ (void)(UNLIKELY(_MEM_WRAP_WILL_WRAP(n,t)) \ ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1921:9: note: in expansion of macro ‘_MEM_WRAP_NEEDS_RUNTIME_CHECK’ ((_MEM_WRAP_NEEDS_RUNTIME_CHECK(n,t) ? (MEM_SIZE)(n) : \ ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1925:18: note: in expansion of macro ‘_MEM_WRAP_WILL_WRAP’ (void)(UNLIKELY(_MEM_WRAP_WILL_WRAP(n,t)) \ ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1932:30: note: in expansion of macro ‘MEM_WRAP_CHECK’ #define MEM_WRAP_CHECK_(n,t) MEM_WRAP_CHECK(n,t), ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:2019:27: note: in expansion of macro ‘MEM_WRAP_CHECK_’ #define Newx(v,n,t) (v = (MEM_WRAP_CHECK_(n,t) (t*)MEM_LOG_ALLOC(n,t,safemalloc((MEM_SIZE)((n)*sizeof(t)))))) ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:2025:22: note: in expansion of macro ‘Newx’ #define New(x,v,n,t) Newx(v,n,t) ^ gmp_main.c:1745:5: note: in expansion of macro ‘New’ New(0, resmod_0, nres, uint32_t); ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1901:31: warning: left shift count >= width of type [-Wshift-count-overflow] (sizeof(t) > ((MEM_SIZE)1 << 8*(sizeof(MEM_SIZE) - sizeof(n)))) ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/perl.h:3529:62: note: in definition of macro ‘EXPECT’ # define EXPECT(expr,val) __builtin_expect(expr,val) ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/perl.h:3534:52: note: in expansion of macro ‘cBOOL’ #define UNLIKELY(cond) EXPECT(cBOOL(cond),FALSE) ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1925:9: note: in expansion of macro ‘UNLIKELY’ (void)(UNLIKELY(_MEM_WRAP_WILL_WRAP(n,t)) \ ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1921:9: note: in expansion of macro ‘_MEM_WRAP_NEEDS_RUNTIME_CHECK’ ((_MEM_WRAP_NEEDS_RUNTIME_CHECK(n,t) ? (MEM_SIZE)(n) : \ ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1925:18: note: in expansion of macro ‘_MEM_WRAP_WILL_WRAP’ (void)(UNLIKELY(_MEM_WRAP_WILL_WRAP(n,t)) \ ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1932:30: note: in expansion of macro ‘MEM_WRAP_CHECK’ #define MEM_WRAP_CHECK_(n,t) MEM_WRAP_CHECK(n,t), ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:2019:27: note: in expansion of macro ‘MEM_WRAP_CHECK_’ #define Newx(v,n,t) (v = (MEM_WRAP_CHECK_(n,t) (t*)MEM_LOG_ALLOC(n,t,safemalloc((MEM_SIZE)((n)*sizeof(t)))))) ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:2025:22: note: in expansion of macro ‘Newx’ #define New(x,v,n,t) Newx(v,n,t) ^ gmp_main.c:1746:5: note: in expansion of macro ‘New’ New(0, resmod_1, nres, uint32_t); ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1901:31: warning: left shift count >= width of type [-Wshift-count-overflow] (sizeof(t) > ((MEM_SIZE)1 << 8*(sizeof(MEM_SIZE) - sizeof(n)))) ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/perl.h:3529:62: note: in definition of macro ‘EXPECT’ # define EXPECT(expr,val) __builtin_expect(expr,val) ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/perl.h:3534:52: note: in expansion of macro ‘cBOOL’ #define UNLIKELY(cond) EXPECT(cBOOL(cond),FALSE) ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1925:9: note: in expansion of macro ‘UNLIKELY’ (void)(UNLIKELY(_MEM_WRAP_WILL_WRAP(n,t)) \ ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1921:9: note: in expansion of macro ‘_MEM_WRAP_NEEDS_RUNTIME_CHECK’ ((_MEM_WRAP_NEEDS_RUNTIME_CHECK(n,t) ? (MEM_SIZE)(n) : \ ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1925:18: note: in expansion of macro ‘_MEM_WRAP_WILL_WRAP’ (void)(UNLIKELY(_MEM_WRAP_WILL_WRAP(n,t)) \ ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1932:30: note: in expansion of macro ‘MEM_WRAP_CHECK’ #define MEM_WRAP_CHECK_(n,t) MEM_WRAP_CHECK(n,t), ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:2019:27: note: in expansion of macro ‘MEM_WRAP_CHECK_’ #define Newx(v,n,t) (v = (MEM_WRAP_CHECK_(n,t) (t*)MEM_LOG_ALLOC(n,t,safemalloc((MEM_SIZE)((n)*sizeof(t)))))) ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:2025:22: note: in expansion of macro ‘Newx’ #define New(x,v,n,t) Newx(v,n,t) ^ gmp_main.c:1747:5: note: in expansion of macro ‘New’ New(0, resmod_2, nres, uint32_t); ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1901:31: warning: left shift count >= width of type [-Wshift-count-overflow] (sizeof(t) > ((MEM_SIZE)1 << 8*(sizeof(MEM_SIZE) - sizeof(n)))) ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/perl.h:3529:62: note: in definition of macro ‘EXPECT’ # define EXPECT(expr,val) __builtin_expect(expr,val) ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/perl.h:3534:52: note: in expansion of macro ‘cBOOL’ #define UNLIKELY(cond) EXPECT(cBOOL(cond),FALSE) ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1925:9: note: in expansion of macro ‘UNLIKELY’ (void)(UNLIKELY(_MEM_WRAP_WILL_WRAP(n,t)) \ ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1921:9: note: in expansion of macro ‘_MEM_WRAP_NEEDS_RUNTIME_CHECK’ ((_MEM_WRAP_NEEDS_RUNTIME_CHECK(n,t) ? (MEM_SIZE)(n) : \ ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1925:18: note: in expansion of macro ‘_MEM_WRAP_WILL_WRAP’ (void)(UNLIKELY(_MEM_WRAP_WILL_WRAP(n,t)) \ ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1932:30: note: in expansion of macro ‘MEM_WRAP_CHECK’ #define MEM_WRAP_CHECK_(n,t) MEM_WRAP_CHECK(n,t), ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:2019:27: note: in expansion of macro ‘MEM_WRAP_CHECK_’ #define Newx(v,n,t) (v = (MEM_WRAP_CHECK_(n,t) (t*)MEM_LOG_ALLOC(n,t,safemalloc((MEM_SIZE)((n)*sizeof(t)))))) ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:2025:22: note: in expansion of macro ‘Newx’ #define New(x,v,n,t) Newx(v,n,t) ^ gmp_main.c:1769:3: note: in expansion of macro ‘New’ New(0, cres, nres, UV); ^ i686-linux-gnu-gcc -c -D_REENTRANT -D_GNU_SOURCE -DDEBIAN -fdebug-prefix-map=/build/perl-SQ8Lqu/perl-5.22.1=. -fwrapv -fno-strict-aliasing -pipe -I/usr/local/include -D_LARGEFILE_SOURCE -D_FILE_OFFSET_BITS=64 -g -O2 -fdebug-prefix-map=/<>=. -fstack-protector-strong -Wformat -Werror=format-security -Wdate-time -D_FORTIFY_SOURCE=2 -DVERSION=\"0.51\" -DXS_VERSION=\"0.51\" -fPIC "-I/usr/lib/i386-linux-gnu/perl/5.22/CORE" random_prime.c "/usr/bin/perl" "/usr/share/perl/5.22/ExtUtils/xsubpp" -typemap "/usr/share/perl/5.22/ExtUtils/typemap" XS.xs > XS.xsc && mv XS.xsc XS.c i686-linux-gnu-gcc -c -D_REENTRANT -D_GNU_SOURCE -DDEBIAN -fdebug-prefix-map=/build/perl-SQ8Lqu/perl-5.22.1=. -fwrapv -fno-strict-aliasing -pipe -I/usr/local/include -D_LARGEFILE_SOURCE -D_FILE_OFFSET_BITS=64 -g -O2 -fdebug-prefix-map=/<>=. -fstack-protector-strong -Wformat -Werror=format-security -Wdate-time -D_FORTIFY_SOURCE=2 -DVERSION=\"0.51\" -DXS_VERSION=\"0.51\" -fPIC "-I/usr/lib/i386-linux-gnu/perl/5.22/CORE" XS.c In file included from XS.xs:3:0: XS.xs: In function ‘XS_Math__Prime__Util__GMP_numtoperm’: /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1901:31: warning: left shift count >= width of type [-Wshift-count-overflow] (sizeof(t) > ((MEM_SIZE)1 << 8*(sizeof(MEM_SIZE) - sizeof(n)))) ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/perl.h:3529:62: note: in definition of macro ‘EXPECT’ # define EXPECT(expr,val) __builtin_expect(expr,val) ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/perl.h:3534:52: note: in expansion of macro ‘cBOOL’ #define UNLIKELY(cond) EXPECT(cBOOL(cond),FALSE) ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1925:9: note: in expansion of macro ‘UNLIKELY’ (void)(UNLIKELY(_MEM_WRAP_WILL_WRAP(n,t)) \ ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1921:9: note: in expansion of macro ‘_MEM_WRAP_NEEDS_RUNTIME_CHECK’ ((_MEM_WRAP_NEEDS_RUNTIME_CHECK(n,t) ? (MEM_SIZE)(n) : \ ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1925:18: note: in expansion of macro ‘_MEM_WRAP_WILL_WRAP’ (void)(UNLIKELY(_MEM_WRAP_WILL_WRAP(n,t)) \ ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1932:30: note: in expansion of macro ‘MEM_WRAP_CHECK’ #define MEM_WRAP_CHECK_(n,t) MEM_WRAP_CHECK(n,t), ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:2019:27: note: in expansion of macro ‘MEM_WRAP_CHECK_’ #define Newx(v,n,t) (v = (MEM_WRAP_CHECK_(n,t) (t*)MEM_LOG_ALLOC(n,t,safemalloc((MEM_SIZE)((n)*sizeof(t)))))) ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:2025:22: note: in expansion of macro ‘Newx’ #define New(x,v,n,t) Newx(v,n,t) ^ XS.xs:1077:5: note: in expansion of macro ‘New’ New(0, perm, n, UV); ^ XS.xs: In function ‘XS_Math__Prime__Util__GMP_sieve_prime_cluster’: /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1901:31: warning: left shift count >= width of type [-Wshift-count-overflow] (sizeof(t) > ((MEM_SIZE)1 << 8*(sizeof(MEM_SIZE) - sizeof(n)))) ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/perl.h:3529:62: note: in definition of macro ‘EXPECT’ # define EXPECT(expr,val) __builtin_expect(expr,val) ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/perl.h:3534:52: note: in expansion of macro ‘cBOOL’ #define UNLIKELY(cond) EXPECT(cBOOL(cond),FALSE) ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1925:9: note: in expansion of macro ‘UNLIKELY’ (void)(UNLIKELY(_MEM_WRAP_WILL_WRAP(n,t)) \ ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1921:9: note: in expansion of macro ‘_MEM_WRAP_NEEDS_RUNTIME_CHECK’ ((_MEM_WRAP_NEEDS_RUNTIME_CHECK(n,t) ? (MEM_SIZE)(n) : \ ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1925:18: note: in expansion of macro ‘_MEM_WRAP_WILL_WRAP’ (void)(UNLIKELY(_MEM_WRAP_WILL_WRAP(n,t)) \ ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:1932:30: note: in expansion of macro ‘MEM_WRAP_CHECK’ #define MEM_WRAP_CHECK_(n,t) MEM_WRAP_CHECK(n,t), ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:2019:27: note: in expansion of macro ‘MEM_WRAP_CHECK_’ #define Newx(v,n,t) (v = (MEM_WRAP_CHECK_(n,t) (t*)MEM_LOG_ALLOC(n,t,safemalloc((MEM_SIZE)((n)*sizeof(t)))))) ^ /usr/lib/i386-linux-gnu/perl/5.22/CORE/handy.h:2025:22: note: in expansion of macro ‘Newx’ #define New(x,v,n,t) Newx(v,n,t) ^ XS.xs:1127:9: note: in expansion of macro ‘New’ New(0, cl, nc, uint32_t); ^ rm -f blib/arch/auto/Math/Prime/Util/GMP/GMP.so i686-linux-gnu-gcc -g -O2 -fdebug-prefix-map=/<>=. -fstack-protector-strong -Wformat -Werror=format-security -Wl,-Bsymbolic-functions -Wl,-z,relro -Wl,-z,now -shared -L/usr/local/lib -fstack-protector-strong prime_iterator.o utility.o primality.o factor.o pbrent63.o squfof126.o ecm.o tinyqs.o simpqs.o bls75.o ecpp.o aks.o gmp_main.o real.o isaac.o random_prime.o XS.o -o blib/arch/auto/Math/Prime/Util/GMP/GMP.so \ -lgmp -lm \ chmod 755 blib/arch/auto/Math/Prime/Util/GMP/GMP.so "/usr/bin/perl" -MExtUtils::Command::MM -e 'cp_nonempty' -- GMP.bs blib/arch/auto/Math/Prime/Util/GMP/GMP.bs 644 Manifying 1 pod document make[1]: Leaving directory '/<>' dh_auto_test -a make -j4 test TEST_VERBOSE=1 make[1]: Entering directory '/<>' Running Mkbootstrap for Math::Prime::Util::GMP () chmod 644 "GMP.bs" PERL_DL_NONLAZY=1 "/usr/bin/perl" "-MExtUtils::Command::MM" "-MTest::Harness" "-e" "undef *Test::Harness::Switches; test_harness(1, 'blib/lib', 'blib/arch')" t/*.t t/01-load.t .................. 1..1 ok 1 - require Math::Prime::Util::GMP; ok t/02-can.t ................... 1..1 ok 1 - Math::Prime::Util::GMP->can(...) ok t/10-isprime.t ............... 1..227 ok 1 - 2 is prime ok 2 - 1 is not prime ok 3 - 0 is not prime ok 4 - -1 is not prime ok 5 - -2 is not prime ok 6 - 20 is not prime ok 7 - 2**2=4 is not prime ok 8 - 2**3=8 is not prime ok 9 - 2**4=16 is not prime ok 10 - 2**5=32 is not prime ok 11 - 2**6=64 is not prime ok 12 - 2**7=128 is not prime ok 13 - 2**8=256 is not prime ok 14 - 2**9=512 is not prime ok 15 - 2**10=1024 is not prime ok 16 - 2**11=2048 is not prime ok 17 - 2**12=4096 is not prime ok 18 - 2**13=8192 is not prime ok 19 - 2**14=16384 is not prime ok 20 - 2**15=32768 is not prime ok 21 - 2**16=65536 is not prime ok 22 - 2**17=131072 is not prime ok 23 - 2**18=262144 is not prime ok 24 - 2**19=524288 is not prime ok 25 - 2**20=1048576 is not prime ok 26 - is_prime 0..3572 ok 27 - A006945 number 9 is not prime ok 28 - A006945 number 2047 is not prime ok 29 - A006945 number 1373653 is not prime ok 30 - A006945 number 25326001 is not prime ok 31 - A006945 number 3215031751 is not prime ok 32 - A006945 number 2152302898747 is not prime ok 33 - A006945 number 3474749660383 is not prime ok 34 - A006945 number 341550071728321 is not prime ok 35 - A006945 number 341550071728321 is not prime ok 36 - A006945 number 3825123056546413051 is not prime ok 37 - Carmichael Number 561 is not prime ok 38 - Carmichael Number 1105 is not prime ok 39 - Carmichael Number 1729 is not prime ok 40 - Carmichael Number 2465 is not prime ok 41 - Carmichael Number 2821 is not prime ok 42 - Carmichael Number 6601 is not prime ok 43 - Carmichael Number 8911 is not prime ok 44 - Carmichael Number 10585 is not prime ok 45 - Carmichael Number 15841 is not prime ok 46 - Carmichael Number 29341 is not prime ok 47 - Carmichael Number 41041 is not prime ok 48 - Carmichael Number 46657 is not prime ok 49 - Carmichael Number 52633 is not prime ok 50 - Carmichael Number 62745 is not prime ok 51 - Carmichael Number 63973 is not prime ok 52 - Carmichael Number 75361 is not prime ok 53 - Carmichael Number 101101 is not prime ok 54 - Carmichael Number 340561 is not prime ok 55 - Carmichael Number 488881 is not prime ok 56 - Carmichael Number 852841 is not prime ok 57 - Carmichael Number 1857241 is not prime ok 58 - Carmichael Number 6733693 is not prime ok 59 - Carmichael Number 9439201 is not prime ok 60 - Carmichael Number 17236801 is not prime ok 61 - Carmichael Number 23382529 is not prime ok 62 - Carmichael Number 34657141 is not prime ok 63 - Carmichael Number 56052361 is not prime ok 64 - Carmichael Number 146843929 is not prime ok 65 - Carmichael Number 216821881 is not prime ok 66 - Pseudoprime (base 2) 341 is not prime ok 67 - Pseudoprime (base 2) 561 is not prime ok 68 - Pseudoprime (base 2) 645 is not prime ok 69 - Pseudoprime (base 2) 1105 is not prime ok 70 - Pseudoprime (base 2) 1387 is not prime ok 71 - Pseudoprime (base 2) 1729 is not prime ok 72 - Pseudoprime (base 2) 1905 is not prime ok 73 - Pseudoprime (base 2) 2047 is not prime ok 74 - Pseudoprime (base 2) 2465 is not prime ok 75 - Pseudoprime (base 2) 2701 is not prime ok 76 - Pseudoprime (base 2) 2821 is not prime ok 77 - Pseudoprime (base 2) 3277 is not prime ok 78 - Pseudoprime (base 2) 4033 is not prime ok 79 - Pseudoprime (base 2) 4369 is not prime ok 80 - Pseudoprime (base 2) 4371 is not prime ok 81 - Pseudoprime (base 2) 4681 is not prime ok 82 - Pseudoprime (base 2) 5461 is not prime ok 83 - Pseudoprime (base 2) 6601 is not prime ok 84 - Pseudoprime (base 2) 7957 is not prime ok 85 - Pseudoprime (base 2) 8321 is not prime ok 86 - Pseudoprime (base 2) 52633 is not prime ok 87 - Pseudoprime (base 2) 88357 is not prime ok 88 - Pseudoprime (base 3) 121 is not prime ok 89 - Pseudoprime (base 3) 703 is not prime ok 90 - Pseudoprime (base 3) 1891 is not prime ok 91 - Pseudoprime (base 3) 3281 is not prime ok 92 - Pseudoprime (base 3) 8401 is not prime ok 93 - Pseudoprime (base 3) 8911 is not prime ok 94 - Pseudoprime (base 3) 10585 is not prime ok 95 - Pseudoprime (base 3) 12403 is not prime ok 96 - Pseudoprime (base 3) 16531 is not prime ok 97 - Pseudoprime (base 3) 18721 is not prime ok 98 - Pseudoprime (base 3) 19345 is not prime ok 99 - Pseudoprime (base 3) 23521 is not prime ok 100 - Pseudoprime (base 3) 31621 is not prime ok 101 - Pseudoprime (base 3) 44287 is not prime ok 102 - Pseudoprime (base 3) 47197 is not prime ok 103 - Pseudoprime (base 3) 55969 is not prime ok 104 - Pseudoprime (base 3) 63139 is not prime ok 105 - Pseudoprime (base 3) 74593 is not prime ok 106 - Pseudoprime (base 3) 79003 is not prime ok 107 - Pseudoprime (base 3) 82513 is not prime ok 108 - Pseudoprime (base 3) 87913 is not prime ok 109 - Pseudoprime (base 3) 88573 is not prime ok 110 - Pseudoprime (base 3) 97567 is not prime ok 111 - Pseudoprime (base 5) 781 is not prime ok 112 - Pseudoprime (base 5) 1541 is not prime ok 113 - Pseudoprime (base 5) 5461 is not prime ok 114 - Pseudoprime (base 5) 5611 is not prime ok 115 - Pseudoprime (base 5) 7813 is not prime ok 116 - Pseudoprime (base 5) 13021 is not prime ok 117 - Pseudoprime (base 5) 14981 is not prime ok 118 - Pseudoprime (base 5) 15751 is not prime ok 119 - Pseudoprime (base 5) 24211 is not prime ok 120 - Pseudoprime (base 5) 25351 is not prime ok 121 - Pseudoprime (base 5) 29539 is not prime ok 122 - Pseudoprime (base 5) 38081 is not prime ok 123 - Pseudoprime (base 5) 40501 is not prime ok 124 - Pseudoprime (base 5) 44801 is not prime ok 125 - Pseudoprime (base 5) 53971 is not prime ok 126 - Pseudoprime (base 5) 79381 is not prime ok 127 - Primegap start 2 is prime ok 128 - Primegap start 3 is prime ok 129 - Primegap start 7 is prime ok 130 - Primegap start 23 is prime ok 131 - Primegap start 89 is prime ok 132 - Primegap start 113 is prime ok 133 - Primegap start 523 is prime ok 134 - Primegap start 887 is prime ok 135 - Primegap start 1129 is prime ok 136 - Primegap start 1327 is prime ok 137 - Primegap start 9551 is prime ok 138 - Primegap start 15683 is prime ok 139 - Primegap start 19609 is prime ok 140 - Primegap start 31397 is prime ok 141 - Primegap start 155921 is prime ok 142 - Primegap end 5 is prime ok 143 - Primegap end 11 is prime ok 144 - Primegap end 29 is prime ok 145 - Primegap end 97 is prime ok 146 - Primegap end 127 is prime ok 147 - Primegap end 541 is prime ok 148 - Primegap end 907 is prime ok 149 - Primegap end 1151 is prime ok 150 - Primegap end 1361 is prime ok 151 - Primegap end 9587 is prime ok 152 - Primegap end 15727 is prime ok 153 - Primegap end 19661 is prime ok 154 - Primegap end 31469 is prime ok 155 - Primegap end 156007 is prime ok 156 - Primegap end 360749 is prime ok 157 - Primegap end 370373 is prime ok 158 - Primegap end 492227 is prime ok 159 - Primegap end 1349651 is prime ok 160 - Primegap end 1357333 is prime ok 161 - Primegap end 2010881 is prime ok 162 - Primegap end 4652507 is prime ok 163 - Primegap end 17051887 is prime ok 164 - Primegap end 20831533 is prime ok 165 - Primegap end 47326913 is prime ok 166 - Primegap end 122164969 is prime ok 167 - Primegap end 189695893 is prime ok 168 - Primegap end 191913031 is prime ok 169 - Primegap end 10726905041 is prime ok 170 - Primegap end 387096383 is prime ok 171 - Primegap end 436273291 is prime ok 172 - Primegap end 1294268779 is prime ok 173 - Primegap end 1453168433 is prime ok 174 - Primegap end 2300942869 is prime ok 175 - Primegap end 3842611109 is prime ok 176 - Primegap end 4302407713 is prime ok 177 - Primegap end 20678048681 is prime ok 178 - Primegap end 22367085353 is prime ok 179 - Primegap end 25056082543 is prime ok 180 - Primegap end 42652618807 is prime ok 181 - Primegap end 127976334671 is prime ok 182 - Primegap end 182226896239 is prime ok 183 - Primegap end 241160624143 is prime ok 184 - Primegap end 297501075799 is prime ok 185 - Primegap end 303371455241 is prime ok 186 - Primegap end 304599508537 is prime ok 187 - Primegap end 416608695821 is prime ok 188 - Primegap end 461690510011 is prime ok 189 - Primegap end 614487453523 is prime ok 190 - Primegap end 738832927927 is prime ok 191 - Primegap end 1346294310749 is prime ok 192 - Primegap end 1408695493609 is prime ok 193 - Primegap end 1968188556461 is prime ok 194 - Primegap end 2614941710599 is prime ok 195 - Primegap end 7177162611713 is prime ok 196 - Primegap end 13829048559701 is prime ok 197 - Primegap end 19581334192423 is prime ok 198 - Primegap end 42842283925351 is prime ok 199 - Primegap end 90874329411493 is prime ok 200 - Primegap end 171231342420521 is prime ok 201 - Primegap end 1425172824437699411 is prime ok 202 - Primegap start 41437872381314257606025664648551531 is prime ok 203 - Primegap start 2533428381785258181145396408525147 is prime ok 204 - Primegap start 6429801387755251608076552195160813 is prime ok 205 - Primegap start 41553317381222258299076384479889759 is prime ok 206 - Primegap start 36315406071322208317982870602883 is prime ok 207 - Primegap start 45578379712061211117046756353187 is prime ok 208 - Primegap start 853188381785258606010648985968457 is prime ok 209 - Primegap start 888753381785258606882214366477061 is prime ok 210 - Large prime 225024267640198977569930286413453544441731198242501 is prime ok 211 - Large prime 117012619172903468336363755054149226979817746816041 is prime ok 212 - Large prime 531137992816767098689588206552468627329593117727031923199444138200403559860852242739162502265229285668889329486246501015346579337652707239409519978766587351943831270835393219031728127 is prime ok 213 - Large prime 92751329613360357106269703807871171087102857318174669180345062763478315192734600581256686043065309145579066294614789483004809764977045757613701500430172705662998376708484136826337990209855359024352422688815970711638591317382567474931186571722543217265405033315880950490013269952667650366965082529384527374177 is prime ok 214 - Large prime 32260744804243979022151766262161234411163230832614876909266661009538736040353215637132894501612353010543647977249384696464608093622417037943487940297713136625578440884358987868505411720686648801150726329314235915696991593215969719047680808482063865275910410329176506289872973203004139815308900515515244012185782792865548320042281725631557473818091156913398618606687353487817756951894689296125125745219508443864021389470338722761499570221166792212754530607135317650463501248358538246234526221292291399209816873396728066128587613467291339613990745570031925686037674992827058364602015693306309221496407276025345897341847 is prime ok 215 - Large prime 741396953013654360447130328344036195463451575964208809937212804294129714670068945580433523222395982402982697545970774900776520388371921559613345658117858514521005297959953114279118002815246386498175953512848112483829848122269294444605330839657412152438182209874755797291767504531960060238286549305381539583199152421722832641143066110744833138611455286547147404482909367418917279008726128416147000372123061195691620902127739725422428617685907314016736926212798020427887587562043320485749196280067057894293080208114019557078624547720775548197602227651474547221582994513675272163167738690346545549988775205966423807402030104516784101084806845639397870429182441506430010222493085299118475419254862008744168191879396758301572743283703529570334803330960201229624052255881219905504918044357793149162118185478553170626317902665884547746435111999694067410243494584529487741658481642249023103753134680734412840328449909896847175077758262986499427135151069709448521414215035574272868281224727572369419529536625125298888387473824456936636521457187215362102409447089422614360505828034680296548026192715652255266408626555770777003931789812374333546088379306076791601248774333377106632994883876629562024348840502578094204183502272143692446875343057 is prime ok 216 - Large composite 777777777777777777777777 is not prime ok 217 - Large composite 877777777777777777777777 is not prime ok 218 - Large composite 87777777777777777777777795475 is not prime ok 219 - Large composite 890745785790123461234805903467891234681234 is not prime ok 220 - Large composite 318665857834031151167461 is not prime ok 221 - Large composite 3317044064679887385961981 is not prime ok 222 - Large composite 6003094289670105800312596501 is not prime ok 223 - Large composite 59276361075595573263446330101 is not prime ok 224 - Large composite 564132928021909221014087501701 is not prime ok 225 - Large composite 1543267864443420616877677640751301 is not prime ok 226 - is_prime(2**135+33) = 2 ok 227 - is_prime is deterministic for 81-bit input ok t/11-primes.t ................ 1..63 ok 1 - primes(undef) ok 2 - primes(a) ok 3 - primes(-4) ok 4 - primes(2,undef) ok 5 - primes(2,x) ok 6 - primes(2,-4) ok 7 - primes(undef,7) ok 8 - primes(x,7) ok 9 - primes(-10,7) ok 10 - primes(undef,undef) ok 11 - primes(x,x) ok 12 - primes(-10,-4) ok 13 - primes(11) should return [2 3 5 7 11] ok 14 - primes(1) should return [] ok 15 - primes(3) should return [2 3] ok 16 - primes(4) should return [2 3] ok 17 - primes(0) should return [] ok 18 - primes(20) should return [2 3 5 7 11 13 17 19] ok 19 - primes(19) should return [2 3 5 7 11 13 17 19] ok 20 - primes(6) should return [2 3 5] ok 21 - primes(2) should return [2] ok 22 - primes(18) should return [2 3 5 7 11 13 17] ok 23 - primes(7) should return [2 3 5 7] ok 24 - primes(5) should return [2 3 5] ok 25 - primes(2010733,2010881) should return [2010733 2010881] ok 26 - primes(3842610773,3842611109) should return [3842610773 3842611109] ok 27 - primes(30,70) should return [31 37 41 43 47 53 59 61 67] ok 28 - primes(2,2) should return [2] ok 29 - primes(3088,3164) should return [3089 3109 3119 3121 3137 3163] ok 30 - primes(3842610774,3842611108) should return [] ok 31 - primes(2,5) should return [2 3 5] ok 32 - primes(2010734,2010880) should return [] ok 33 - primes(3,9) should return [3 5 7] ok 34 - primes(3,3) should return [3] ok 35 - primes(3,7) should return [3 5 7] ok 36 - primes(3089,3163) should return [3089 3109 3119 3121 3137 3163] ok 37 - primes(3090,3162) should return [3109 3119 3121 3137] ok 38 - primes(20,2) should return [] ok 39 - primes(2,20) should return [2 3 5 7 11 13 17 19] ok 40 - primes(70,30) should return [] ok 41 - primes(2,3) should return [2 3] ok 42 - primes(3,6) should return [3 5] ok 43 - primes(4,8) should return [5 7] ok 44 - Primes between 1_693_182_318_746_371 and 1_693_182_318_747_671 ok 45 - primes( 2^66, 2^66 + 100 ) ok 46 - count primes within a range ok 47 - Primes between 0 and 3572 ok 48 - Primes between 2 and 20 ok 49 - Primes between 30 and 70 ok 50 - Primes between 30 and 70 ok 51 - Primes between 20 and 2 ok 52 - Primes between 1 and 1 ok 53 - Primes between 2 and 2 ok 54 - Primes between 3 and 3 ok 55 - Primegap 21 inclusive ok 56 - Primegap 21 exclusive ok 57 - Primes between 3088 and 3164 ok 58 - Primes between 3089 and 3163 ok 59 - Primes between 3090 and 3162 ok 60 - use sieve_primes to partial sieve a range ok 61 - use sieve_range to sieve a large range ok 62 - Sieve twin primes 10^30 10^30+20000 ok 63 - Sieve twin primes 10^30+4832 10^20+18738 should be empty ok t/12-nextprime.t ............. 1..27 ok 1 - prev_prime 0..3572 ok 2 - next_prime 0..3572 ok 3 - next prime of 2010733 is 2010733+148 ok 4 - prev prime of 2010733+148 is 2010733 ok 5 - next prime of 19609 is 19609+52 ok 6 - prev prime of 19609+52 is 19609 ok 7 - next prime of 360653 is 360653+96 ok 8 - prev prime of 360653+96 is 360653 ok 9 - next prime of 19608 is 19609 ok 10 - next prime of 19610 is 19661 ok 11 - next prime of 19660 is 19661 ok 12 - prev prime of 19662 is 19661 ok 13 - prev prime of 19660 is 19609 ok 14 - prev prime of 19610 is 19609 ok 15 - Previous prime of 2 returns undef ok 16 - next_prime(2010733..2010880) = 2010881 ok 17 - prev_prime(2010734..2010881) = 2010733 ok 18 - next_prime(1234567890) == 1234567891) ok 19 - next_prime(8756....73456) = 8756....73779 ok 20 - prev_prime(1353....31156) = 1353....30917 ok 21 - surround_primes(2) ok 22 - surround_primes(2) ok 23 - surround_primes(29384928409238) ok 24 - surround_primes(2^64) ok 25 - surround_primes(2^65+41) ok 26 - surround_primes(2^65+41,89) ok 27 - surround_primes(2^65+41,90) ok t/13-primecount.t ............ 1..239 ok 1 - prime_count(0,1) == 0 ok 2 - prime_count(0,2) == 1 ok 3 - prime_count(0,3) == 2 ok 4 - prime_count(2,2) == 2 ok 5 - Pi(100) = 25 ok 6 - Pi(1000) = 168 ok 7 - Pi(10000) = 1229 ok 8 - Pi(10) = 4 ok 9 - Pi(65535) = 6542 ok 10 - Pi(1) = 0 ok 11 - prime_count(24113483758197309440,24113483758197310396) = 23 ok 12 - prime_count(45490240575506677760,45490240575506679266) = 45 ok 13 - prime_count(75458848506302300160,75458848506302301114) = 18 ok 14 - prime_count(161891136728481923072,161891136728481923850) = 18 ok 15 - prime_count(342679779996280025856,342679779996280027487) = 36 ok 16 - prime_count(759817770139002651712,759817770139002652700) = 26 ok 17 - prime_count(1747599191389174303424,1747599191389174303464) = 1 ok 18 - prime_count(3277252439479060606848,3277252439479060607688) = 12 ok 19 - prime_count(6887003433586725213696,6887003433586725213705) = 0 ok 20 - prime_count(9515645314265862127392,9515645314265862128163) = 15 ok 21 - prime_count(26114788673620260854784,26114788673620260855763) = 17 ok 22 - prime_count(50021095190478561709568,50021095190478561710552) = 16 ok 23 - prime_count(99293609391529723419136,99293609391529723420902) = 20 ok 24 - prime_count(192328541043198946838272,192328541043198946839023) = 18 ok 25 - prime_count(386730387965240293676544,386730387965240293678117) = 29 ok 26 - prime_count(735479117913496587353088,735479117913496587354687) = 32 ok 27 - prime_count(1330998807397722174706176,1330998807397722174706347) = 3 ok 28 - prime_count(2904510561226220349412352,2904510561226220349413930) = 21 ok 29 - prime_count(6847845859597286698824704,6847845859597286698826460) = 26 ok 30 - prime_count(9880100064397462397649408,9880100064397462397650566) = 17 ok 31 - prime_count(27282839498809356795298816,27282839498809356795300564) = 23 ok 32 - prime_count(41281035060688503590597632,41281035060688503590598867) = 15 ok 33 - prime_count(90374604407955267181195264,90374604407955267181195457) = 2 ok 34 - prime_count(200915297903707834362390528,200915297903707834362391737) = 22 ok 35 - prime_count(407168505212786768724781056,407168505212786768724782199) = 16 ok 36 - prime_count(817226365950024137449562112,817226365950024137449563070) = 14 ok 37 - prime_count(1621795554319024274899124224,1621795554319024274899125678) = 18 ok 38 - prime_count(3660769329531840549798248448,3660769329531840549798250278) = 23 ok 39 - prime_count(7314734077273801099596496896,7314734077273801099596498034) = 16 ok 40 - prime_count(10921064834678012199192993792,10921064834678012199192994171) = 5 ok 41 - prime_count(24344155473536054398385987584,24344155473536054398385988831) = 14 ok 42 - prime_count(46348470312928428796771975168,46348470312928428796771976813) = 28 ok 43 - prime_count(90920702154966737593543950336,90920702154966737593543951561) = 19 ok 44 - prime_count(233651247954773375187087900672,233651247954773375187087901872) = 16 ok 45 - prime_count(396231658265327350374175801344,396231658265327350374175803015) = 25 ok 46 - prime_count(734317226076915700748351602688,734317226076915700748351602878) = 0 ok 47 - prime_count(1696551122155337401496703205376,1696551122155337401496703205528) = 1 ok 48 - prime_count(3100618561736693802993406410752,3100618561736693802993406411961) = 22 ok 49 - prime_count(6306554584349917605986812821504,6306554584349917605986812822041) = 9 ok 50 - prime_count(12897043632271155211973625643008,12897043632271155211973625643214) = 3 ok 51 - prime_count(27070533331838590423947251286016,27070533331838590423947251286519) = 5 ok 52 - prime_count(44933719679228300847894502572032,44933719679228300847894502574007) = 26 ok 53 - prime_count(92067632902534481695789005144064,92067632902534481695789005144486) = 7 ok 54 - prime_count(219741981610812063391578010288128,219741981610812063391578010289366) = 22 ok 55 - prime_count(441164516482197726783156020576256,441164516482197726783156020576737) = 5 ok 56 - prime_count(783694033185045453566312041152512,783694033185045453566312041152692) = 1 ok 57 - prime_count(1754258052575393907132624082305024,1754258052575393907132624082305337) = 4 ok 58 - prime_count(3291172491135828814265248164610048,3291172491135828814265248164611897) = 21 ok 59 - prime_count(5255505796082429028530496329220096,5255505796082429028530496329221910) = 27 ok 60 - prime_count(12176969828012415257060992658440192,12176969828012415257060992658440427) = 5 ok 61 - prime_count(22889636161029770514121985316880384,22889636161029770514121985316881826) = 17 ok 62 - prime_count(44359130889092671028243970633760768,44359130889092671028243970633762444) = 17 ok 63 - prime_count(94248617103459242056487941267521536,94248617103459242056487941267522522) = 16 ok 64 - prime_count(191861723074481884112975882535043072,191861723074481884112975882535043603) = 10 ok 65 - prime_count(396766049747924068225951765070086144,396766049747924068225951765070087394) = 10 ok 66 - prime_count(884985931172514936451903530140172288,884985931172514936451903530140172881) = 9 ok 67 - prime_count(1969978340430920872903807060280344576,1969978340430920872903807060280346393) = 17 ok 68 - prime_count_lower(2^70) <= 24855455363362685793 ok 69 - prime_count_upper(2^70) >= 24855455363362685793 ok 70 - prime_count_lower(2^54) <= 494890204904784 ok 71 - prime_count_upper(2^54) >= 494890204904784 ok 72 - prime_count_lower(2^48) <= 8731188863470 ok 73 - prime_count_upper(2^48) >= 8731188863470 ok 74 - prime_count_lower(2^86) <= 1320486952377516565496055 ok 75 - prime_count_upper(2^86) >= 1320486952377516565496055 ok 76 - prime_count_lower(2^29) <= 28192750 ok 77 - prime_count_upper(2^29) >= 28192750 ok 78 - prime_count_lower(2^64) <= 425656284035217743 ok 79 - prime_count_upper(2^64) >= 425656284035217743 ok 80 - prime_count_lower(2^50) <= 33483379603407 ok 81 - prime_count_upper(2^50) >= 33483379603407 ok 82 - prime_count_lower(2^24) <= 1077871 ok 83 - prime_count_upper(2^24) >= 1077871 ok 84 - prime_count_lower(2^38) <= 10866266172 ok 85 - prime_count_upper(2^38) >= 10866266172 ok 86 - prime_count_lower(2^44) <= 597116381732 ok 87 - prime_count_upper(2^44) >= 597116381732 ok 88 - prime_count_lower(2^46) <= 2280998753949 ok 89 - prime_count_upper(2^46) >= 2280998753949 ok 90 - prime_count_lower(2^72) <= 96601075195075186855 ok 91 - prime_count_upper(2^72) >= 96601075195075186855 ok 92 - prime_count_lower(2^16) <= 6542 ok 93 - prime_count_upper(2^16) >= 6542 ok 94 - prime_count_lower(2^20) <= 82025 ok 95 - prime_count_upper(2^20) >= 82025 ok 96 - prime_count_lower(2^78) <= 5697549648954257752872 ok 97 - prime_count_upper(2^78) >= 5697549648954257752872 ok 98 - prime_count_lower(2^77) <= 2886507381056867953916 ok 99 - prime_count_upper(2^77) >= 2886507381056867953916 ok 100 - prime_count_lower(2^67) <= 3249254387052557215 ok 101 - prime_count_upper(2^67) >= 3249254387052557215 ok 102 - prime_count_lower(2^49) <= 17094432576778 ok 103 - prime_count_upper(2^49) >= 17094432576778 ok 104 - prime_count_lower(2^30) <= 54400028 ok 105 - prime_count_upper(2^30) >= 54400028 ok 106 - prime_count_lower(2^79) <= 11248065615133675809379 ok 107 - prime_count_upper(2^79) >= 11248065615133675809379 ok 108 - prime_count_lower(2^5) <= 11 ok 109 - prime_count_upper(2^5) >= 11 ok 110 - prime_count_lower(2^7) <= 31 ok 111 - prime_count_upper(2^7) >= 31 ok 112 - prime_count_lower(2^19) <= 43390 ok 113 - prime_count_upper(2^19) >= 43390 ok 114 - prime_count_lower(2^84) <= 338124238545210097236684 ok 115 - prime_count_upper(2^84) >= 338124238545210097236684 ok 116 - prime_count_lower(2^59) <= 14458792895301660 ok 117 - prime_count_upper(2^59) >= 14458792895301660 ok 118 - prime_count_lower(2^1) <= 1 ok 119 - prime_count_upper(2^1) >= 1 ok 120 - prime_count_lower(2^71) <= 48995571600129458363 ok 121 - prime_count_upper(2^71) >= 48995571600129458363 ok 122 - prime_count_lower(2^58) <= 7357400267843990 ok 123 - prime_count_upper(2^58) >= 7357400267843990 ok 124 - prime_count_lower(2^8) <= 54 ok 125 - prime_count_upper(2^8) >= 54 ok 126 - prime_count_lower(2^42) <= 156661034233 ok 127 - prime_count_upper(2^42) >= 156661034233 ok 128 - prime_count_lower(2^47) <= 4461632979717 ok 129 - prime_count_upper(2^47) >= 4461632979717 ok 130 - prime_count_lower(2^2) <= 2 ok 131 - prime_count_upper(2^2) >= 2 ok 132 - prime_count_lower(2^41) <= 80316571436 ok 133 - prime_count_upper(2^41) >= 80316571436 ok 134 - prime_count_lower(2^57) <= 3745011184713964 ok 135 - prime_count_upper(2^57) >= 3745011184713964 ok 136 - prime_count_lower(2^83) <= 171136408646923240987028 ok 137 - prime_count_upper(2^83) >= 171136408646923240987028 ok 138 - prime_count_lower(2^43) <= 305761713237 ok 139 - prime_count_upper(2^43) >= 305761713237 ok 140 - prime_count_lower(2^62) <= 109932807585469973 ok 141 - prime_count_upper(2^62) >= 109932807585469973 ok 142 - prime_count_lower(2^33) <= 393615806 ok 143 - prime_count_upper(2^33) >= 393615806 ok 144 - prime_count_lower(2^6) <= 18 ok 145 - prime_count_upper(2^6) >= 18 ok 146 - prime_count_lower(2^22) <= 295947 ok 147 - prime_count_upper(2^22) >= 295947 ok 148 - prime_count_lower(2^60) <= 28423094496953330 ok 149 - prime_count_upper(2^60) >= 28423094496953330 ok 150 - prime_count_lower(2^37) <= 5586502348 ok 151 - prime_count_upper(2^37) >= 5586502348 ok 152 - prime_count_lower(2^3) <= 4 ok 153 - prime_count_upper(2^3) >= 4 ok 154 - prime_count_lower(2^63) <= 216289611853439384 ok 155 - prime_count_upper(2^63) >= 216289611853439384 ok 156 - prime_count_lower(2^9) <= 97 ok 157 - prime_count_upper(2^9) >= 97 ok 158 - prime_count_lower(2^53) <= 252252704148404 ok 159 - prime_count_upper(2^53) >= 252252704148404 ok 160 - prime_count_lower(2^31) <= 105097565 ok 161 - prime_count_upper(2^31) >= 105097565 ok 162 - prime_count_lower(2^75) <= 741263521140740113483 ok 163 - prime_count_upper(2^75) >= 741263521140740113483 ok 164 - prime_count_lower(2^17) <= 12251 ok 165 - prime_count_upper(2^17) >= 12251 ok 166 - prime_count_lower(2^14) <= 1900 ok 167 - prime_count_upper(2^14) >= 1900 ok 168 - prime_count_lower(2^36) <= 2874398515 ok 169 - prime_count_upper(2^36) >= 2874398515 ok 170 - prime_count_lower(2^21) <= 155611 ok 171 - prime_count_upper(2^21) >= 155611 ok 172 - prime_count_lower(2^66) <= 1649819700464785589 ok 173 - prime_count_upper(2^66) >= 1649819700464785589 ok 174 - prime_count_lower(2^85) <= 668150111666935905701562 ok 175 - prime_count_upper(2^85) >= 668150111666935905701562 ok 176 - prime_count_lower(2^27) <= 7603553 ok 177 - prime_count_upper(2^27) >= 7603553 ok 178 - prime_count_lower(2^28) <= 14630843 ok 179 - prime_count_upper(2^28) >= 14630843 ok 180 - prime_count_lower(2^73) <= 190499823401327905601 ok 181 - prime_count_upper(2^73) >= 190499823401327905601 ok 182 - prime_count_lower(2^10) <= 172 ok 183 - prime_count_upper(2^10) >= 172 ok 184 - prime_count_lower(2^32) <= 203280221 ok 185 - prime_count_upper(2^32) >= 203280221 ok 186 - prime_count_lower(2^52) <= 128625503610475 ok 187 - prime_count_upper(2^52) >= 128625503610475 ok 188 - prime_count_lower(2^26) <= 3957809 ok 189 - prime_count_upper(2^26) >= 3957809 ok 190 - prime_count_lower(2^51) <= 65612899915304 ok 191 - prime_count_upper(2^51) >= 65612899915304 ok 192 - prime_count_lower(2^69) <= 12611864618760352880 ok 193 - prime_count_upper(2^69) >= 12611864618760352880 ok 194 - prime_count_lower(2^35) <= 1480206279 ok 195 - prime_count_upper(2^35) >= 1480206279 ok 196 - prime_count_lower(2^76) <= 1462626667154509638735 ok 197 - prime_count_upper(2^76) >= 1462626667154509638735 ok 198 - prime_count_lower(2^39) <= 21151907950 ok 199 - prime_count_upper(2^39) >= 21151907950 ok 200 - prime_count_lower(2^25) <= 2063689 ok 201 - prime_count_upper(2^25) >= 2063689 ok 202 - prime_count_lower(2^11) <= 309 ok 203 - prime_count_upper(2^11) >= 309 ok 204 - prime_count_lower(2^68) <= 6400771597544937806 ok 205 - prime_count_upper(2^68) >= 6400771597544937806 ok 206 - prime_count_lower(2^56) <= 1906879381028850 ok 207 - prime_count_upper(2^56) >= 1906879381028850 ok 208 - prime_count_lower(2^18) <= 23000 ok 209 - prime_count_upper(2^18) >= 23000 ok 210 - prime_count_lower(2^55) <= 971269945245201 ok 211 - prime_count_upper(2^55) >= 971269945245201 ok 212 - prime_count_lower(2^81) <= 43860397052947409356492 ok 213 - prime_count_upper(2^81) >= 43860397052947409356492 ok 214 - prime_count_lower(2^23) <= 564163 ok 215 - prime_count_upper(2^23) >= 564163 ok 216 - prime_count_lower(2^74) <= 375744164937699609596 ok 217 - prime_count_upper(2^74) >= 375744164937699609596 ok 218 - prime_count_lower(2^45) <= 1166746786182 ok 219 - prime_count_upper(2^45) >= 1166746786182 ok 220 - prime_count_lower(2^13) <= 1028 ok 221 - prime_count_upper(2^13) >= 1028 ok 222 - prime_count_lower(2^80) <= 22209558889635384205844 ok 223 - prime_count_upper(2^80) >= 22209558889635384205844 ok 224 - prime_count_lower(2^15) <= 3512 ok 225 - prime_count_upper(2^15) >= 3512 ok 226 - prime_count_lower(2^4) <= 6 ok 227 - prime_count_upper(2^4) >= 6 ok 228 - prime_count_lower(2^65) <= 837903145466607212 ok 229 - prime_count_upper(2^65) >= 837903145466607212 ok 230 - prime_count_lower(2^61) <= 55890484045084135 ok 231 - prime_count_upper(2^61) >= 55890484045084135 ok 232 - prime_count_lower(2^40) <= 41203088796 ok 233 - prime_count_upper(2^40) >= 41203088796 ok 234 - prime_count_lower(2^12) <= 564 ok 235 - prime_count_upper(2^12) >= 564 ok 236 - prime_count_lower(2^34) <= 762939111 ok 237 - prime_count_upper(2^34) >= 762939111 ok 238 - prime_count_lower(2^82) <= 86631124695994360074872 ok 239 - prime_count_upper(2^82) >= 86631124695994360074872 ok t/15-probprime.t ............. 1..149 ok 1 - 2 is prime ok 2 - 1 is not prime ok 3 - 0 is not prime ok 4 - -1 is not prime ok 5 - -2 is not prime ok 6 - 20 is not prime ok 7 - A006945 number 9 is not prime ok 8 - A006945 number 2047 is not prime ok 9 - A006945 number 1373653 is not prime ok 10 - A006945 number 25326001 is not prime ok 11 - A006945 number 3215031751 is not prime ok 12 - A006945 number 2152302898747 is not prime ok 13 - A006945 number 3474749660383 is not prime ok 14 - A006945 number 341550071728321 is not prime ok 15 - A006945 number 341550071728321 is not prime ok 16 - A006945 number 3825123056546413051 is not prime ok 17 - Carmichael Number 561 is not prime ok 18 - Carmichael Number 1105 is not prime ok 19 - Carmichael Number 1729 is not prime ok 20 - Carmichael Number 2465 is not prime ok 21 - Carmichael Number 2821 is not prime ok 22 - Carmichael Number 6601 is not prime ok 23 - Carmichael Number 8911 is not prime ok 24 - Carmichael Number 10585 is not prime ok 25 - Carmichael Number 15841 is not prime ok 26 - Carmichael Number 29341 is not prime ok 27 - Carmichael Number 41041 is not prime ok 28 - Carmichael Number 46657 is not prime ok 29 - Carmichael Number 52633 is not prime ok 30 - Carmichael Number 62745 is not prime ok 31 - Carmichael Number 63973 is not prime ok 32 - Carmichael Number 75361 is not prime ok 33 - Carmichael Number 101101 is not prime ok 34 - Carmichael Number 340561 is not prime ok 35 - Carmichael Number 488881 is not prime ok 36 - Carmichael Number 852841 is not prime ok 37 - Carmichael Number 1857241 is not prime ok 38 - Carmichael Number 6733693 is not prime ok 39 - Carmichael Number 9439201 is not prime ok 40 - Carmichael Number 17236801 is not prime ok 41 - Carmichael Number 23382529 is not prime ok 42 - Carmichael Number 34657141 is not prime ok 43 - Carmichael Number 56052361 is not prime ok 44 - Carmichael Number 146843929 is not prime ok 45 - Carmichael Number 216821881 is not prime ok 46 - Pseudoprime (base 2) 341 is not prime ok 47 - Pseudoprime (base 2) 561 is not prime ok 48 - Pseudoprime (base 2) 645 is not prime ok 49 - Pseudoprime (base 2) 1105 is not prime ok 50 - Pseudoprime (base 2) 1387 is not prime ok 51 - Pseudoprime (base 2) 1729 is not prime ok 52 - Pseudoprime (base 2) 1905 is not prime ok 53 - Pseudoprime (base 2) 2047 is not prime ok 54 - Pseudoprime (base 2) 2465 is not prime ok 55 - Pseudoprime (base 2) 2701 is not prime ok 56 - Pseudoprime (base 2) 2821 is not prime ok 57 - Pseudoprime (base 2) 3277 is not prime ok 58 - Pseudoprime (base 2) 4033 is not prime ok 59 - Pseudoprime (base 2) 4369 is not prime ok 60 - Pseudoprime (base 2) 4371 is not prime ok 61 - Pseudoprime (base 2) 4681 is not prime ok 62 - Pseudoprime (base 2) 5461 is not prime ok 63 - Pseudoprime (base 2) 6601 is not prime ok 64 - Pseudoprime (base 2) 7957 is not prime ok 65 - Pseudoprime (base 2) 8321 is not prime ok 66 - Pseudoprime (base 2) 52633 is not prime ok 67 - Pseudoprime (base 2) 88357 is not prime ok 68 - Pseudoprime (base 3) 121 is not prime ok 69 - Pseudoprime (base 3) 703 is not prime ok 70 - Pseudoprime (base 3) 1891 is not prime ok 71 - Pseudoprime (base 3) 3281 is not prime ok 72 - Pseudoprime (base 3) 8401 is not prime ok 73 - Pseudoprime (base 3) 8911 is not prime ok 74 - Pseudoprime (base 3) 10585 is not prime ok 75 - Pseudoprime (base 3) 12403 is not prime ok 76 - Pseudoprime (base 3) 16531 is not prime ok 77 - Pseudoprime (base 3) 18721 is not prime ok 78 - Pseudoprime (base 3) 19345 is not prime ok 79 - Pseudoprime (base 3) 23521 is not prime ok 80 - Pseudoprime (base 3) 31621 is not prime ok 81 - Pseudoprime (base 3) 44287 is not prime ok 82 - Pseudoprime (base 3) 47197 is not prime ok 83 - Pseudoprime (base 3) 55969 is not prime ok 84 - Pseudoprime (base 3) 63139 is not prime ok 85 - Pseudoprime (base 3) 74593 is not prime ok 86 - Pseudoprime (base 3) 79003 is not prime ok 87 - Pseudoprime (base 3) 82513 is not prime ok 88 - Pseudoprime (base 3) 87913 is not prime ok 89 - Pseudoprime (base 3) 88573 is not prime ok 90 - Pseudoprime (base 3) 97567 is not prime ok 91 - Pseudoprime (base 5) 781 is not prime ok 92 - Pseudoprime (base 5) 1541 is not prime ok 93 - Pseudoprime (base 5) 5461 is not prime ok 94 - Pseudoprime (base 5) 5611 is not prime ok 95 - Pseudoprime (base 5) 7813 is not prime ok 96 - Pseudoprime (base 5) 13021 is not prime ok 97 - Pseudoprime (base 5) 14981 is not prime ok 98 - Pseudoprime (base 5) 15751 is not prime ok 99 - Pseudoprime (base 5) 24211 is not prime ok 100 - Pseudoprime (base 5) 25351 is not prime ok 101 - Pseudoprime (base 5) 29539 is not prime ok 102 - Pseudoprime (base 5) 38081 is not prime ok 103 - Pseudoprime (base 5) 40501 is not prime ok 104 - Pseudoprime (base 5) 44801 is not prime ok 105 - Pseudoprime (base 5) 53971 is not prime ok 106 - Pseudoprime (base 5) 79381 is not prime ok 107 - Primegap start 2 is prime ok 108 - Primegap start 3 is prime ok 109 - Primegap start 7 is prime ok 110 - Primegap start 23 is prime ok 111 - Primegap start 89 is prime ok 112 - Primegap start 113 is prime ok 113 - Primegap start 523 is prime ok 114 - Primegap start 887 is prime ok 115 - Primegap start 1129 is prime ok 116 - Primegap start 1327 is prime ok 117 - Primegap start 9551 is prime ok 118 - Primegap start 15683 is prime ok 119 - Primegap start 19609 is prime ok 120 - Primegap start 31397 is prime ok 121 - Primegap start 155921 is prime ok 122 - Primegap end 5 is prime ok 123 - Primegap end 11 is prime ok 124 - Primegap end 29 is prime ok 125 - Primegap end 97 is prime ok 126 - Primegap end 127 is prime ok 127 - Primegap end 541 is prime ok 128 - Primegap end 907 is prime ok 129 - Primegap end 1151 is prime ok 130 - Primegap end 1361 is prime ok 131 - Primegap end 9587 is prime ok 132 - Primegap end 15727 is prime ok 133 - Primegap end 19661 is prime ok 134 - Primegap end 31469 is prime ok 135 - Primegap end 156007 is prime ok 136 - Primegap end 360749 is prime ok 137 - Primegap end 370373 is prime ok 138 - Primegap end 492227 is prime ok 139 - Primegap end 1349651 is prime ok 140 - Primegap end 1357333 is prime ok 141 - Primegap end 2010881 is prime ok 142 - Primegap end 4652507 is prime ok 143 - Primegap end 17051887 is prime ok 144 - Primegap end 20831533 is prime ok 145 - Primegap end 47326913 is prime ok 146 - Primegap end 122164969 is prime ok 147 - Primegap end 189695893 is prime ok 148 - Primegap end 191913031 is prime ok 149 - Primegap end 10726905041 is prime ok t/16-provableprime.t ......... 1..138 ok 1 - 2 is prime ok 2 - 1 is not prime ok 3 - 0 is not prime ok 4 - -1 is not prime ok 5 - -2 is not prime ok 6 - 20 is not prime ok 7 - 2152302898747 is not prime ok 8 - 3474749660383 is not prime ok 9 - 341550071728321 is not prime ok 10 - 341550071728321 is not prime ok 11 - 3825123056546413051 is not prime ok 12 - 561 is not prime ok 13 - 1105 is not prime ok 14 - 1729 is not prime ok 15 - 2465 is not prime ok 16 - 2821 is not prime ok 17 - 6601 is not prime ok 18 - 8911 is not prime ok 19 - 10585 is not prime ok 20 - 15841 is not prime ok 21 - 29341 is not prime ok 22 - 41041 is not prime ok 23 - 46657 is not prime ok 24 - 52633 is not prime ok 25 - 4681 is not prime ok 26 - 5461 is not prime ok 27 - 6601 is not prime ok 28 - 7957 is not prime ok 29 - 8321 is not prime ok 30 - 52633 is not prime ok 31 - 88357 is not prime ok 32 - 44287 is not prime ok 33 - 47197 is not prime ok 34 - 55969 is not prime ok 35 - 63139 is not prime ok 36 - 74593 is not prime ok 37 - 79003 is not prime ok 38 - 82513 is not prime ok 39 - 87913 is not prime ok 40 - 88573 is not prime ok 41 - 97567 is not prime ok 42 - 44801 is not prime ok 43 - 53971 is not prime ok 44 - 79381 is not prime ok 45 - 2 is prime ok 46 - 3 is prime ok 47 - 7 is prime ok 48 - 23 is prime ok 49 - 89 is prime ok 50 - 113 is prime ok 51 - 523 is prime ok 52 - 887 is prime ok 53 - 1129 is prime ok 54 - 1327 is prime ok 55 - 9551 is prime ok 56 - 15683 is prime ok 57 - 19609 is prime ok 58 - 31397 is prime ok 59 - 155921 is prime ok 60 - 5 is prime ok 61 - 11 is prime ok 62 - 29 is prime ok 63 - 97 is prime ok 64 - 127 is prime ok 65 - 541 is prime ok 66 - 907 is prime ok 67 - 1151 is prime ok 68 - 1361 is prime ok 69 - 9587 is prime ok 70 - 15727 is prime ok 71 - 19661 is prime ok 72 - 31469 is prime ok 73 - 156007 is prime ok 74 - 360749 is prime ok 75 - 370373 is prime ok 76 - 492227 is prime ok 77 - 1349651 is prime ok 78 - 1357333 is prime ok 79 - 2010881 is prime ok 80 - 4652507 is prime ok 81 - 17051887 is prime ok 82 - 20831533 is prime ok 83 - 47326913 is prime ok 84 - 122164969 is prime ok 85 - 189695893 is prime ok 86 - 191913031 is prime ok 87 - 10726905041 is prime ok 88 - 9223372036854775837 is prime ok 89 - 18446744073709551629 is prime ok 90 - 73786976294838206473 is prime ok 91 - 147573952589676412931 is prime ok 92 - 295147905179352825889 is prime ok 93 - 590295810358705651741 is prime ok 94 - 1180591620717411303449 is prime ok 95 - 2361183241434822606859 is prime ok 96 - 18889465931478580854821 is prime ok 97 - 37778931862957161709601 is prime ok 98 - 75557863725914323419151 is prime ok 99 - 302231454903657293676551 is prime ok 100 - 604462909807314587353111 is prime ok 101 - 38685626227668133590597803 is prime ok 102 - 1237940039285380274899124357 is prime ok 103 - 9903520314283042199192993897 is prime ok 104 - 316912650057057350374175801351 is prime ok 105 - 2535301200456458802993406410833 is prime ok 106 - 162259276829213363391578010288167 is prime ok 107 - 1298074214633706907132624082305051 is prime ok 108 - 10384593717069655257060992658440473 is prime ok 109 - 1329227995784915872903807060280345027 is prime ok 110 - 680564733841876926926749214863536422929 is prime ok 111 - 43556142965880123323311949751266331066401 is prime ok 112 - 87112285931760246646623899502532662132821 is prime ok 113 - 713623846352979940529142984724747568191373381 is prime ok 114 - 2854495385411919762116571938898990272765493293 is prime ok 115 - 196159429230833773869868419475239575503198607639501078831 is prime ok 116 - 3138550867693340381917894711603833208051177722232017256453 is prime ok 117 - 12554203470773361527671578846415332832204710888928069025857 is prime ok 118 - 102844034832575377634685573909834406561420991602098741459288097 is prime ok 119 - 210624583337114373395836055367340864637790190801098222508621955201 is prime ok 120 - 14821387422376473014217086081112052205218558037201992197050570753012880593911817 is prime ok 121 - 3351951982485649274893506249551461531869841455148098344430890360930441007518386744200468574541725856922507964546621512713438470702986642486608412251521039 is prime ok 122 - is_prime(2**128+51) = 2 ok 123 - is_provable_prime(2**128+165) == 2 ok 124 - is_provable_prime_with_cert(0) ok 125 - is_provable_prime_with_cert(2) ok 126 - is_provable_prime_with_cert(96953) ok 127 - is_provable_prime_with_cert(848301847013166693538593241183) ok 128 - is_provable_prime_with_cert(316912650057057350374175801351) ok 129 - is_provable_prime_with_cert(3138550867693340381917894711603833208051177722232017256453) is prime ok 130 - is_provable_prime_with_cert(3138550867693340381917894711603833208051177722232017256453) ok 131 - is_aks_prime(74903) ok 132 - is_miller_prime(4835703278458516698824747) ok 133 - is_miller_prime(4835703278458516698824747,1) ok 134 - is_nminus1_prime(340282366920938463463374607431768211507) ok 135 - is_nplus1_prime(391) is false ok 136 - is_nplus1_prime(63699643930293116661668059033734770664712983894089510286262271) ok 137 - is_bls75_prime(19568952034128395861091890269105913923337787205640409156470109155604436042237347889151) ok 138 - is_ecpp_prime(340282366920938463463374607431768211507) ok t/17-pseudoprime.t ........... 1..1093 ok 1 - is_strong_pseudoprime with no base fails ok 2 - is_strong_pseudoprime with base undef fails ok 3 - is_strong_pseudoprime with base '' fails ok 4 - is_strong_pseudoprime with base 0 fails ok 5 - is_strong_pseudoprime with base 1 fails ok 6 - is_strong_pseudoprime with base -7 fails ok 7 - is_strong_pseudoprime(undef,2) is invalid ok 8 - is_strong_pseudoprime('',2) is invalid ok 9 - is_strong_pseudoprime(-7,2) is invalid ok 10 - is_strong_lucas_pseudoprime(undef) is invalid ok 11 - is_strong_lucas_pseudoprime('') is invalid ok 12 - is_strong_lucas_pseudoprime(-7) is invalid ok 13 - spsp(0, 2) shortcut composite ok 14 - spsp(1, 2) shortcut composite ok 15 - spsp(2, 2) shortcut prime ok 16 - spsp(2, 2) shortcut prime ok 17 - slpsp(1) shortcut composite ok 18 - slpsp(3) shortcut prime ok 19 - 341 is a pseudoprime to base 2 ok 20 - 561 is a pseudoprime to base 2 ok 21 - 645 is a pseudoprime to base 2 ok 22 - 1105 is a pseudoprime to base 2 ok 23 - 1387 is a pseudoprime to base 2 ok 24 - 1729 is a pseudoprime to base 2 ok 25 - 1905 is a pseudoprime to base 2 ok 26 - 2047 is a pseudoprime to base 2 ok 27 - 2465 is a pseudoprime to base 2 ok 28 - 2701 is a pseudoprime to base 2 ok 29 - 2821 is a pseudoprime to base 2 ok 30 - 3277 is a pseudoprime to base 2 ok 31 - 4033 is a pseudoprime to base 2 ok 32 - 4369 is a pseudoprime to base 2 ok 33 - 4371 is a pseudoprime to base 2 ok 34 - 4681 is a pseudoprime to base 2 ok 35 - 5461 is a pseudoprime to base 2 ok 36 - 6601 is a pseudoprime to base 2 ok 37 - 7957 is a pseudoprime to base 2 ok 38 - 8321 is a pseudoprime to base 2 ok 39 - 8481 is a pseudoprime to base 2 ok 40 - 8911 is a pseudoprime to base 2 ok 41 - 10261 is a pseudoprime to base 2 ok 42 - 10585 is a pseudoprime to base 2 ok 43 - 11305 is a pseudoprime to base 2 ok 44 - 12801 is a pseudoprime to base 2 ok 45 - 13741 is a pseudoprime to base 2 ok 46 - 13747 is a pseudoprime to base 2 ok 47 - 13981 is a pseudoprime to base 2 ok 48 - 14491 is a pseudoprime to base 2 ok 49 - 15709 is a pseudoprime to base 2 ok 50 - 15841 is a pseudoprime to base 2 ok 51 - 16705 is a pseudoprime to base 2 ok 52 - 18705 is a pseudoprime to base 2 ok 53 - 18721 is a pseudoprime to base 2 ok 54 - 19951 is a pseudoprime to base 2 ok 55 - 23001 is a pseudoprime to base 2 ok 56 - 23377 is a pseudoprime to base 2 ok 57 - 25761 is a pseudoprime to base 2 ok 58 - 29341 is a pseudoprime to base 2 ok 59 - 1729 is an Euler-Plumb pseudoprime ok 60 - 1905 is an Euler-Plumb pseudoprime ok 61 - 2047 is an Euler-Plumb pseudoprime ok 62 - 2465 is an Euler-Plumb pseudoprime ok 63 - 3277 is an Euler-Plumb pseudoprime ok 64 - 4033 is an Euler-Plumb pseudoprime ok 65 - 4681 is an Euler-Plumb pseudoprime ok 66 - 8321 is an Euler-Plumb pseudoprime ok 67 - 12801 is an Euler-Plumb pseudoprime ok 68 - 15841 is an Euler-Plumb pseudoprime ok 69 - 16705 is an Euler-Plumb pseudoprime ok 70 - 18705 is an Euler-Plumb pseudoprime ok 71 - 25761 is an Euler-Plumb pseudoprime ok 72 - 29341 is an Euler-Plumb pseudoprime ok 73 - 33153 is an Euler-Plumb pseudoprime ok 74 - 34945 is an Euler-Plumb pseudoprime ok 75 - 41041 is an Euler-Plumb pseudoprime ok 76 - 42799 is an Euler-Plumb pseudoprime ok 77 - 46657 is an Euler-Plumb pseudoprime ok 78 - 49141 is an Euler-Plumb pseudoprime ok 79 - 52633 is an Euler-Plumb pseudoprime ok 80 - 65281 is an Euler-Plumb pseudoprime ok 81 - 74665 is an Euler-Plumb pseudoprime ok 82 - 75361 is an Euler-Plumb pseudoprime ok 83 - 80581 is an Euler-Plumb pseudoprime ok 84 - 85489 is an Euler-Plumb pseudoprime ok 85 - 87249 is an Euler-Plumb pseudoprime ok 86 - 88357 is an Euler-Plumb pseudoprime ok 87 - 90751 is an Euler-Plumb pseudoprime ok 88 - 91 is a pseudoprime to base 3 ok 89 - 121 is a pseudoprime to base 3 ok 90 - 286 is a pseudoprime to base 3 ok 91 - 671 is a pseudoprime to base 3 ok 92 - 703 is a pseudoprime to base 3 ok 93 - 949 is a pseudoprime to base 3 ok 94 - 1105 is a pseudoprime to base 3 ok 95 - 1541 is a pseudoprime to base 3 ok 96 - 1729 is a pseudoprime to base 3 ok 97 - 1891 is a pseudoprime to base 3 ok 98 - 2465 is a pseudoprime to base 3 ok 99 - 2665 is a pseudoprime to base 3 ok 100 - 2701 is a pseudoprime to base 3 ok 101 - 2821 is a pseudoprime to base 3 ok 102 - 3281 is a pseudoprime to base 3 ok 103 - 3367 is a pseudoprime to base 3 ok 104 - 3751 is a pseudoprime to base 3 ok 105 - 4961 is a pseudoprime to base 3 ok 106 - 5551 is a pseudoprime to base 3 ok 107 - 6601 is a pseudoprime to base 3 ok 108 - 7381 is a pseudoprime to base 3 ok 109 - 8401 is a pseudoprime to base 3 ok 110 - 8911 is a pseudoprime to base 3 ok 111 - 10585 is a pseudoprime to base 3 ok 112 - 11011 is a pseudoprime to base 3 ok 113 - 12403 is a pseudoprime to base 3 ok 114 - 14383 is a pseudoprime to base 3 ok 115 - 15203 is a pseudoprime to base 3 ok 116 - 15457 is a pseudoprime to base 3 ok 117 - 15841 is a pseudoprime to base 3 ok 118 - 16471 is a pseudoprime to base 3 ok 119 - 16531 is a pseudoprime to base 3 ok 120 - 18721 is a pseudoprime to base 3 ok 121 - 19345 is a pseudoprime to base 3 ok 122 - 23521 is a pseudoprime to base 3 ok 123 - 24046 is a pseudoprime to base 3 ok 124 - 24661 is a pseudoprime to base 3 ok 125 - 24727 is a pseudoprime to base 3 ok 126 - 28009 is a pseudoprime to base 3 ok 127 - 29161 is a pseudoprime to base 3 ok 128 - Pseudoprime (base 9375) 11521 passes MR ok 129 - Pseudoprime (base 9375) 14689 passes MR ok 130 - Pseudoprime (base 9375) 17893 passes MR ok 131 - Pseudoprime (base 9375) 18361 passes MR ok 132 - Pseudoprime (base 9375) 20591 passes MR ok 133 - Pseudoprime (base 9375) 28093 passes MR ok 134 - Pseudoprime (base 9375) 32809 passes MR ok 135 - Pseudoprime (base 9375) 37969 passes MR ok 136 - Pseudoprime (base 9375) 44287 passes MR ok 137 - Pseudoprime (base 9375) 60701 passes MR ok 138 - Pseudoprime (base 9375) 70801 passes MR ok 139 - Pseudoprime (base 9375) 79957 passes MR ok 140 - Pseudoprime (base 9375) 88357 passes MR ok 141 - Pseudoprime (base 9375) 88831 passes MR ok 142 - Pseudoprime (base 9375) 94249 passes MR ok 143 - Pseudoprime (base 9375) 96247 passes MR ok 144 - Pseudoprime (base 9375) 99547 passes MR ok 145 - Pseudoprime (base 73) 205 passes MR ok 146 - Pseudoprime (base 73) 259 passes MR ok 147 - Pseudoprime (base 73) 533 passes MR ok 148 - Pseudoprime (base 73) 1441 passes MR ok 149 - Pseudoprime (base 73) 1921 passes MR ok 150 - Pseudoprime (base 73) 2665 passes MR ok 151 - Pseudoprime (base 73) 3439 passes MR ok 152 - Pseudoprime (base 73) 5257 passes MR ok 153 - Pseudoprime (base 73) 15457 passes MR ok 154 - Pseudoprime (base 73) 23281 passes MR ok 155 - Pseudoprime (base 73) 24617 passes MR ok 156 - Pseudoprime (base 73) 26797 passes MR ok 157 - Pseudoprime (base 73) 27787 passes MR ok 158 - Pseudoprime (base 73) 28939 passes MR ok 159 - Pseudoprime (base 73) 34219 passes MR ok 160 - Pseudoprime (base 73) 39481 passes MR ok 161 - Pseudoprime (base 73) 44671 passes MR ok 162 - Pseudoprime (base 73) 45629 passes MR ok 163 - Pseudoprime (base 73) 64681 passes MR ok 164 - Pseudoprime (base 73) 67069 passes MR ok 165 - Pseudoprime (base 73) 76429 passes MR ok 166 - Pseudoprime (base 73) 79501 passes MR ok 167 - Pseudoprime (base 73) 93521 passes MR ok 168 - Pseudoprime (base 3046413974) 3046413975 passes MR ok 169 - Pseudoprime (base 3046413974) 3048698683 passes MR ok 170 - Pseudoprime (base 3046413974) 3051199817 passes MR ok 171 - Pseudoprime (base 3046413974) 3068572849 passes MR ok 172 - Pseudoprime (base 3046413974) 3069705673 passes MR ok 173 - Pseudoprime (base 3046413974) 3070556233 passes MR ok 174 - Pseudoprime (base 3046413974) 3079010071 passes MR ok 175 - Pseudoprime (base 3046413974) 3089940811 passes MR ok 176 - Pseudoprime (base 3046413974) 3090723901 passes MR ok 177 - Pseudoprime (base 3046413974) 3109299161 passes MR ok 178 - Pseudoprime (base 3046413974) 3110951251 passes MR ok 179 - Pseudoprime (base 3046413974) 3113625601 passes MR ok 180 - Pseudoprime (base 28178) 28179 passes MR ok 181 - Pseudoprime (base 28178) 29381 passes MR ok 182 - Pseudoprime (base 28178) 30353 passes MR ok 183 - Pseudoprime (base 28178) 34441 passes MR ok 184 - Pseudoprime (base 28178) 35371 passes MR ok 185 - Pseudoprime (base 28178) 37051 passes MR ok 186 - Pseudoprime (base 28178) 38503 passes MR ok 187 - Pseudoprime (base 28178) 43387 passes MR ok 188 - Pseudoprime (base 28178) 50557 passes MR ok 189 - Pseudoprime (base 28178) 51491 passes MR ok 190 - Pseudoprime (base 28178) 57553 passes MR ok 191 - Pseudoprime (base 28178) 79003 passes MR ok 192 - Pseudoprime (base 28178) 82801 passes MR ok 193 - Pseudoprime (base 28178) 83333 passes MR ok 194 - Pseudoprime (base 28178) 87249 passes MR ok 195 - Pseudoprime (base 28178) 88507 passes MR ok 196 - Pseudoprime (base 28178) 97921 passes MR ok 197 - Pseudoprime (base 28178) 99811 passes MR ok 198 - Pseudoprime (base 11) 133 passes MR ok 199 - Pseudoprime (base 11) 793 passes MR ok 200 - Pseudoprime (base 11) 2047 passes MR ok 201 - Pseudoprime (base 11) 4577 passes MR ok 202 - Pseudoprime (base 11) 5041 passes MR ok 203 - Pseudoprime (base 11) 12403 passes MR ok 204 - Pseudoprime (base 11) 13333 passes MR ok 205 - Pseudoprime (base 11) 14521 passes MR ok 206 - Pseudoprime (base 11) 17711 passes MR ok 207 - Pseudoprime (base 11) 23377 passes MR ok 208 - Pseudoprime (base 11) 43213 passes MR ok 209 - Pseudoprime (base 11) 43739 passes MR ok 210 - Pseudoprime (base 11) 47611 passes MR ok 211 - Pseudoprime (base 11) 48283 passes MR ok 212 - Pseudoprime (base 11) 49601 passes MR ok 213 - Pseudoprime (base 11) 50737 passes MR ok 214 - Pseudoprime (base 11) 50997 passes MR ok 215 - Pseudoprime (base 11) 56057 passes MR ok 216 - Pseudoprime (base 11) 58969 passes MR ok 217 - Pseudoprime (base 11) 68137 passes MR ok 218 - Pseudoprime (base 11) 74089 passes MR ok 219 - Pseudoprime (base 11) 85879 passes MR ok 220 - Pseudoprime (base 11) 86347 passes MR ok 221 - Pseudoprime (base 11) 87913 passes MR ok 222 - Pseudoprime (base 11) 88831 passes MR ok 223 - 561 is an Euler pseudoprime to base 2 ok 224 - 1105 is an Euler pseudoprime to base 2 ok 225 - 1729 is an Euler pseudoprime to base 2 ok 226 - 1905 is an Euler pseudoprime to base 2 ok 227 - 2047 is an Euler pseudoprime to base 2 ok 228 - 2465 is an Euler pseudoprime to base 2 ok 229 - 3277 is an Euler pseudoprime to base 2 ok 230 - 4033 is an Euler pseudoprime to base 2 ok 231 - 4681 is an Euler pseudoprime to base 2 ok 232 - 6601 is an Euler pseudoprime to base 2 ok 233 - 8321 is an Euler pseudoprime to base 2 ok 234 - 8481 is an Euler pseudoprime to base 2 ok 235 - 10585 is an Euler pseudoprime to base 2 ok 236 - 12801 is an Euler pseudoprime to base 2 ok 237 - 15841 is an Euler pseudoprime to base 2 ok 238 - 16705 is an Euler pseudoprime to base 2 ok 239 - 18705 is an Euler pseudoprime to base 2 ok 240 - 25761 is an Euler pseudoprime to base 2 ok 241 - 29341 is an Euler pseudoprime to base 2 ok 242 - 30121 is an Euler pseudoprime to base 2 ok 243 - 33153 is an Euler pseudoprime to base 2 ok 244 - 34945 is an Euler pseudoprime to base 2 ok 245 - 41041 is an Euler pseudoprime to base 2 ok 246 - 42799 is an Euler pseudoprime to base 2 ok 247 - 46657 is an Euler pseudoprime to base 2 ok 248 - 49141 is an Euler pseudoprime to base 2 ok 249 - 52633 is an Euler pseudoprime to base 2 ok 250 - 62745 is an Euler pseudoprime to base 2 ok 251 - 65281 is an Euler pseudoprime to base 2 ok 252 - 74665 is an Euler pseudoprime to base 2 ok 253 - 75361 is an Euler pseudoprime to base 2 ok 254 - 80581 is an Euler pseudoprime to base 2 ok 255 - 85489 is an Euler pseudoprime to base 2 ok 256 - 87249 is an Euler pseudoprime to base 2 ok 257 - 88357 is an Euler pseudoprime to base 2 ok 258 - 90751 is an Euler pseudoprime to base 2 ok 259 - 989 is an almost extra strong Lucas pseudoprime (increment 1) ok 260 - 3239 is an almost extra strong Lucas pseudoprime (increment 1) ok 261 - 5777 is an almost extra strong Lucas pseudoprime (increment 1) ok 262 - 10469 is an almost extra strong Lucas pseudoprime (increment 1) ok 263 - 10877 is an almost extra strong Lucas pseudoprime (increment 1) ok 264 - 27971 is an almost extra strong Lucas pseudoprime (increment 1) ok 265 - 29681 is an almost extra strong Lucas pseudoprime (increment 1) ok 266 - 30739 is an almost extra strong Lucas pseudoprime (increment 1) ok 267 - 31631 is an almost extra strong Lucas pseudoprime (increment 1) ok 268 - 39059 is an almost extra strong Lucas pseudoprime (increment 1) ok 269 - 72389 is an almost extra strong Lucas pseudoprime (increment 1) ok 270 - 73919 is an almost extra strong Lucas pseudoprime (increment 1) ok 271 - 75077 is an almost extra strong Lucas pseudoprime (increment 1) ok 272 - 100127 is an almost extra strong Lucas pseudoprime (increment 1) ok 273 - 113573 is an almost extra strong Lucas pseudoprime (increment 1) ok 274 - 125249 is an almost extra strong Lucas pseudoprime (increment 1) ok 275 - 137549 is an almost extra strong Lucas pseudoprime (increment 1) ok 276 - 137801 is an almost extra strong Lucas pseudoprime (increment 1) ok 277 - 153931 is an almost extra strong Lucas pseudoprime (increment 1) ok 278 - 154697 is an almost extra strong Lucas pseudoprime (increment 1) ok 279 - 155819 is an almost extra strong Lucas pseudoprime (increment 1) ok 280 - Pseudoprime (base 553174392) 553174393 passes MR ok 281 - Pseudoprime (base 553174392) 553945231 passes MR ok 282 - Pseudoprime (base 553174392) 554494951 passes MR ok 283 - Pseudoprime (base 553174392) 554892787 passes MR ok 284 - Pseudoprime (base 553174392) 555429169 passes MR ok 285 - Pseudoprime (base 553174392) 557058133 passes MR ok 286 - Pseudoprime (base 553174392) 557163157 passes MR ok 287 - Pseudoprime (base 553174392) 557165209 passes MR ok 288 - Pseudoprime (base 553174392) 558966793 passes MR ok 289 - Pseudoprime (base 553174392) 559407061 passes MR ok 290 - Pseudoprime (base 553174392) 560291719 passes MR ok 291 - Pseudoprime (base 553174392) 561008251 passes MR ok 292 - Pseudoprime (base 553174392) 563947141 passes MR ok 293 - Pseudoprime (base 3) 121 passes MR ok 294 - Pseudoprime (base 3) 703 passes MR ok 295 - Pseudoprime (base 3) 1891 passes MR ok 296 - Pseudoprime (base 3) 3281 passes MR ok 297 - Pseudoprime (base 3) 8401 passes MR ok 298 - Pseudoprime (base 3) 8911 passes MR ok 299 - Pseudoprime (base 3) 10585 passes MR ok 300 - Pseudoprime (base 3) 12403 passes MR ok 301 - Pseudoprime (base 3) 16531 passes MR ok 302 - Pseudoprime (base 3) 18721 passes MR ok 303 - Pseudoprime (base 3) 19345 passes MR ok 304 - Pseudoprime (base 3) 23521 passes MR ok 305 - Pseudoprime (base 3) 31621 passes MR ok 306 - Pseudoprime (base 3) 44287 passes MR ok 307 - Pseudoprime (base 3) 47197 passes MR ok 308 - Pseudoprime (base 3) 55969 passes MR ok 309 - Pseudoprime (base 3) 63139 passes MR ok 310 - Pseudoprime (base 3) 74593 passes MR ok 311 - Pseudoprime (base 3) 79003 passes MR ok 312 - Pseudoprime (base 3) 82513 passes MR ok 313 - Pseudoprime (base 3) 87913 passes MR ok 314 - Pseudoprime (base 3) 88573 passes MR ok 315 - Pseudoprime (base 3) 97567 passes MR ok 316 - Pseudoprime (base 1795265022) 1795265023 passes MR ok 317 - Pseudoprime (base 1795265022) 1797174457 passes MR ok 318 - Pseudoprime (base 1795265022) 1797741901 passes MR ok 319 - Pseudoprime (base 1795265022) 1804469753 passes MR ok 320 - Pseudoprime (base 1795265022) 1807751977 passes MR ok 321 - Pseudoprime (base 1795265022) 1808043283 passes MR ok 322 - Pseudoprime (base 1795265022) 1808205701 passes MR ok 323 - Pseudoprime (base 1795265022) 1813675681 passes MR ok 324 - Pseudoprime (base 1795265022) 1816462201 passes MR ok 325 - Pseudoprime (base 1795265022) 1817936371 passes MR ok 326 - Pseudoprime (base 1795265022) 1819050257 passes MR ok 327 - Pseudoprime (base 7) 25 passes MR ok 328 - Pseudoprime (base 7) 325 passes MR ok 329 - Pseudoprime (base 7) 703 passes MR ok 330 - Pseudoprime (base 7) 2101 passes MR ok 331 - Pseudoprime (base 7) 2353 passes MR ok 332 - Pseudoprime (base 7) 4525 passes MR ok 333 - Pseudoprime (base 7) 11041 passes MR ok 334 - Pseudoprime (base 7) 14089 passes MR ok 335 - Pseudoprime (base 7) 20197 passes MR ok 336 - Pseudoprime (base 7) 29857 passes MR ok 337 - Pseudoprime (base 7) 29891 passes MR ok 338 - Pseudoprime (base 7) 39331 passes MR ok 339 - Pseudoprime (base 7) 49241 passes MR ok 340 - Pseudoprime (base 7) 58825 passes MR ok 341 - Pseudoprime (base 7) 64681 passes MR ok 342 - Pseudoprime (base 7) 76627 passes MR ok 343 - Pseudoprime (base 7) 78937 passes MR ok 344 - Pseudoprime (base 7) 79381 passes MR ok 345 - Pseudoprime (base 7) 87673 passes MR ok 346 - Pseudoprime (base 7) 88399 passes MR ok 347 - Pseudoprime (base 7) 88831 passes MR ok 348 - Pseudoprime (base 1340600841) 1345289261 passes MR ok 349 - Pseudoprime (base 1340600841) 1345582981 passes MR ok 350 - Pseudoprime (base 1340600841) 1347743101 passes MR ok 351 - Pseudoprime (base 1340600841) 1348964401 passes MR ok 352 - Pseudoprime (base 1340600841) 1350371821 passes MR ok 353 - Pseudoprime (base 1340600841) 1353332417 passes MR ok 354 - Pseudoprime (base 1340600841) 1355646961 passes MR ok 355 - Pseudoprime (base 1340600841) 1357500901 passes MR ok 356 - Pseudoprime (base 1340600841) 1361675929 passes MR ok 357 - Pseudoprime (base 1340600841) 1364378203 passes MR ok 358 - Pseudoprime (base 1340600841) 1366346521 passes MR ok 359 - Pseudoprime (base 1340600841) 1367104639 passes MR ok 360 - Pseudoprime (base 37) 9 passes MR ok 361 - Pseudoprime (base 37) 451 passes MR ok 362 - Pseudoprime (base 37) 469 passes MR ok 363 - Pseudoprime (base 37) 589 passes MR ok 364 - Pseudoprime (base 37) 685 passes MR ok 365 - Pseudoprime (base 37) 817 passes MR ok 366 - Pseudoprime (base 37) 1333 passes MR ok 367 - Pseudoprime (base 37) 3781 passes MR ok 368 - Pseudoprime (base 37) 8905 passes MR ok 369 - Pseudoprime (base 37) 9271 passes MR ok 370 - Pseudoprime (base 37) 18631 passes MR ok 371 - Pseudoprime (base 37) 19517 passes MR ok 372 - Pseudoprime (base 37) 20591 passes MR ok 373 - Pseudoprime (base 37) 25327 passes MR ok 374 - Pseudoprime (base 37) 34237 passes MR ok 375 - Pseudoprime (base 37) 45551 passes MR ok 376 - Pseudoprime (base 37) 46981 passes MR ok 377 - Pseudoprime (base 37) 47587 passes MR ok 378 - Pseudoprime (base 37) 48133 passes MR ok 379 - Pseudoprime (base 37) 59563 passes MR ok 380 - Pseudoprime (base 37) 61337 passes MR ok 381 - Pseudoprime (base 37) 68101 passes MR ok 382 - Pseudoprime (base 37) 68251 passes MR ok 383 - Pseudoprime (base 37) 73633 passes MR ok 384 - Pseudoprime (base 37) 79381 passes MR ok 385 - Pseudoprime (base 37) 79501 passes MR ok 386 - Pseudoprime (base 37) 83333 passes MR ok 387 - Pseudoprime (base 37) 84151 passes MR ok 388 - Pseudoprime (base 37) 96727 passes MR ok 389 - 989 is an extra strong Lucas pseudoprime ok 390 - 3239 is an extra strong Lucas pseudoprime ok 391 - 5777 is an extra strong Lucas pseudoprime ok 392 - 10877 is an extra strong Lucas pseudoprime ok 393 - 27971 is an extra strong Lucas pseudoprime ok 394 - 29681 is an extra strong Lucas pseudoprime ok 395 - 30739 is an extra strong Lucas pseudoprime ok 396 - 31631 is an extra strong Lucas pseudoprime ok 397 - 39059 is an extra strong Lucas pseudoprime ok 398 - 72389 is an extra strong Lucas pseudoprime ok 399 - 73919 is an extra strong Lucas pseudoprime ok 400 - 75077 is an extra strong Lucas pseudoprime ok 401 - 100127 is an extra strong Lucas pseudoprime ok 402 - 113573 is an extra strong Lucas pseudoprime ok 403 - 125249 is an extra strong Lucas pseudoprime ok 404 - 137549 is an extra strong Lucas pseudoprime ok 405 - 137801 is an extra strong Lucas pseudoprime ok 406 - 153931 is an extra strong Lucas pseudoprime ok 407 - 155819 is an extra strong Lucas pseudoprime ok 408 - Pseudoprime (base 31) 15 passes MR ok 409 - Pseudoprime (base 31) 49 passes MR ok 410 - Pseudoprime (base 31) 133 passes MR ok 411 - Pseudoprime (base 31) 481 passes MR ok 412 - Pseudoprime (base 31) 931 passes MR ok 413 - Pseudoprime (base 31) 6241 passes MR ok 414 - Pseudoprime (base 31) 8911 passes MR ok 415 - Pseudoprime (base 31) 9131 passes MR ok 416 - Pseudoprime (base 31) 10963 passes MR ok 417 - Pseudoprime (base 31) 11041 passes MR ok 418 - Pseudoprime (base 31) 14191 passes MR ok 419 - Pseudoprime (base 31) 17767 passes MR ok 420 - Pseudoprime (base 31) 29341 passes MR ok 421 - Pseudoprime (base 31) 56033 passes MR ok 422 - Pseudoprime (base 31) 58969 passes MR ok 423 - Pseudoprime (base 31) 68251 passes MR ok 424 - Pseudoprime (base 31) 79003 passes MR ok 425 - Pseudoprime (base 31) 83333 passes MR ok 426 - Pseudoprime (base 31) 87061 passes MR ok 427 - Pseudoprime (base 31) 88183 passes MR ok 428 - Pseudoprime (base 3613982119) 3626488471 passes MR ok 429 - Pseudoprime (base 3613982119) 3630467017 passes MR ok 430 - Pseudoprime (base 3613982119) 3643480501 passes MR ok 431 - Pseudoprime (base 3613982119) 3651840727 passes MR ok 432 - Pseudoprime (base 3613982119) 3653628247 passes MR ok 433 - Pseudoprime (base 3613982119) 3654142177 passes MR ok 434 - Pseudoprime (base 3613982119) 3672033223 passes MR ok 435 - Pseudoprime (base 3613982119) 3672036061 passes MR ok 436 - Pseudoprime (base 3613982119) 3675774019 passes MR ok 437 - Pseudoprime (base 3613982119) 3687246109 passes MR ok 438 - Pseudoprime (base 3613982119) 3690036017 passes MR ok 439 - Pseudoprime (base 3613982119) 3720856369 passes MR ok 440 - 15 is an Euler pseudoprime to base 29 ok 441 - 91 is an Euler pseudoprime to base 29 ok 442 - 341 is an Euler pseudoprime to base 29 ok 443 - 469 is an Euler pseudoprime to base 29 ok 444 - 871 is an Euler pseudoprime to base 29 ok 445 - 2257 is an Euler pseudoprime to base 29 ok 446 - 4371 is an Euler pseudoprime to base 29 ok 447 - 4411 is an Euler pseudoprime to base 29 ok 448 - 5149 is an Euler pseudoprime to base 29 ok 449 - 5185 is an Euler pseudoprime to base 29 ok 450 - 6097 is an Euler pseudoprime to base 29 ok 451 - 8401 is an Euler pseudoprime to base 29 ok 452 - 8841 is an Euler pseudoprime to base 29 ok 453 - 11581 is an Euler pseudoprime to base 29 ok 454 - 12431 is an Euler pseudoprime to base 29 ok 455 - 15577 is an Euler pseudoprime to base 29 ok 456 - 15841 is an Euler pseudoprime to base 29 ok 457 - 16471 is an Euler pseudoprime to base 29 ok 458 - 19093 is an Euler pseudoprime to base 29 ok 459 - 22281 is an Euler pseudoprime to base 29 ok 460 - 25681 is an Euler pseudoprime to base 29 ok 461 - 27613 is an Euler pseudoprime to base 29 ok 462 - 28009 is an Euler pseudoprime to base 29 ok 463 - 29539 is an Euler pseudoprime to base 29 ok 464 - 31417 is an Euler pseudoprime to base 29 ok 465 - 33001 is an Euler pseudoprime to base 29 ok 466 - 41041 is an Euler pseudoprime to base 29 ok 467 - 46657 is an Euler pseudoprime to base 29 ok 468 - 48133 is an Euler pseudoprime to base 29 ok 469 - 49141 is an Euler pseudoprime to base 29 ok 470 - 54913 is an Euler pseudoprime to base 29 ok 471 - 57889 is an Euler pseudoprime to base 29 ok 472 - 79003 is an Euler pseudoprime to base 29 ok 473 - 98301 is an Euler pseudoprime to base 29 ok 474 - 5459 is a strong Lucas-Selfridge pseudoprime ok 475 - 5777 is a strong Lucas-Selfridge pseudoprime ok 476 - 10877 is a strong Lucas-Selfridge pseudoprime ok 477 - 16109 is a strong Lucas-Selfridge pseudoprime ok 478 - 18971 is a strong Lucas-Selfridge pseudoprime ok 479 - 22499 is a strong Lucas-Selfridge pseudoprime ok 480 - 24569 is a strong Lucas-Selfridge pseudoprime ok 481 - 25199 is a strong Lucas-Selfridge pseudoprime ok 482 - 40309 is a strong Lucas-Selfridge pseudoprime ok 483 - 58519 is a strong Lucas-Selfridge pseudoprime ok 484 - 75077 is a strong Lucas-Selfridge pseudoprime ok 485 - 97439 is a strong Lucas-Selfridge pseudoprime ok 486 - 100127 is a strong Lucas-Selfridge pseudoprime ok 487 - 113573 is a strong Lucas-Selfridge pseudoprime ok 488 - 115639 is a strong Lucas-Selfridge pseudoprime ok 489 - 130139 is a strong Lucas-Selfridge pseudoprime ok 490 - Pseudoprime (base 61) 217 passes MR ok 491 - Pseudoprime (base 61) 341 passes MR ok 492 - Pseudoprime (base 61) 1261 passes MR ok 493 - Pseudoprime (base 61) 2701 passes MR ok 494 - Pseudoprime (base 61) 3661 passes MR ok 495 - Pseudoprime (base 61) 6541 passes MR ok 496 - Pseudoprime (base 61) 6697 passes MR ok 497 - Pseudoprime (base 61) 7613 passes MR ok 498 - Pseudoprime (base 61) 13213 passes MR ok 499 - Pseudoprime (base 61) 16213 passes MR ok 500 - Pseudoprime (base 61) 22177 passes MR ok 501 - Pseudoprime (base 61) 23653 passes MR ok 502 - Pseudoprime (base 61) 23959 passes MR ok 503 - Pseudoprime (base 61) 31417 passes MR ok 504 - Pseudoprime (base 61) 50117 passes MR ok 505 - Pseudoprime (base 61) 61777 passes MR ok 506 - Pseudoprime (base 61) 63139 passes MR ok 507 - Pseudoprime (base 61) 67721 passes MR ok 508 - Pseudoprime (base 61) 76301 passes MR ok 509 - Pseudoprime (base 61) 77421 passes MR ok 510 - Pseudoprime (base 61) 79381 passes MR ok 511 - Pseudoprime (base 61) 80041 passes MR ok 512 - Pseudoprime (base 2) 2047 passes MR ok 513 - Pseudoprime (base 2) 3277 passes MR ok 514 - Pseudoprime (base 2) 4033 passes MR ok 515 - Pseudoprime (base 2) 4681 passes MR ok 516 - Pseudoprime (base 2) 8321 passes MR ok 517 - Pseudoprime (base 2) 15841 passes MR ok 518 - Pseudoprime (base 2) 29341 passes MR ok 519 - Pseudoprime (base 2) 42799 passes MR ok 520 - Pseudoprime (base 2) 49141 passes MR ok 521 - Pseudoprime (base 2) 52633 passes MR ok 522 - Pseudoprime (base 2) 65281 passes MR ok 523 - Pseudoprime (base 2) 74665 passes MR ok 524 - Pseudoprime (base 2) 80581 passes MR ok 525 - Pseudoprime (base 2) 85489 passes MR ok 526 - Pseudoprime (base 2) 88357 passes MR ok 527 - Pseudoprime (base 2) 90751 passes MR ok 528 - Pseudoprime (base 2) 1194649 passes MR ok 529 - 3239 is an almost extra strong Lucas pseudoprime (increment 2) ok 530 - 4531 is an almost extra strong Lucas pseudoprime (increment 2) ok 531 - 5777 is an almost extra strong Lucas pseudoprime (increment 2) ok 532 - 10877 is an almost extra strong Lucas pseudoprime (increment 2) ok 533 - 12209 is an almost extra strong Lucas pseudoprime (increment 2) ok 534 - 21899 is an almost extra strong Lucas pseudoprime (increment 2) ok 535 - 31631 is an almost extra strong Lucas pseudoprime (increment 2) ok 536 - 31831 is an almost extra strong Lucas pseudoprime (increment 2) ok 537 - 32129 is an almost extra strong Lucas pseudoprime (increment 2) ok 538 - 34481 is an almost extra strong Lucas pseudoprime (increment 2) ok 539 - 36079 is an almost extra strong Lucas pseudoprime (increment 2) ok 540 - 37949 is an almost extra strong Lucas pseudoprime (increment 2) ok 541 - 47849 is an almost extra strong Lucas pseudoprime (increment 2) ok 542 - 50959 is an almost extra strong Lucas pseudoprime (increment 2) ok 543 - 51641 is an almost extra strong Lucas pseudoprime (increment 2) ok 544 - 62479 is an almost extra strong Lucas pseudoprime (increment 2) ok 545 - 73919 is an almost extra strong Lucas pseudoprime (increment 2) ok 546 - 75077 is an almost extra strong Lucas pseudoprime (increment 2) ok 547 - 97109 is an almost extra strong Lucas pseudoprime (increment 2) ok 548 - 100127 is an almost extra strong Lucas pseudoprime (increment 2) ok 549 - 108679 is an almost extra strong Lucas pseudoprime (increment 2) ok 550 - 113573 is an almost extra strong Lucas pseudoprime (increment 2) ok 551 - 116899 is an almost extra strong Lucas pseudoprime (increment 2) ok 552 - 154697 is an almost extra strong Lucas pseudoprime (increment 2) ok 553 - 161027 is an almost extra strong Lucas pseudoprime (increment 2) ok 554 - Pseudoprime (base 325) 341 passes MR ok 555 - Pseudoprime (base 325) 343 passes MR ok 556 - Pseudoprime (base 325) 697 passes MR ok 557 - Pseudoprime (base 325) 1141 passes MR ok 558 - Pseudoprime (base 325) 2059 passes MR ok 559 - Pseudoprime (base 325) 2149 passes MR ok 560 - Pseudoprime (base 325) 3097 passes MR ok 561 - Pseudoprime (base 325) 3537 passes MR ok 562 - Pseudoprime (base 325) 4033 passes MR ok 563 - Pseudoprime (base 325) 4681 passes MR ok 564 - Pseudoprime (base 325) 4941 passes MR ok 565 - Pseudoprime (base 325) 5833 passes MR ok 566 - Pseudoprime (base 325) 6517 passes MR ok 567 - Pseudoprime (base 325) 7987 passes MR ok 568 - Pseudoprime (base 325) 8911 passes MR ok 569 - Pseudoprime (base 325) 12403 passes MR ok 570 - Pseudoprime (base 325) 12913 passes MR ok 571 - Pseudoprime (base 325) 15043 passes MR ok 572 - Pseudoprime (base 325) 16021 passes MR ok 573 - Pseudoprime (base 325) 20017 passes MR ok 574 - Pseudoprime (base 325) 22261 passes MR ok 575 - Pseudoprime (base 325) 23221 passes MR ok 576 - Pseudoprime (base 325) 24649 passes MR ok 577 - Pseudoprime (base 325) 24929 passes MR ok 578 - Pseudoprime (base 325) 31841 passes MR ok 579 - Pseudoprime (base 325) 35371 passes MR ok 580 - Pseudoprime (base 325) 38503 passes MR ok 581 - Pseudoprime (base 325) 43213 passes MR ok 582 - Pseudoprime (base 325) 44173 passes MR ok 583 - Pseudoprime (base 325) 47197 passes MR ok 584 - Pseudoprime (base 325) 50041 passes MR ok 585 - Pseudoprime (base 325) 55909 passes MR ok 586 - Pseudoprime (base 325) 56033 passes MR ok 587 - Pseudoprime (base 325) 58969 passes MR ok 588 - Pseudoprime (base 325) 59089 passes MR ok 589 - Pseudoprime (base 325) 61337 passes MR ok 590 - Pseudoprime (base 325) 65441 passes MR ok 591 - Pseudoprime (base 325) 68823 passes MR ok 592 - Pseudoprime (base 325) 72641 passes MR ok 593 - Pseudoprime (base 325) 76793 passes MR ok 594 - Pseudoprime (base 325) 78409 passes MR ok 595 - Pseudoprime (base 325) 85879 passes MR ok 596 - Pseudoprime (base 450775) 465991 passes MR ok 597 - Pseudoprime (base 450775) 468931 passes MR ok 598 - Pseudoprime (base 450775) 485357 passes MR ok 599 - Pseudoprime (base 450775) 505441 passes MR ok 600 - Pseudoprime (base 450775) 536851 passes MR ok 601 - Pseudoprime (base 450775) 556421 passes MR ok 602 - Pseudoprime (base 450775) 578771 passes MR ok 603 - Pseudoprime (base 450775) 585631 passes MR ok 604 - Pseudoprime (base 450775) 586249 passes MR ok 605 - Pseudoprime (base 450775) 606361 passes MR ok 606 - Pseudoprime (base 450775) 631651 passes MR ok 607 - Pseudoprime (base 450775) 638731 passes MR ok 608 - Pseudoprime (base 450775) 641683 passes MR ok 609 - Pseudoprime (base 450775) 645679 passes MR ok 610 - 271441 is a Perrin pseudoprime ok 611 - 904631 is a Perrin pseudoprime ok 612 - 16532714 is a Perrin pseudoprime ok 613 - 24658561 is a Perrin pseudoprime ok 614 - 27422714 is a Perrin pseudoprime ok 615 - 27664033 is a Perrin pseudoprime ok 616 - 46672291 is a Perrin pseudoprime ok 617 - 102690901 is a Perrin pseudoprime ok 618 - 130944133 is a Perrin pseudoprime ok 619 - 196075949 is a Perrin pseudoprime ok 620 - 214038533 is a Perrin pseudoprime ok 621 - 517697641 is a Perrin pseudoprime ok 622 - 545670533 is a Perrin pseudoprime ok 623 - 801123451 is a Perrin pseudoprime ok 624 - Pseudoprime (base 13) 85 passes MR ok 625 - Pseudoprime (base 13) 1099 passes MR ok 626 - Pseudoprime (base 13) 5149 passes MR ok 627 - Pseudoprime (base 13) 7107 passes MR ok 628 - Pseudoprime (base 13) 8911 passes MR ok 629 - Pseudoprime (base 13) 9637 passes MR ok 630 - Pseudoprime (base 13) 13019 passes MR ok 631 - Pseudoprime (base 13) 14491 passes MR ok 632 - Pseudoprime (base 13) 17803 passes MR ok 633 - Pseudoprime (base 13) 19757 passes MR ok 634 - Pseudoprime (base 13) 20881 passes MR ok 635 - Pseudoprime (base 13) 22177 passes MR ok 636 - Pseudoprime (base 13) 23521 passes MR ok 637 - Pseudoprime (base 13) 26521 passes MR ok 638 - Pseudoprime (base 13) 35371 passes MR ok 639 - Pseudoprime (base 13) 44173 passes MR ok 640 - Pseudoprime (base 13) 45629 passes MR ok 641 - Pseudoprime (base 13) 54097 passes MR ok 642 - Pseudoprime (base 13) 56033 passes MR ok 643 - Pseudoprime (base 13) 57205 passes MR ok 644 - Pseudoprime (base 13) 75241 passes MR ok 645 - Pseudoprime (base 13) 83333 passes MR ok 646 - Pseudoprime (base 13) 85285 passes MR ok 647 - Pseudoprime (base 13) 86347 passes MR ok 648 - Pseudoprime (base 29) 15 passes MR ok 649 - Pseudoprime (base 29) 91 passes MR ok 650 - Pseudoprime (base 29) 341 passes MR ok 651 - Pseudoprime (base 29) 469 passes MR ok 652 - Pseudoprime (base 29) 871 passes MR ok 653 - Pseudoprime (base 29) 2257 passes MR ok 654 - Pseudoprime (base 29) 4371 passes MR ok 655 - Pseudoprime (base 29) 4411 passes MR ok 656 - Pseudoprime (base 29) 5149 passes MR ok 657 - Pseudoprime (base 29) 6097 passes MR ok 658 - Pseudoprime (base 29) 8401 passes MR ok 659 - Pseudoprime (base 29) 11581 passes MR ok 660 - Pseudoprime (base 29) 12431 passes MR ok 661 - Pseudoprime (base 29) 15577 passes MR ok 662 - Pseudoprime (base 29) 16471 passes MR ok 663 - Pseudoprime (base 29) 19093 passes MR ok 664 - Pseudoprime (base 29) 25681 passes MR ok 665 - Pseudoprime (base 29) 28009 passes MR ok 666 - Pseudoprime (base 29) 29539 passes MR ok 667 - Pseudoprime (base 29) 31417 passes MR ok 668 - Pseudoprime (base 29) 33001 passes MR ok 669 - Pseudoprime (base 29) 48133 passes MR ok 670 - Pseudoprime (base 29) 49141 passes MR ok 671 - Pseudoprime (base 29) 54913 passes MR ok 672 - Pseudoprime (base 29) 79003 passes MR ok 673 - Pseudoprime (base 5) 781 passes MR ok 674 - Pseudoprime (base 5) 1541 passes MR ok 675 - Pseudoprime (base 5) 5461 passes MR ok 676 - Pseudoprime (base 5) 5611 passes MR ok 677 - Pseudoprime (base 5) 7813 passes MR ok 678 - Pseudoprime (base 5) 13021 passes MR ok 679 - Pseudoprime (base 5) 14981 passes MR ok 680 - Pseudoprime (base 5) 15751 passes MR ok 681 - Pseudoprime (base 5) 24211 passes MR ok 682 - Pseudoprime (base 5) 25351 passes MR ok 683 - Pseudoprime (base 5) 29539 passes MR ok 684 - Pseudoprime (base 5) 38081 passes MR ok 685 - Pseudoprime (base 5) 40501 passes MR ok 686 - Pseudoprime (base 5) 44801 passes MR ok 687 - Pseudoprime (base 5) 53971 passes MR ok 688 - Pseudoprime (base 5) 79381 passes MR ok 689 - 4181 is a Frobenius (1,-1) pseudoprime ok 690 - 5777 is a Frobenius (1,-1) pseudoprime ok 691 - 6721 is a Frobenius (1,-1) pseudoprime ok 692 - 10877 is a Frobenius (1,-1) pseudoprime ok 693 - 13201 is a Frobenius (1,-1) pseudoprime ok 694 - 15251 is a Frobenius (1,-1) pseudoprime ok 695 - 34561 is a Frobenius (1,-1) pseudoprime ok 696 - 51841 is a Frobenius (1,-1) pseudoprime ok 697 - 64079 is a Frobenius (1,-1) pseudoprime ok 698 - 64681 is a Frobenius (1,-1) pseudoprime ok 699 - 67861 is a Frobenius (1,-1) pseudoprime ok 700 - 68251 is a Frobenius (1,-1) pseudoprime ok 701 - 75077 is a Frobenius (1,-1) pseudoprime ok 702 - 90061 is a Frobenius (1,-1) pseudoprime ok 703 - 96049 is a Frobenius (1,-1) pseudoprime ok 704 - 97921 is a Frobenius (1,-1) pseudoprime ok 705 - 100127 is a Frobenius (1,-1) pseudoprime ok 706 - Pseudoprime (base 75088) 75089 passes MR ok 707 - Pseudoprime (base 75088) 79381 passes MR ok 708 - Pseudoprime (base 75088) 81317 passes MR ok 709 - Pseudoprime (base 75088) 91001 passes MR ok 710 - Pseudoprime (base 75088) 100101 passes MR ok 711 - Pseudoprime (base 75088) 111361 passes MR ok 712 - Pseudoprime (base 75088) 114211 passes MR ok 713 - Pseudoprime (base 75088) 136927 passes MR ok 714 - Pseudoprime (base 75088) 148289 passes MR ok 715 - Pseudoprime (base 75088) 169641 passes MR ok 716 - Pseudoprime (base 75088) 176661 passes MR ok 717 - Pseudoprime (base 75088) 191407 passes MR ok 718 - Pseudoprime (base 75088) 195649 passes MR ok 719 - Pseudoprime (base 642735) 653251 passes MR ok 720 - Pseudoprime (base 642735) 653333 passes MR ok 721 - Pseudoprime (base 642735) 663181 passes MR ok 722 - Pseudoprime (base 642735) 676651 passes MR ok 723 - Pseudoprime (base 642735) 714653 passes MR ok 724 - Pseudoprime (base 642735) 759277 passes MR ok 725 - Pseudoprime (base 642735) 794683 passes MR ok 726 - Pseudoprime (base 642735) 805141 passes MR ok 727 - Pseudoprime (base 642735) 844097 passes MR ok 728 - Pseudoprime (base 642735) 872191 passes MR ok 729 - Pseudoprime (base 642735) 874171 passes MR ok 730 - Pseudoprime (base 642735) 894671 passes MR ok 731 - Pseudoprime (base 19) 9 passes MR ok 732 - Pseudoprime (base 19) 49 passes MR ok 733 - Pseudoprime (base 19) 169 passes MR ok 734 - Pseudoprime (base 19) 343 passes MR ok 735 - Pseudoprime (base 19) 1849 passes MR ok 736 - Pseudoprime (base 19) 2353 passes MR ok 737 - Pseudoprime (base 19) 2701 passes MR ok 738 - Pseudoprime (base 19) 4033 passes MR ok 739 - Pseudoprime (base 19) 4681 passes MR ok 740 - Pseudoprime (base 19) 6541 passes MR ok 741 - Pseudoprime (base 19) 6697 passes MR ok 742 - Pseudoprime (base 19) 7957 passes MR ok 743 - Pseudoprime (base 19) 9997 passes MR ok 744 - Pseudoprime (base 19) 12403 passes MR ok 745 - Pseudoprime (base 19) 13213 passes MR ok 746 - Pseudoprime (base 19) 13747 passes MR ok 747 - Pseudoprime (base 19) 15251 passes MR ok 748 - Pseudoprime (base 19) 16531 passes MR ok 749 - Pseudoprime (base 19) 18769 passes MR ok 750 - Pseudoprime (base 19) 19729 passes MR ok 751 - Pseudoprime (base 19) 24761 passes MR ok 752 - Pseudoprime (base 19) 30589 passes MR ok 753 - Pseudoprime (base 19) 31621 passes MR ok 754 - Pseudoprime (base 19) 31861 passes MR ok 755 - Pseudoprime (base 19) 32477 passes MR ok 756 - Pseudoprime (base 19) 41003 passes MR ok 757 - Pseudoprime (base 19) 49771 passes MR ok 758 - Pseudoprime (base 19) 63139 passes MR ok 759 - Pseudoprime (base 19) 64681 passes MR ok 760 - Pseudoprime (base 19) 65161 passes MR ok 761 - Pseudoprime (base 19) 66421 passes MR ok 762 - Pseudoprime (base 19) 68257 passes MR ok 763 - Pseudoprime (base 19) 73555 passes MR ok 764 - Pseudoprime (base 19) 96049 passes MR ok 765 - 121 is an Euler pseudoprime to base 3 ok 766 - 703 is an Euler pseudoprime to base 3 ok 767 - 1729 is an Euler pseudoprime to base 3 ok 768 - 1891 is an Euler pseudoprime to base 3 ok 769 - 2821 is an Euler pseudoprime to base 3 ok 770 - 3281 is an Euler pseudoprime to base 3 ok 771 - 7381 is an Euler pseudoprime to base 3 ok 772 - 8401 is an Euler pseudoprime to base 3 ok 773 - 8911 is an Euler pseudoprime to base 3 ok 774 - 10585 is an Euler pseudoprime to base 3 ok 775 - 12403 is an Euler pseudoprime to base 3 ok 776 - 15457 is an Euler pseudoprime to base 3 ok 777 - 15841 is an Euler pseudoprime to base 3 ok 778 - 16531 is an Euler pseudoprime to base 3 ok 779 - 18721 is an Euler pseudoprime to base 3 ok 780 - 19345 is an Euler pseudoprime to base 3 ok 781 - 23521 is an Euler pseudoprime to base 3 ok 782 - 24661 is an Euler pseudoprime to base 3 ok 783 - 28009 is an Euler pseudoprime to base 3 ok 784 - 29341 is an Euler pseudoprime to base 3 ok 785 - 31621 is an Euler pseudoprime to base 3 ok 786 - 41041 is an Euler pseudoprime to base 3 ok 787 - 44287 is an Euler pseudoprime to base 3 ok 788 - 46657 is an Euler pseudoprime to base 3 ok 789 - 47197 is an Euler pseudoprime to base 3 ok 790 - 49141 is an Euler pseudoprime to base 3 ok 791 - 50881 is an Euler pseudoprime to base 3 ok 792 - 52633 is an Euler pseudoprime to base 3 ok 793 - 55969 is an Euler pseudoprime to base 3 ok 794 - 63139 is an Euler pseudoprime to base 3 ok 795 - 63973 is an Euler pseudoprime to base 3 ok 796 - 74593 is an Euler pseudoprime to base 3 ok 797 - 75361 is an Euler pseudoprime to base 3 ok 798 - 79003 is an Euler pseudoprime to base 3 ok 799 - 82513 is an Euler pseudoprime to base 3 ok 800 - 87913 is an Euler pseudoprime to base 3 ok 801 - 88573 is an Euler pseudoprime to base 3 ok 802 - 93961 is an Euler pseudoprime to base 3 ok 803 - 97567 is an Euler pseudoprime to base 3 ok 804 - Pseudoprime (base 23) 169 passes MR ok 805 - Pseudoprime (base 23) 265 passes MR ok 806 - Pseudoprime (base 23) 553 passes MR ok 807 - Pseudoprime (base 23) 1271 passes MR ok 808 - Pseudoprime (base 23) 2701 passes MR ok 809 - Pseudoprime (base 23) 4033 passes MR ok 810 - Pseudoprime (base 23) 4371 passes MR ok 811 - Pseudoprime (base 23) 4681 passes MR ok 812 - Pseudoprime (base 23) 6533 passes MR ok 813 - Pseudoprime (base 23) 6541 passes MR ok 814 - Pseudoprime (base 23) 7957 passes MR ok 815 - Pseudoprime (base 23) 8321 passes MR ok 816 - Pseudoprime (base 23) 8651 passes MR ok 817 - Pseudoprime (base 23) 8911 passes MR ok 818 - Pseudoprime (base 23) 9805 passes MR ok 819 - Pseudoprime (base 23) 14981 passes MR ok 820 - Pseudoprime (base 23) 18721 passes MR ok 821 - Pseudoprime (base 23) 25201 passes MR ok 822 - Pseudoprime (base 23) 31861 passes MR ok 823 - Pseudoprime (base 23) 34133 passes MR ok 824 - Pseudoprime (base 23) 44173 passes MR ok 825 - Pseudoprime (base 23) 47611 passes MR ok 826 - Pseudoprime (base 23) 47783 passes MR ok 827 - Pseudoprime (base 23) 50737 passes MR ok 828 - Pseudoprime (base 23) 57401 passes MR ok 829 - Pseudoprime (base 23) 62849 passes MR ok 830 - Pseudoprime (base 23) 82513 passes MR ok 831 - Pseudoprime (base 23) 96049 passes MR ok 832 - 13333 is a Frobenius (3,-5) pseudoprime ok 833 - 44801 is a Frobenius (3,-5) pseudoprime ok 834 - 486157 is a Frobenius (3,-5) pseudoprime ok 835 - 1615681 is a Frobenius (3,-5) pseudoprime ok 836 - 3125281 is a Frobenius (3,-5) pseudoprime ok 837 - 4219129 is a Frobenius (3,-5) pseudoprime ok 838 - 9006401 is a Frobenius (3,-5) pseudoprime ok 839 - 12589081 is a Frobenius (3,-5) pseudoprime ok 840 - 13404751 is a Frobenius (3,-5) pseudoprime ok 841 - 15576571 is a Frobenius (3,-5) pseudoprime ok 842 - 16719781 is a Frobenius (3,-5) pseudoprime ok 843 - 323 is a Lucas-Selfridge pseudoprime ok 844 - 377 is a Lucas-Selfridge pseudoprime ok 845 - 1159 is a Lucas-Selfridge pseudoprime ok 846 - 1829 is a Lucas-Selfridge pseudoprime ok 847 - 3827 is a Lucas-Selfridge pseudoprime ok 848 - 5459 is a Lucas-Selfridge pseudoprime ok 849 - 5777 is a Lucas-Selfridge pseudoprime ok 850 - 9071 is a Lucas-Selfridge pseudoprime ok 851 - 9179 is a Lucas-Selfridge pseudoprime ok 852 - 10877 is a Lucas-Selfridge pseudoprime ok 853 - 11419 is a Lucas-Selfridge pseudoprime ok 854 - 11663 is a Lucas-Selfridge pseudoprime ok 855 - 13919 is a Lucas-Selfridge pseudoprime ok 856 - 14839 is a Lucas-Selfridge pseudoprime ok 857 - 16109 is a Lucas-Selfridge pseudoprime ok 858 - 16211 is a Lucas-Selfridge pseudoprime ok 859 - 18407 is a Lucas-Selfridge pseudoprime ok 860 - 18971 is a Lucas-Selfridge pseudoprime ok 861 - 19043 is a Lucas-Selfridge pseudoprime ok 862 - Pseudoprime (base 17) 9 passes MR ok 863 - Pseudoprime (base 17) 91 passes MR ok 864 - Pseudoprime (base 17) 145 passes MR ok 865 - Pseudoprime (base 17) 781 passes MR ok 866 - Pseudoprime (base 17) 1111 passes MR ok 867 - Pseudoprime (base 17) 2821 passes MR ok 868 - Pseudoprime (base 17) 4033 passes MR ok 869 - Pseudoprime (base 17) 4187 passes MR ok 870 - Pseudoprime (base 17) 5365 passes MR ok 871 - Pseudoprime (base 17) 5833 passes MR ok 872 - Pseudoprime (base 17) 6697 passes MR ok 873 - Pseudoprime (base 17) 7171 passes MR ok 874 - Pseudoprime (base 17) 15805 passes MR ok 875 - Pseudoprime (base 17) 19729 passes MR ok 876 - Pseudoprime (base 17) 21781 passes MR ok 877 - Pseudoprime (base 17) 22791 passes MR ok 878 - Pseudoprime (base 17) 24211 passes MR ok 879 - Pseudoprime (base 17) 26245 passes MR ok 880 - Pseudoprime (base 17) 31621 passes MR ok 881 - Pseudoprime (base 17) 33001 passes MR ok 882 - Pseudoprime (base 17) 33227 passes MR ok 883 - Pseudoprime (base 17) 34441 passes MR ok 884 - Pseudoprime (base 17) 35371 passes MR ok 885 - Pseudoprime (base 17) 38081 passes MR ok 886 - Pseudoprime (base 17) 42127 passes MR ok 887 - Pseudoprime (base 17) 49771 passes MR ok 888 - Pseudoprime (base 17) 71071 passes MR ok 889 - Pseudoprime (base 17) 74665 passes MR ok 890 - Pseudoprime (base 17) 77293 passes MR ok 891 - Pseudoprime (base 17) 78881 passes MR ok 892 - Pseudoprime (base 17) 88831 passes MR ok 893 - Pseudoprime (base 17) 96433 passes MR ok 894 - Pseudoprime (base 17) 97921 passes MR ok 895 - Pseudoprime (base 17) 98671 passes MR ok 896 - Pseudoprime (base 203659041) 204172939 passes MR ok 897 - Pseudoprime (base 203659041) 204456793 passes MR ok 898 - Pseudoprime (base 203659041) 206407057 passes MR ok 899 - Pseudoprime (base 203659041) 206976001 passes MR ok 900 - Pseudoprime (base 203659041) 207373483 passes MR ok 901 - Pseudoprime (base 203659041) 209301121 passes MR ok 902 - Pseudoprime (base 203659041) 210339397 passes MR ok 903 - Pseudoprime (base 203659041) 211867969 passes MR ok 904 - Pseudoprime (base 203659041) 212146507 passes MR ok 905 - Pseudoprime (base 203659041) 212337217 passes MR ok 906 - Pseudoprime (base 203659041) 212355793 passes MR ok 907 - Pseudoprime (base 203659041) 214400629 passes MR ok 908 - Pseudoprime (base 203659041) 214539841 passes MR ok 909 - Pseudoprime (base 203659041) 215161459 passes MR ok 910 - Pseudoprime (base 1005905886) 1005905887 passes MR ok 911 - Pseudoprime (base 1005905886) 1007713171 passes MR ok 912 - Pseudoprime (base 1005905886) 1008793699 passes MR ok 913 - Pseudoprime (base 1005905886) 1010415421 passes MR ok 914 - Pseudoprime (base 1005905886) 1010487061 passes MR ok 915 - Pseudoprime (base 1005905886) 1010836369 passes MR ok 916 - Pseudoprime (base 1005905886) 1012732873 passes MR ok 917 - Pseudoprime (base 1005905886) 1015269391 passes MR ok 918 - Pseudoprime (base 1005905886) 1016250247 passes MR ok 919 - Pseudoprime (base 1005905886) 1018405741 passes MR ok 920 - Pseudoprime (base 1005905886) 1020182041 passes MR ok 921 - Pseudoprime (base 9780504) 9780505 passes MR ok 922 - Pseudoprime (base 9780504) 9784915 passes MR ok 923 - Pseudoprime (base 9780504) 9826489 passes MR ok 924 - Pseudoprime (base 9780504) 9882457 passes MR ok 925 - Pseudoprime (base 9780504) 9974791 passes MR ok 926 - Pseudoprime (base 9780504) 10017517 passes MR ok 927 - Pseudoprime (base 9780504) 10018081 passes MR ok 928 - Pseudoprime (base 9780504) 10084177 passes MR ok 929 - Pseudoprime (base 9780504) 10188481 passes MR ok 930 - Pseudoprime (base 9780504) 10247357 passes MR ok 931 - Pseudoprime (base 9780504) 10267951 passes MR ok 932 - Pseudoprime (base 9780504) 10392241 passes MR ok 933 - Pseudoprime (base 9780504) 10427209 passes MR ok 934 - Pseudoprime (base 9780504) 10511201 passes MR ok 935 - MR base 2 matches is_prime for 2-4032 (excl 2047,3277) ok 936 - spsp( 3, 3) ok 937 - spsp( 11, 11) ok 938 - spsp( 89, 5785) ok 939 - spsp(257, 6168) ok 940 - spsp(367, 367) ok 941 - spsp(367, 1101) ok 942 - spsp(49001, 921211727) ok 943 - spsp( 331, 921211727) ok 944 - spsp(49117, 921211727) ok 945 - 162401 is a Fermat pseudoprime to bases 2,3,5,7,11,13 ok 946 - 1857241 is an Euler pseudoprime to bases 2,3,5,7,11,13 ok 947 - 3474749660383 is a strong pseudoprime to bases 2,3,5,7,11,13 ok 948 - 2 is a prime and a strong Lucas-Selfridge pseudoprime ok 949 - 9 is not a prime and not a strong Lucas-Selfridge pseudoprime ok 950 - 16 is not a prime and not a strong Lucas-Selfridge pseudoprime ok 951 - 100 is not a prime and not a strong Lucas-Selfridge pseudoprime ok 952 - 102 is not a prime and not a strong Lucas-Selfridge pseudoprime ok 953 - 323 is not a prime and not a strong Lucas-Selfridge pseudoprime ok 954 - 377 is not a prime and not a strong Lucas-Selfridge pseudoprime ok 955 - 2047 is not a prime and not a strong Lucas-Selfridge pseudoprime ok 956 - 2048 is not a prime and not a strong Lucas-Selfridge pseudoprime ok 957 - 5781 is not a prime and not a strong Lucas-Selfridge pseudoprime ok 958 - 9000 is not a prime and not a strong Lucas-Selfridge pseudoprime ok 959 - 14381 is not a prime and not a strong Lucas-Selfridge pseudoprime ok 960 - Lucas sequence 323 4 5 324 ok 961 - Lucas sequence 323 3 1 324 ok 962 - Lucas sequence 323 4 1 324 ok 963 - Lucas sequence 18971 10001 -1 4743 ok 964 - Lucas sequence 323 1 1 324 ok 965 - Lucas sequence 323 5 -1 81 ok 966 - Lucas sequence 323 3 1 81 ok 967 - Lucas sequence 49001 25 117 24501 ok 968 - Fibonacci(1001) ok 969 - Lucas(1001) ok 970 - lucasu(9,-1,3671) ok 971 - lucasu(287,-1,3079) ok 972 - lucasv(80,1,71) ok 973 - lucasv(63,1,13217) ok 974 - lucasv(10,8,88321) ok 975 - Miller-Rabin with 0 random bases ok 976 - Miller-Rabin with 100 uniform random bases for n returns prime ok 977 - prime 216807359884357411648908138950271200947 passes Euler-Plumb primality test ok 978 - prime 216807359884357411648908138950271200947 passes Frobenius primality test ok 979 - prime 216807359884357411648908138950271200947 passes Frobenius Khashin primality test ok 980 - prime 216807359884357411648908138950271200947 passes Frobenius Underwood primality test ok 981 - prime 216807359884357411648908138950271200947 passes BPSW primality test ok 982 - prime 339168371495941440319562622097823889491 passes Euler-Plumb primality test ok 983 - prime 339168371495941440319562622097823889491 passes Frobenius primality test ok 984 - prime 339168371495941440319562622097823889491 passes Frobenius Khashin primality test ok 985 - prime 339168371495941440319562622097823889491 passes Frobenius Underwood primality test ok 986 - prime 339168371495941440319562622097823889491 passes BPSW primality test ok 987 - prime 175647712566579256193079384409148729569 passes Euler-Plumb primality test ok 988 - prime 175647712566579256193079384409148729569 passes Frobenius primality test ok 989 - prime 175647712566579256193079384409148729569 passes Frobenius Khashin primality test ok 990 - prime 175647712566579256193079384409148729569 passes Frobenius Underwood primality test ok 991 - prime 175647712566579256193079384409148729569 passes BPSW primality test ok 992 - prime 213978050035770705635718665804334250861 passes Euler-Plumb primality test ok 993 - prime 213978050035770705635718665804334250861 passes Frobenius primality test ok 994 - prime 213978050035770705635718665804334250861 passes Frobenius Khashin primality test ok 995 - prime 213978050035770705635718665804334250861 passes Frobenius Underwood primality test ok 996 - prime 213978050035770705635718665804334250861 passes BPSW primality test ok 997 - prime 282014465653257435172223280631326130957 passes Euler-Plumb primality test ok 998 - prime 282014465653257435172223280631326130957 passes Frobenius primality test ok 999 - prime 282014465653257435172223280631326130957 passes Frobenius Khashin primality test ok 1000 - prime 282014465653257435172223280631326130957 passes Frobenius Underwood primality test ok 1001 - prime 282014465653257435172223280631326130957 passes BPSW primality test ok 1002 - prime 285690571631805499387265005140705006349 passes Euler-Plumb primality test ok 1003 - prime 285690571631805499387265005140705006349 passes Frobenius primality test ok 1004 - prime 285690571631805499387265005140705006349 passes Frobenius Khashin primality test ok 1005 - prime 285690571631805499387265005140705006349 passes Frobenius Underwood primality test ok 1006 - prime 285690571631805499387265005140705006349 passes BPSW primality test ok 1007 - prime 197905182544375865664507026666258550257 passes Euler-Plumb primality test ok 1008 - prime 197905182544375865664507026666258550257 passes Frobenius primality test ok 1009 - prime 197905182544375865664507026666258550257 passes Frobenius Khashin primality test ok 1010 - prime 197905182544375865664507026666258550257 passes Frobenius Underwood primality test ok 1011 - prime 197905182544375865664507026666258550257 passes BPSW primality test ok 1012 - prime 257978530672690459726721542547822424119 passes Euler-Plumb primality test ok 1013 - prime 257978530672690459726721542547822424119 passes Frobenius primality test ok 1014 - prime 257978530672690459726721542547822424119 passes Frobenius Khashin primality test ok 1015 - prime 257978530672690459726721542547822424119 passes Frobenius Underwood primality test ok 1016 - prime 257978530672690459726721542547822424119 passes BPSW primality test ok 1017 - prime 271150181404520740107101159842415035273 passes Euler-Plumb primality test ok 1018 - prime 271150181404520740107101159842415035273 passes Frobenius primality test ok 1019 - prime 271150181404520740107101159842415035273 passes Frobenius Khashin primality test ok 1020 - prime 271150181404520740107101159842415035273 passes Frobenius Underwood primality test ok 1021 - prime 271150181404520740107101159842415035273 passes BPSW primality test ok 1022 - prime 262187868871349017397376949493643287923 passes Euler-Plumb primality test ok 1023 - prime 262187868871349017397376949493643287923 passes Frobenius primality test ok 1024 - prime 262187868871349017397376949493643287923 passes Frobenius Khashin primality test ok 1025 - prime 262187868871349017397376949493643287923 passes Frobenius Underwood primality test ok 1026 - prime 262187868871349017397376949493643287923 passes BPSW primality test ok 1027 - composite 331692821169251128612023074084933636563 fails Euler-Plumb primality test ok 1028 - composite 331692821169251128612023074084933636563 fails Frobenius primality test ok 1029 - composite 331692821169251128612023074084933636563 fails Frobenius Khashin primality test ok 1030 - composite 331692821169251128612023074084933636563 fails Frobenius Underwood primality test ok 1031 - composite 331692821169251128612023074084933636563 fails BPSW primality test ok 1032 - composite 291142820834608911820232911620629416673 fails Euler-Plumb primality test ok 1033 - composite 291142820834608911820232911620629416673 fails Frobenius primality test ok 1034 - composite 291142820834608911820232911620629416673 fails Frobenius Khashin primality test ok 1035 - composite 291142820834608911820232911620629416673 fails Frobenius Underwood primality test ok 1036 - composite 291142820834608911820232911620629416673 fails BPSW primality test ok 1037 - composite 222553723073325022732878644722536036431 fails Euler-Plumb primality test ok 1038 - composite 222553723073325022732878644722536036431 fails Frobenius primality test ok 1039 - composite 222553723073325022732878644722536036431 fails Frobenius Khashin primality test ok 1040 - composite 222553723073325022732878644722536036431 fails Frobenius Underwood primality test ok 1041 - composite 222553723073325022732878644722536036431 fails BPSW primality test ok 1042 - composite 325464724689480915638128579172743588243 fails Euler-Plumb primality test ok 1043 - composite 325464724689480915638128579172743588243 fails Frobenius primality test ok 1044 - composite 325464724689480915638128579172743588243 fails Frobenius Khashin primality test ok 1045 - composite 325464724689480915638128579172743588243 fails Frobenius Underwood primality test ok 1046 - composite 325464724689480915638128579172743588243 fails BPSW primality test ok 1047 - composite 326662586910428159613180378374675586479 fails Euler-Plumb primality test ok 1048 - composite 326662586910428159613180378374675586479 fails Frobenius primality test ok 1049 - composite 326662586910428159613180378374675586479 fails Frobenius Khashin primality test ok 1050 - composite 326662586910428159613180378374675586479 fails Frobenius Underwood primality test ok 1051 - composite 326662586910428159613180378374675586479 fails BPSW primality test ok 1052 - composite 197395185602458924846767613337087999977 fails Euler-Plumb primality test ok 1053 - composite 197395185602458924846767613337087999977 fails Frobenius primality test ok 1054 - composite 197395185602458924846767613337087999977 fails Frobenius Khashin primality test ok 1055 - composite 197395185602458924846767613337087999977 fails Frobenius Underwood primality test ok 1056 - composite 197395185602458924846767613337087999977 fails BPSW primality test ok 1057 - composite 194157480002729115387621030269291379439 fails Euler-Plumb primality test ok 1058 - composite 194157480002729115387621030269291379439 fails Frobenius primality test ok 1059 - composite 194157480002729115387621030269291379439 fails Frobenius Khashin primality test ok 1060 - composite 194157480002729115387621030269291379439 fails Frobenius Underwood primality test ok 1061 - composite 194157480002729115387621030269291379439 fails BPSW primality test ok 1062 - composite 180664716097986611402007784149669477223 fails Euler-Plumb primality test ok 1063 - composite 180664716097986611402007784149669477223 fails Frobenius primality test ok 1064 - composite 180664716097986611402007784149669477223 fails Frobenius Khashin primality test ok 1065 - composite 180664716097986611402007784149669477223 fails Frobenius Underwood primality test ok 1066 - composite 180664716097986611402007784149669477223 fails BPSW primality test ok 1067 - composite 248957328957166865967197552940796547567 fails Euler-Plumb primality test ok 1068 - composite 248957328957166865967197552940796547567 fails Frobenius primality test ok 1069 - composite 248957328957166865967197552940796547567 fails Frobenius Khashin primality test ok 1070 - composite 248957328957166865967197552940796547567 fails Frobenius Underwood primality test ok 1071 - composite 248957328957166865967197552940796547567 fails BPSW primality test ok 1072 - composite 276174467950103435998583356206846142651 fails Euler-Plumb primality test ok 1073 - composite 276174467950103435998583356206846142651 fails Frobenius primality test ok 1074 - composite 276174467950103435998583356206846142651 fails Frobenius Khashin primality test ok 1075 - composite 276174467950103435998583356206846142651 fails Frobenius Underwood primality test ok 1076 - composite 276174467950103435998583356206846142651 fails BPSW primality test ok 1077 - prime 2 is a Frobenius (37,-13) pseudoprime ok 1078 - prime 3 is a Frobenius (37,-13) pseudoprime ok 1079 - prime 5 is a Frobenius (37,-13) pseudoprime ok 1080 - prime 7 is a Frobenius (37,-13) pseudoprime ok 1081 - prime 11 is a Frobenius (37,-13) pseudoprime ok 1082 - prime 13 is a Frobenius (37,-13) pseudoprime ok 1083 - prime 17 is a Frobenius (37,-13) pseudoprime ok 1084 - prime 19 is a Frobenius (37,-13) pseudoprime ok 1085 - prime 23 is a Frobenius (37,-13) pseudoprime ok 1086 - prime 29 is a Frobenius (37,-13) pseudoprime ok 1087 - prime 31 is a Frobenius (37,-13) pseudoprime ok 1088 - prime 37 is a Frobenius (37,-13) pseudoprime ok 1089 - prime 41 is a Frobenius (37,-13) pseudoprime ok 1090 - prime 43 is a Frobenius (37,-13) pseudoprime ok 1091 - prime 47 is a Frobenius (37,-13) pseudoprime ok 1092 - miller_rabin_random with a seed ok 1093 - MRR(10007,-4) ok t/19-moebius.t ............... 1..191 ok 1 - moebius(0) ok 2 - moebius 1 .. 20 ok 3 - totient 0 .. 69 ok 4 - euler_phi(123456) == 41088 ok 5 - euler_phi(123456789) == 82260072 ok 6 - euler_phi(123457) == 123456 ok 7 - Jordan's Totient J_4 ok 8 - Jordan's Totient J_5 ok 9 - Jordan's Totient J_7 ok 10 - Jordan's Totient J_6 ok 11 - Jordan's Totient J_1 ok 12 - Jordan's Totient J_3 ok 13 - Jordan's Totient J_2 ok 14 - carmichael_lambda with range: 0, 69 ok 15 - liouville(24) = 1 ok 16 - liouville(51) = 1 ok 17 - liouville(94) = 1 ok 18 - liouville(183) = 1 ok 19 - liouville(294) = 1 ok 20 - liouville(629) = 1 ok 21 - liouville(1488) = 1 ok 22 - liouville(3684) = 1 ok 23 - liouville(8006) = 1 ok 24 - liouville(8510) = 1 ok 25 - liouville(32539) = 1 ok 26 - liouville(57240) = 1 ok 27 - liouville(103138) = 1 ok 28 - liouville(238565) = 1 ok 29 - liouville(444456) = 1 ok 30 - liouville(820134) = 1 ok 31 - liouville(1185666) = 1 ok 32 - liouville(3960407) = 1 ok 33 - liouville(4429677) = 1 ok 34 - liouville(13719505) = 1 ok 35 - liouville(29191963) = 1 ok 36 - liouville(57736144) = 1 ok 37 - liouville(134185856) = 1 ok 38 - liouville(262306569) = 1 ok 39 - liouville(324235872) = 1 ok 40 - liouville(563441153) = 1 ok 41 - liouville(1686170713) = 1 ok 42 - liouville(2489885844) = 1 ok 43 - liouville(1260238066729040) = 1 ok 44 - liouville(10095256575169232896) = 1 ok 45 - liouville(23) = -1 ok 46 - liouville(47) = -1 ok 47 - liouville(113) = -1 ok 48 - liouville(163) = -1 ok 49 - liouville(378) = -1 ok 50 - liouville(942) = -1 ok 51 - liouville(1669) = -1 ok 52 - liouville(2808) = -1 ok 53 - liouville(8029) = -1 ok 54 - liouville(9819) = -1 ok 55 - liouville(23863) = -1 ok 56 - liouville(39712) = -1 ok 57 - liouville(87352) = -1 ok 58 - liouville(210421) = -1 ok 59 - liouville(363671) = -1 ok 60 - liouville(562894) = -1 ok 61 - liouville(1839723) = -1 ok 62 - liouville(3504755) = -1 ok 63 - liouville(7456642) = -1 ok 64 - liouville(14807115) = -1 ok 65 - liouville(22469612) = -1 ok 66 - liouville(49080461) = -1 ok 67 - liouville(132842464) = -1 ok 68 - liouville(146060791) = -1 ok 69 - liouville(279256445) = -1 ok 70 - liouville(802149183) = -1 ok 71 - liouville(1243577750) = -1 ok 72 - liouville(3639860654) = -1 ok 73 - liouville(1807253903626380) = -1 ok 74 - liouville(12063177829788352512) = -1 ok 75 - exp_mangoldt(9) == 3 ok 76 - exp_mangoldt(399983) == 399983 ok 77 - exp_mangoldt(10) == 1 ok 78 - exp_mangoldt(-13) == 1 ok 79 - exp_mangoldt(83521) == 17 ok 80 - exp_mangoldt(3) == 3 ok 81 - exp_mangoldt(0) == 1 ok 82 - exp_mangoldt(11) == 11 ok 83 - exp_mangoldt(5) == 5 ok 84 - exp_mangoldt(7) == 7 ok 85 - exp_mangoldt(2) == 2 ok 86 - exp_mangoldt(1) == 1 ok 87 - exp_mangoldt(8) == 2 ok 88 - exp_mangoldt(27) == 3 ok 89 - exp_mangoldt(130321) == 19 ok 90 - exp_mangoldt(399981) == 1 ok 91 - exp_mangoldt(399982) == 1 ok 92 - exp_mangoldt(6) == 1 ok 93 - exp_mangoldt(823543) == 7 ok 94 - exp_mangoldt(25) == 5 ok 95 - exp_mangoldt(4) == 2 ok 96 - znorder(1, 35) = 1 ok 97 - znorder(2, 35) = 12 ok 98 - znorder(4, 35) = 6 ok 99 - znorder(6, 35) = 2 ok 100 - znorder(7, 35) = ok 101 - znorder(2, 1000000000000031) = 81788975100 ok 102 - znorder(1, 1) = 1 ok 103 - znorder(0, 0) = ok 104 - znorder(1, 0) = ok 105 - znorder(25, 0) = ok 106 - znorder(1, 1) = 1 ok 107 - znorder(19, 1) = 1 ok 108 - znorder(1, 19) = 1 ok 109 - znorder(2, 19) = 18 ok 110 - znorder(3, 20) = 4 ok 111 - znorder(57, 1000000003) = 189618 ok 112 - znorder(67, 999999749) = 30612237 ok 113 - znorder(22, 999991815) = 69844 ok 114 - znorder(10, 2147475467) = 31448382 ok 115 - znorder(141, 2147475467) = 1655178 ok 116 - znorder(7410, 2147475467) = 39409 ok 117 - znorder(31407, 2147475467) = 266 ok 118 - znorder(2, 2405286912458753) = 1073741824 ok 119 - znprimroot(3) == 2 ok 120 - znprimroot(100000001) == ok 121 - znprimroot(1520874431) == 17 ok 122 - znprimroot(0) == ok 123 - znprimroot(1729) == ok 124 - znprimroot(9223372036854775837) == 5 ok 125 - znprimroot(5) == 2 ok 126 - znprimroot(7) == 3 ok 127 - znprimroot(9) == 2 ok 128 - znprimroot(14123555781055773271) == 6 ok 129 - znprimroot(89637484042681) == 335 ok 130 - znprimroot(10) == 3 ok 131 - znprimroot(-11) == 2 ok 132 - znprimroot(2232881419280027) == 6 ok 133 - znprimroot(5109721) == 94 ok 134 - znprimroot(1685283601) == 164 ok 135 - znprimroot(1407827621) == 2 ok 136 - znprimroot(6) == 5 ok 137 - znprimroot(4) == 3 ok 138 - znprimroot(2) == 1 ok 139 - znprimroot(90441961) == 113 ok 140 - znprimroot(1) == 0 ok 141 - znprimroot(8) == ok 142 - znprimroot(17551561) == 97 ok 143 - znprimroot("-100000898") == 31 ok 144 - 3 is not a primitive root mod 10^30+57 ok 145 - 5 is a primitive root mod 10^30+57 ok 146 - 3 is a primitive root mod 10^30+66 ok 147 - totient(9082348072348972344232348972345) ok 148 - jordan_totient(4,9082348072348972344232348972345) ok 149 - carmichael_lambda(9082348072348972344232348972345) ok 150 - totient(9082348072348972344232348972353) ok 151 - jordan_totient(7,9082348072348972344232348972353) ok 152 - carmichael_lambda(9082348072348972344232348972353) ok 153 - moebius(9082348072348972344232348972353) ok 154 - liouville(9082348072348972344232348972353) ok 155 - znorder(17,100000000000000000000000065) ok 156 - znprimroot(9218092345892375982375972365235234234238) ok 157 - Ramanujan Tau(1) = 1 ok 158 - Ramanujan Tau(243) = 13400796651732 ok 159 - Ramanujan Tau(106) = 38305336752 ok 160 - Ramanujan Tau(2) = -24 ok 161 - Ramanujan Tau(53) = -1596055698 ok 162 - Ramanujan Tau(0) = 0 ok 163 - Ramanujan Tau(5) = 4830 ok 164 - Ramanujan Tau(4) = -1472 ok 165 - Ramanujan Tau(16089) = 12655813883111729342208 ok 166 - Ramanujan Tau(3) = 252 ok 167 - Ramanujan Tau(83456) = 130596522071273977247956992 ok 168 - crt() = 0 ok 169 - crt([4 5]) = 4 ok 170 - crt([77 11]) = 0 ok 171 - crt([0 5],[0 6]) = 0 ok 172 - crt([14 5],[0 6]) = 24 ok 173 - crt([10 11],[4 22],[9 19]) = ok 174 - crt([77 13],[79 17]) = 181 ok 175 - crt([2 3],[3 5],[2 7]) = 23 ok 176 - crt([10 11],[4 12],[12 13]) = 1000 ok 177 - crt([42 127],[24 128]) = 2328 ok 178 - crt([32 126],[23 129]) = 410 ok 179 - crt([2328 16256],[410 5418]) = 28450328 ok 180 - crt([1 10],[11 100]) = 11 ok 181 - crt([11 100],[22 100]) = ok 182 - crt([1753051086 3243410059],[2609156951 2439462460]) = 6553408220202087311 ok 183 - crt([6325451203932218304 2750166238021308],[5611464489438299732 94116455416164094]) = 1433171050835863115088946517796 ok 184 - crt([1762568892212871168 8554171181844660224],[2462425671659520000 2016911328009584640]) = 188079320578009823963731127992320 ok 185 - crt([856686401696104448 11943471150311931904],[6316031051955372032 13290002569363587072]) = 943247297188055114646647659888640 ok 186 - crt([-3105579549 3743000622],[-1097075646 1219365911]) = 2754322117681955433 ok 187 - crt([-925543788386357567 243569243147991],[-1256802905822510829 28763455974459440]) = 837055903505897549759994093811 ok 188 - crt([-2155972909982577461 8509855219791386062],[-5396280069505638574 6935743629860450393]) = 12941173114744545542549046204020289525 ok 189 - crt([3 5],[2 0]) = ok 190 - crt([3 0],[2 3]) = ok 191 - crt([3 5],[3 0],[2 3]) = ok t/20-primorial.t ............. 1..12 ok 1 - factorial 0 .. 30 ok 2 - factorialmod ok 3 - primorial(nth(...)) 0 - 30 ok 4 - pn_primorial(...) 0 - 30 ok 5 - primorial(100) ok 6 - primorial(541) ok 7 - subfactoral(n) for 0..23 ok 8 - factorial_sum(n) for 0..22 ok 9 - multifactorial(n,0) for 0..22 ok 10 - multifactorial(n,1) for 0..22 ok 11 - multifactorial(n,2) for 0..26 ok 12 - multifactorial(n,3) for 0..29 ok t/21-conseq-lcm.t ............ 1..102 ok 1 - consecutive_integer_lcm(0) ok 2 - consecutive_integer_lcm(1) ok 3 - consecutive_integer_lcm(2) ok 4 - consecutive_integer_lcm(3) ok 5 - consecutive_integer_lcm(4) ok 6 - consecutive_integer_lcm(5) ok 7 - consecutive_integer_lcm(6) ok 8 - consecutive_integer_lcm(7) ok 9 - consecutive_integer_lcm(8) ok 10 - consecutive_integer_lcm(9) ok 11 - consecutive_integer_lcm(10) ok 12 - consecutive_integer_lcm(11) ok 13 - consecutive_integer_lcm(12) ok 14 - consecutive_integer_lcm(13) ok 15 - consecutive_integer_lcm(14) ok 16 - consecutive_integer_lcm(15) ok 17 - consecutive_integer_lcm(16) ok 18 - consecutive_integer_lcm(17) ok 19 - consecutive_integer_lcm(18) ok 20 - consecutive_integer_lcm(19) ok 21 - consecutive_integer_lcm(20) ok 22 - consecutive_integer_lcm(21) ok 23 - consecutive_integer_lcm(22) ok 24 - consecutive_integer_lcm(23) ok 25 - consecutive_integer_lcm(24) ok 26 - consecutive_integer_lcm(25) ok 27 - consecutive_integer_lcm(26) ok 28 - consecutive_integer_lcm(27) ok 29 - consecutive_integer_lcm(28) ok 30 - consecutive_integer_lcm(29) ok 31 - consecutive_integer_lcm(30) ok 32 - consecutive_integer_lcm(31) ok 33 - consecutive_integer_lcm(32) ok 34 - consecutive_integer_lcm(33) ok 35 - consecutive_integer_lcm(34) ok 36 - consecutive_integer_lcm(35) ok 37 - consecutive_integer_lcm(36) ok 38 - consecutive_integer_lcm(37) ok 39 - consecutive_integer_lcm(38) ok 40 - consecutive_integer_lcm(39) ok 41 - consecutive_integer_lcm(40) ok 42 - consecutive_integer_lcm(41) ok 43 - consecutive_integer_lcm(42) ok 44 - consecutive_integer_lcm(43) ok 45 - consecutive_integer_lcm(44) ok 46 - consecutive_integer_lcm(45) ok 47 - consecutive_integer_lcm(46) ok 48 - consecutive_integer_lcm(47) ok 49 - consecutive_integer_lcm(48) ok 50 - consecutive_integer_lcm(49) ok 51 - consecutive_integer_lcm(50) ok 52 - consecutive_integer_lcm(51) ok 53 - consecutive_integer_lcm(52) ok 54 - consecutive_integer_lcm(53) ok 55 - consecutive_integer_lcm(54) ok 56 - consecutive_integer_lcm(55) ok 57 - consecutive_integer_lcm(56) ok 58 - consecutive_integer_lcm(57) ok 59 - consecutive_integer_lcm(58) ok 60 - consecutive_integer_lcm(59) ok 61 - consecutive_integer_lcm(60) ok 62 - consecutive_integer_lcm(61) ok 63 - consecutive_integer_lcm(62) ok 64 - consecutive_integer_lcm(63) ok 65 - consecutive_integer_lcm(64) ok 66 - consecutive_integer_lcm(65) ok 67 - consecutive_integer_lcm(66) ok 68 - consecutive_integer_lcm(67) ok 69 - consecutive_integer_lcm(68) ok 70 - consecutive_integer_lcm(69) ok 71 - consecutive_integer_lcm(70) ok 72 - consecutive_integer_lcm(71) ok 73 - consecutive_integer_lcm(72) ok 74 - consecutive_integer_lcm(73) ok 75 - consecutive_integer_lcm(74) ok 76 - consecutive_integer_lcm(75) ok 77 - consecutive_integer_lcm(76) ok 78 - consecutive_integer_lcm(77) ok 79 - consecutive_integer_lcm(78) ok 80 - consecutive_integer_lcm(79) ok 81 - consecutive_integer_lcm(80) ok 82 - consecutive_integer_lcm(81) ok 83 - consecutive_integer_lcm(82) ok 84 - consecutive_integer_lcm(83) ok 85 - consecutive_integer_lcm(84) ok 86 - consecutive_integer_lcm(85) ok 87 - consecutive_integer_lcm(86) ok 88 - consecutive_integer_lcm(87) ok 89 - consecutive_integer_lcm(88) ok 90 - consecutive_integer_lcm(89) ok 91 - consecutive_integer_lcm(90) ok 92 - consecutive_integer_lcm(91) ok 93 - consecutive_integer_lcm(92) ok 94 - consecutive_integer_lcm(93) ok 95 - consecutive_integer_lcm(94) ok 96 - consecutive_integer_lcm(95) ok 97 - consecutive_integer_lcm(96) ok 98 - consecutive_integer_lcm(97) ok 99 - consecutive_integer_lcm(98) ok 100 - consecutive_integer_lcm(99) ok 101 - consecutive_integer_lcm(100) ok 102 - consecutive_integer_lcm(2000) ok t/22-partitions.t ............ 1..55 ok 1 - partitions(0) ok 2 - partitions(1) ok 3 - partitions(2) ok 4 - partitions(3) ok 5 - partitions(4) ok 6 - partitions(5) ok 7 - partitions(6) ok 8 - partitions(7) ok 9 - partitions(8) ok 10 - partitions(9) ok 11 - partitions(10) ok 12 - partitions(11) ok 13 - partitions(12) ok 14 - partitions(13) ok 15 - partitions(14) ok 16 - partitions(15) ok 17 - partitions(16) ok 18 - partitions(17) ok 19 - partitions(18) ok 20 - partitions(19) ok 21 - partitions(20) ok 22 - partitions(21) ok 23 - partitions(22) ok 24 - partitions(23) ok 25 - partitions(24) ok 26 - partitions(25) ok 27 - partitions(26) ok 28 - partitions(27) ok 29 - partitions(28) ok 30 - partitions(29) ok 31 - partitions(30) ok 32 - partitions(31) ok 33 - partitions(32) ok 34 - partitions(33) ok 35 - partitions(34) ok 36 - partitions(35) ok 37 - partitions(36) ok 38 - partitions(37) ok 39 - partitions(38) ok 40 - partitions(39) ok 41 - partitions(40) ok 42 - partitions(41) ok 43 - partitions(42) ok 44 - partitions(43) ok 45 - partitions(44) ok 46 - partitions(45) ok 47 - partitions(46) ok 48 - partitions(47) ok 49 - partitions(48) ok 50 - partitions(49) ok 51 - partitions(50) ok 52 - partitions(1000) ok 53 - partitions(500) ok 54 - partitions(100) ok 55 - partitions(4497) ok t/23-gcd.t ................... 1..159 ok 1 - gcd() = 0 ok 2 - gcd(8) = 8 ok 3 - gcd(9,9) = 9 ok 4 - gcd(0,0) = 0 ok 5 - gcd(1,0,0) = 1 ok 6 - gcd(0,0,1) = 1 ok 7 - gcd(17,19) = 1 ok 8 - gcd(54,24) = 6 ok 9 - gcd(42,56) = 14 ok 10 - gcd(9,28) = 1 ok 11 - gcd(48,180) = 12 ok 12 - gcd(2705353758,2540073744,3512215098,2214052398) = 18 ok 13 - gcd(2301535282,3609610580,3261189640) = 106 ok 14 - gcd(694966514,510402262,195075284,609944479) = 181 ok 15 - gcd(294950648,651855678,263274296,493043500,581345426) = 58 ok 16 - gcd(-30,-90,90) = 30 ok 17 - gcd(-3,-9,-18) = 3 ok 18 - lcm() = 0 ok 19 - lcm(8) = 8 ok 20 - lcm(9,9) = 9 ok 21 - lcm(0,0) = 0 ok 22 - lcm(1,0,0) = 0 ok 23 - lcm(0,0,1) = 0 ok 24 - lcm(17,19) = 323 ok 25 - lcm(54,24) = 216 ok 26 - lcm(42,56) = 168 ok 27 - lcm(9,28) = 252 ok 28 - lcm(48,180) = 720 ok 29 - lcm(36,45) = 180 ok 30 - lcm(-36,45) = 180 ok 31 - lcm(-36,-45) = 180 ok 32 - lcm(30,15,5) = 30 ok 33 - lcm(2,3,4,5) = 60 ok 34 - lcm(30245,114552) = 3464625240 ok 35 - lcm(11926,78001,2211) = 2790719778 ok 36 - lcm(1426,26195,3289,8346) = 4254749070 ok 37 - kronecker(109981, 737777) = 1 ok 38 - kronecker(737779, 121080) = -1 ok 39 - kronecker(-737779, 121080) = 1 ok 40 - kronecker(737779, -121080) = -1 ok 41 - kronecker(-737779, -121080) = -1 ok 42 - kronecker(12345, 331) = -1 ok 43 - kronecker(1001, 9907) = -1 ok 44 - kronecker(19, 45) = 1 ok 45 - kronecker(8, 21) = -1 ok 46 - kronecker(5, 21) = 1 ok 47 - kronecker(5, 1237) = -1 ok 48 - kronecker(10, 49) = 1 ok 49 - kronecker(123, 4567) = -1 ok 50 - kronecker(3, 18) = 0 ok 51 - kronecker(3, -18) = 0 ok 52 - kronecker(-2, 0) = 0 ok 53 - kronecker(-1, 0) = 1 ok 54 - kronecker(0, 0) = 0 ok 55 - kronecker(1, 0) = 1 ok 56 - kronecker(2, 0) = 0 ok 57 - kronecker(-2, 1) = 1 ok 58 - kronecker(-1, 1) = 1 ok 59 - kronecker(0, 1) = 1 ok 60 - kronecker(1, 1) = 1 ok 61 - kronecker(2, 1) = 1 ok 62 - kronecker(-2, -1) = -1 ok 63 - kronecker(-1, -1) = -1 ok 64 - kronecker(0, -1) = 1 ok 65 - kronecker(1, -1) = 1 ok 66 - kronecker(2, -1) = 1 ok 67 - kronecker(3686556869, 428192857) = 1 ok 68 - kronecker(-1453096827, 364435739) = -1 ok 69 - kronecker(3527710253, -306243569) = 1 ok 70 - kronecker(-1843526669, -332265377) = 1 ok 71 - kronecker(321781679, 4095783323) = -1 ok 72 - kronecker(454249403, -79475159) = -1 ok 73 - valuation(-4,2) = 2 ok 74 - valuation(0,0) = 0 ok 75 - valuation(1,0) = 0 ok 76 - valuation(96552,6) = 3 ok 77 - valuation(1879048192,2) = 28 ok 78 - hammingweight(0) = 0 ok 79 - hammingweight(1) = 1 ok 80 - hammingweight(2304786) = 9 ok 81 - hammingweight(-2304786) = 9 ok 82 - hammingweight(<256-bit prime>) = 128 ok 83 - binomial(0,0)) = 1 ok 84 - binomial(0,1)) = 0 ok 85 - binomial(1,0)) = 1 ok 86 - binomial(1,1)) = 1 ok 87 - binomial(1,2)) = 0 ok 88 - binomial(13,13)) = 1 ok 89 - binomial(13,14)) = 0 ok 90 - binomial(35,16)) = 4059928950 ok 91 - binomial(40,19)) = 131282408400 ok 92 - binomial(67,31)) = 11923179284862717872 ok 93 - binomial(228,12)) = 30689926618143230620 ok 94 - binomial(177,78)) = 3314450882216440395106465322941753788648564665022000 ok 95 - binomial(-10,5)) = -2002 ok 96 - binomial(-11,22)) = 64512240 ok 97 - binomial(-12,23)) = -286097760 ok 98 - binomial(-23,-26)) = -2300 ok 99 - binomial(-12,-23)) = -705432 ok 100 - binomial(12,-23)) = 0 ok 101 - binomial(12,-12)) = 0 ok 102 - binomial(-12,0)) = 1 ok 103 - binomial(0,-1)) = 0 ok 104 - binomial(10,n) for n in -15 .. 15 ok 105 - binomial(-10,n) for n in -15 .. 15 ok 106 - gcdext(0,0) = [0 0 0] ok 107 - gcdext(0,28) = [0 1 28] ok 108 - gcdext(28,0) = [1 0 28] ok 109 - gcdext(0,-28) = [0 -1 28] ok 110 - gcdext(-28,0) = [-1 0 28] ok 111 - gcdext(3706259912,1223661804) = [123862139 -375156991 4] ok 112 - gcdext(3706259912,-1223661804) = [123862139 375156991 4] ok 113 - gcdext(-3706259912,1223661804) = [-123862139 -375156991 4] ok 114 - gcdext(-3706259912,-1223661804) = [-123862139 375156991 4] ok 115 - gcdext(22,242) = [1 0 22] ok 116 - gcdext(2731583792,3028241442) = [-187089956 168761937 2] ok 117 - gcdext(42272720,12439910) = [-21984 74705 70] ok 118 - gcdext(10139483024654235947,8030280778952246347) = [-2715309548282941287 3428502169395958570 1] ok 119 - vecsum() = 0 ok 120 - vecsum(-1) = -1 ok 121 - vecsum(1 -1) = 0 ok 122 - vecsum(-1 1) = 0 ok 123 - vecsum(-1 1) = 0 ok 124 - vecsum(-2147483648 2147483648) = 0 ok 125 - vecsum(-4294967296 4294967296) = 0 ok 126 - vecsum(-9223372036854775808 9223372036854775808) = 0 ok 127 - vecsum(18446744073709551615 -18446744073709551615 18446744073709551615) = 18446744073709551615 ok 128 - vecsum(18446744073709551616 18446744073709551616 18446744073709551616) = 55340232221128654848 ok 129 - vecsum(18446744073709540400 1000 1000 1000 1000 1000 1000 1000 1000 1000 1000 1000 1000 1000 1000 1000 1000 1000 1000 1000 1000 1000 1000 1000 1000 1000 1000 1000 1000 1000 1000 1000 1000 1000 1000 1000 1000 1000 1000 1000 1000 1000 1000 1000 1000 1000 1000 1000 1000 1000 1000 1000 1000 1000 1000 1000 1000 1000 1000 1000 1000 1000 1000 1000 1000 1000 1000 1000 1000 1000 1000 1000 1000 1000 1000 1000 1000 1000 1000 1000 1000) = 18446744073709620400 ok 130 - vecsum(8940560560432415123818915720822415267807123681474252424566821897853531 7778547618243732438765515250718016989143156212607337512983395245244477 2189527014402679437989261998352299668199802723705390949617417617818071 -3503124593441728232550096334002786135023 3320980231353895482190953072226607400824266105545861535055220237211523) = 22229615424432722482764646042115836201380906995100292325888852211992579 ok 131 - vecprod() = 1 ok 132 - vecprod(1) = 1 ok 133 - vecprod(-1) = -1 ok 134 - vecprod(-1 -2) = 2 ok 135 - vecprod(-1 -2) = 2 ok 136 - vecprod(32767 -65535) = -2147385345 ok 137 - vecprod(32767 -65535) = -2147385345 ok 138 - vecprod(32768 -65535) = -2147450880 ok 139 - vecprod(32768 -65536) = -2147483648 ok 140 - vecprod(18446744073709551616 18446744073709551616 18446744073709551616) = 6277101735386680763835789423207666416102355444464034512896 ok 141 - vecprod(22229615424432722482764646042115836201380906995100292325888852211992579 8940560560432415123818915720822415267807123681474252424566821897853531 7778547618243732438765515250718016989143156212607337512983395245244477 2189527014402679437989261998352299668199802723705390949617417617818071 -3503124593441728232550096334002786135023 3320980231353895482190953072226607400824266105545861535055220237211523) = -39379245925303999064282306510014189368381156100297892522429483126331668772925108615466135642644100480444268237833039496827424630610878534616461996117558125896627456342217566092980432383889727428817722190472716948287416569075064047381625246037918268748866755509776641498138274065792670793438081730710568979196957310574284265747455825604868707218992022874441687475660523342376167971071980207 ok 142 - gcd(a,b,c) ok 143 - gcd(a,b) ok 144 - gcd of two primes = 1 ok 145 - lcm(p1,p2) ok 146 - lcm(p1,p1) ok 147 - lcm(a,b,c,d,e) ok 148 - kronecker(..., ...) ok 149 - is_power(18475335773296164196) == 0 ok 150 - is_power(322396049^18) == 18 ok 151 - is_power(903111^16) == 16 ok 152 - is_power(903111^16,4) is true ok 153 - is_power(29905047121918201644964877983907^2) == 2 ok 154 - is_prime_power(18475335773296164196) == 0 ok 155 - is_prime_power(29905047121918201644964877983907^2) == 0 ok 156 - is_prime_power(322396049^18) == 18 ok 157 - is_square for -4 .. 16 ok 158 - 60481729 is a square ok 159 - is_square() = 1 ok t/24-bernfrac.t .............. 1..78 ok 1 - B_2n numerators 0 .. 30 ok 2 - B_2n denominators 0 .. 57 ok 3 - Stirling 3: L(0,0..1) ok 4 - Stirling 3: L(1,0..2) ok 5 - Stirling 3: L(2,0..3) ok 6 - Stirling 3: L(3,0..4) ok 7 - Stirling 3: L(4,0..5) ok 8 - Stirling 3: L(5,0..6) ok 9 - Stirling 3: L(6,0..7) ok 10 - Stirling 3: L(7,0..8) ok 11 - Stirling 3: L(8,0..9) ok 12 - Stirling 3: L(9,0..10) ok 13 - Stirling 3: L(10,0..11) ok 14 - Stirling 3: L(11,0..12) ok 15 - Stirling 3: L(12,0..13) ok 16 - Stirling 3: L(13,0..14) ok 17 - Stirling 3: L(14,0..15) ok 18 - Stirling 3: L(15,0..16) ok 19 - Stirling 3: L(16,0..17) ok 20 - Stirling 3: L(17,0..18) ok 21 - Stirling 3: L(18,0..19) ok 22 - Stirling 2: S(0,0..1) ok 23 - Stirling 2: S(1,0..2) ok 24 - Stirling 2: S(2,0..3) ok 25 - Stirling 2: S(3,0..4) ok 26 - Stirling 2: S(4,0..5) ok 27 - Stirling 2: S(5,0..6) ok 28 - Stirling 2: S(6,0..7) ok 29 - Stirling 2: S(7,0..8) ok 30 - Stirling 2: S(8,0..9) ok 31 - Stirling 2: S(9,0..10) ok 32 - Stirling 2: S(10,0..11) ok 33 - Stirling 2: S(11,0..12) ok 34 - Stirling 2: S(12,0..13) ok 35 - Stirling 2: S(13,0..14) ok 36 - Stirling 2: S(14,0..15) ok 37 - Stirling 2: S(15,0..16) ok 38 - Stirling 2: S(16,0..17) ok 39 - Stirling 2: S(17,0..18) ok 40 - Stirling 2: S(18,0..19) ok 41 - Stirling 2: S(19,0..20) ok 42 - Stirling 2: S(20,0..21) ok 43 - Stirling 1: s(0,0..1) ok 44 - Stirling 1: s(1,0..2) ok 45 - Stirling 1: s(2,0..3) ok 46 - Stirling 1: s(3,0..4) ok 47 - Stirling 1: s(4,0..5) ok 48 - Stirling 1: s(5,0..6) ok 49 - Stirling 1: s(6,0..7) ok 50 - Stirling 1: s(7,0..8) ok 51 - Stirling 1: s(8,0..9) ok 52 - Stirling 1: s(9,0..10) ok 53 - Stirling 1: s(10,0..11) ok 54 - Stirling 1: s(11,0..12) ok 55 - Stirling 1: s(12,0..13) ok 56 - Stirling 1: s(13,0..14) ok 57 - Stirling 1: s(14,0..15) ok 58 - Stirling 1: s(15,0..16) ok 59 - Stirling 1: s(16,0..17) ok 60 - Stirling 1: s(17,0..18) ok 61 - Stirling 1: s(18,0..19) ok 62 - Stirling 1: s(19,0..20) ok 63 - Stirling 1: s(20,0..21) ok 64 - L(246,61) ok 65 - S(137,14) ok 66 - s(99,14) ok 67 - harmfrac(27) ok 68 - harmfrac(172) ok 69 - harmreal(5,6) ok 70 - harmreal(15,3) ok 71 - harmreal(15,25) ok 72 - harmreal(1500,85) ok 73 - harmreal(2502,764) ok 74 - harmreal(2502,765) ok 75 - bern(24) ok 76 - bern(16,5) ok 77 - bern(200,7) ok 78 - bern(222,260) ok t/25-const-euler.t ........... 1..2 ok 1 - Euler(0 .. 99) ok 2 - Euler(100,200,300,...,1000) ok t/25-const-pi.t .............. 1..1 ok 1 - Pi(2 .. 999) ok t/26-combinatorial.t ......... 1..14 ok 1 - permtonum([]) ok 2 - permtonum([0]) ok 3 - permtonum([1,0]) ok 4 - permtonum([6,3,4,2,5,0,1]) ok 5 - permtonum( 20 ) ok 6 - permtonum( 26 ) ok 7 - permtonum( 40 ) ok 8 - numtoperm(0,0) ok 9 - numtoperm(1,0) ok 10 - numtoperm(1,1) ok 11 - numtoperm(5,15) ok 12 - numtoperm(5,-2) ok 13 - numtoperm(24,987654321) ok 14 - numtoperm(40,...) ok t/26-digits.t ................ 1..13 ok 1 - todigits 0 ok 2 - todigits 1 ok 3 - todigits 77 ok 4 - todigits 77 base 2 ok 5 - todigits 77 base 3 ok 6 - todigits 77 base 21 ok 7 - todigits 900 base 2 ok 8 - todigits 900 base 2 len 0 ok 9 - todigits 900 base 2 len 3 ok 10 - todigits 900 base 2 len 32 ok 11 - todigits 58127 base 16 ok 12 - todigits 6345354 base 10 len 4 ok 13 - todigits ignores sign ok t/26-ismisc.t ................ 1..19 ok 1 - Carmichael numbers to 20000 ok 2 - Large Carmichael ok 3 - Larger Carmichael ok 4 - is_fundamental(-50 .. 0) ok 5 - is_fundamental(0 .. 50) ok 6 - is_fundamental(2^67+9) ok 7 - is_fundamental(-2^67+44) ok 8 - is_totient 0 .. 40 ok 9 - is_fundamental(2^29_1 .. 2^29+80) ok 10 - is_totient(2^63+28) ok 11 - is_totient(2^63+20) ok 12 - is_totient(2^63+24) ok 13 - is_totient(2^83+88) ok 14 - is_totient(2^83+50) ok 15 - is_totient(2^83+64) ok 16 - first 10 triangular numbers ok 17 - first 10 23-gonal numbers ok 18 - 140737496743936 is the 16777216-th triangular number ok 19 - identified the 12345678901234567890-th pentagonal number ok t/26-lambertw.t .............. 1..15 ok 1 - LambertW(0) = 0 ok 2 - LambertW(0.1, 0.2, ..., 2.0) with 47 digits ok 3 - LambertW(567.88,200) ok 4 - LambertW(1e6,200) ok 5 - LambertW(-0.01, -0.02, ..., -0.36) with 60 digits ok 6 - LambertW(-1/e 3 dig) ok 7 - LambertW(-1/e 4 dig) ok 8 - LambertW(-1/e 5 dig) ok 9 - LambertW(-1/e 6 dig) ok 10 - LambertW(-1/e 7 dig) ok 11 - LambertW(-1/e 8 dig) ok 12 - LambertW(-1/e 9 dig) ok 13 - LambertW(-1/e 10 dig) ok 14 - LambertW(-1/e 11 dig) ok 15 - LambertW(-1/e 73 dig) ok t/26-logs.t .................. 1..6 ok 1 - logint base 2: 0 .. 200 ok 2 - logint base 3: 0 .. 200 ok 3 - logint base 5: 0 .. 200 ok 4 - logint(60-bit,7) ok 5 - logint(126-bit,6) ok 6 - logint(2048-bit,3) ok t/26-mersenne.t .............. 1..1 ok 1 - Find Mersenne primes from 0 to 1279 ok t/26-mod.t ................... 1..35 ok 1 - invmod(0,0) = ok 2 - invmod(1,0) = ok 3 - invmod(0,1) = ok 4 - invmod(1,1) = 0 ok 5 - invmod(45,59) = 21 ok 6 - invmod(42,2017) = 1969 ok 7 - invmod(42,-2017) = 1969 ok 8 - invmod(-42,2017) = 48 ok 9 - invmod(-42,-2017) = 48 ok 10 - invmod(14,28474) = ok 11 - invmod(13,9223372036854775808) = 5675921253449092805 ok 12 - invmod(14,18446744073709551615) = 17129119497016012214 ok 13 - sqrtmod(0,0) = ok 14 - sqrtmod(1,0) = ok 15 - sqrtmod(0,1) = 0 ok 16 - sqrtmod(1,1) = 0 ok 17 - sqrtmod(58,101) = 19 ok 18 - sqrtmod(111,113) = 26 ok 19 - sqrtmod(9223372036854775808,5675921253449092823) = 22172359690642254 ok 20 - sqrtmod(18446744073709551625,340282366920938463463374607431768211507) = 57825146747270203522128844001742059051 ok 21 - addmod(..,0) ok 22 - mulmod(..,0) ok 23 - divmod(..,0) ok 24 - powmod(..,0) ok 25 - addmod(..,1) ok 26 - mulmod(..,1) ok 27 - powmod(..,1) ok 28 - addmod on 40 random inputs ok 29 - addmod with negative second input on 40 random inputs ok 30 - mulmod on 40 random inputs ok 31 - mulmod with negative second input on 40 random inputs ok 32 - divmod on 40 random inputs ok 33 - divmod with negative second input on 40 random inputs ok 34 - powmod on 20 random inputs ok 35 - powmod with negative exponent on 20 random inputs ok t/26-real.t .................. 1..36 ok 1 - log(0) ok 2 - log(0.1, 0.2, ..., 2.0) with 71 digits ok 3 - log(-0.1, -0.2, ..., -2.0) with 71 digits ok 4 - logreal(2,200) ok 5 - logreal(10^1000,200) ok 6 - logreal(5,71) ok 7 - logreal(10,71) ok 8 - logreal(21,71) ok 9 - expreal(1,71) ok 10 - expreal(12.5,71) ok 11 - expreal(100,71) ok 12 - expreal(100,12) ok 13 - expreal(-118.5,71) ok 14 - expreal(-394.84010945715266885,200) ok 15 - powreal(0,2.2,20) ok 16 - powreal(1,2.2,20) ok 17 - powreal(-1,2.2,20) ok 18 - powreal(2,-5.01,60) ok 19 - powreal(2,5,2) ok 20 - powreal(2,-5,5) ok 21 - powreal(1234.5678, 9.87654321, 60) ok 22 - rootreal(0,2,20) ok 23 - rootreal(1,2,20) ok 24 - rootreal(2,2,20) ok 25 - rootreal(2,3,20) ok 26 - rootreal(2,2,80) ok 27 - rootreal(100.19,17,80) ok 28 - AGM(1, sqrt(2)) = reciprocal of Gauss's constant ok 29 - AGM(1, 1/sqrt(2)) ok 30 - AGM(0.5, 1) ok 31 - AGM(6, 24) ok 32 - AGM with negative argument returns undef ok 33 - addreal ok 34 - subreal ok 35 - mulreal ok 36 - divreal ok t/26-riemann.t ............... 1..31 ok 1 - Zeta(2 .. 20) with 46 digits ok 2 - R(12345) = 1477.18529486278566013620706299851975937829102453 ok 3 - R(1234567) = 95364.7282332640388293270946571187905178500286859 ok 4 - R(123456) = 11602.3885324491433573165310800667605102847042681 ok 5 - R(123) = 30.2234556285623332613428945094834980032607831334 ok 6 - R(123456789) = 7027403.22117008872413898789377520747800808475988 ok 7 - R(20) = 7.52719634941220484077584239013039997938974169722 ok 8 - R(1234) = 201.089189397887171164417491080355409507577355431 ok 9 - R(12345678) = 809199.447325079489265130526492437800991704424795 ok 10 - R(10^50) ok 11 - R(10^150) ok 12 - Zeta(1) is undef ok 13 - Zeta(0) is -0.5 ok 14 - Zeta(-1) is -1/12 ok 15 - Zeta(-2) is 0 ok 16 - Zeta(-2) is 1/120 ok 17 - Zeta(-13) is -1/12 ok 18 - Zeta(-21) is -77683/276 ok 19 - zeta(14.8765) ok 20 - zeta(0.5) ok 21 - zeta(-0.5) ok 22 - zeta(-1.5) ok 23 - zeta(-5.5) ok 24 - riemannr(123456.78901) ok 25 - li(1.0000...2088..,15) rounds to -100 ok 26 - li(1.0000...2088..,25) ok 27 - li(123456789,71) ok 28 - li(13333....333,71) ok 29 - ei(-.999999) ok 30 - ei(-.0000001) ok 31 - ei(123) ok t/26-roots.t ................. 1..10 ok 1 - sqrtint 0-10 ok 2 - sqrtint 2-20 -1 ok 3 - sqrtint(13^51) ok 4 - rootint( (2^31-3)^23, 23) = 2^31-3 ok 5 - rootint( (2^31-3)^23-1, 23) = 2^31-3-1 ok 6 - rootint(10^1000,1001) = 9 ok 7 - rootint(2^240,9) = 106528681 ok 8 - roots of powers of 2 ok 9 - roots of powers of 2^32+1 ok 10 - roots of powers of 2^64+1 ok t/27-clusters.t .............. 1..41 ok 1 - A001359 0 200 ok 2 - A022004 317321 319727 ok 3 - A022005 557857 560293 ok 4 - Inadmissible pattern (0,2,4) finds (3,5,7) ok 5 - Inadmissible pattern (0,2,8,14,26) finds (3,5,11,17,29) and (5,7,13,19,31) ok 6 - Pattern [2] 1224 in range 0 .. 100000 ok 7 - Pattern [2 6] 259 in range 0 .. 100000 ok 8 - Pattern [4 6] 248 in range 0 .. 100000 ok 9 - Pattern [2 6 8] 38 in range 0 .. 100000 ok 10 - Pattern [2 6 8 12] 10 in range 0 .. 100000 ok 11 - Pattern [4 6 10 12] 11 in range 0 .. 100000 ok 12 - Pattern [4 6 10 12 16] 5 in range 0 .. 100000 ok 13 - Pattern [2 8 12 14 18 20] 2 in range 0 .. 100000 ok 14 - Pattern [2 6 8 12 18 20] 1 in range 0 .. 100000 ok 15 - Pattern [2] 30 in range 1000000000000000000000 .. 1000000000000000043637 ok 16 - Pattern [2 6] 1 in range 1000000000000000000000 .. 1000000000000000043637 ok 17 - Pattern [4 6] 1 in range 1000000000000000000000 .. 1000000000000000043637 ok 18 - Pattern [2 6 8] 0 in range 1000000000000000000000 .. 1000000000000000043637 ok 19 - Pattern [2 6 8 12] 0 in range 1000000000000000000000 .. 1000000000000000043637 ok 20 - Pattern [4 6 10 12] 0 in range 1000000000000000000000 .. 1000000000000000043637 ok 21 - Pattern [4 6 10 12 16] 0 in range 1000000000000000000000 .. 1000000000000000043637 ok 22 - Pattern [2 8 12 14 18 20] 0 in range 1000000000000000000000 .. 1000000000000000043637 ok 23 - Pattern [2 6 8 12 18 20] 0 in range 1000000000000000000000 .. 1000000000000000043637 ok 24 - Window around A022006 high cluster finds the cluster ok 25 - Window around A022007 high cluster finds the cluster ok 26 - Window around A022008 high cluster finds the cluster ok 27 - Window around A022009 high cluster finds the cluster ok 28 - Window around A022010 high cluster finds the cluster ok 29 - Window around A022010 high cluster finds the cluster ok 30 - Window around A022012 high cluster finds the cluster ok 31 - Window around A022013 high cluster finds the cluster ok 32 - Window around A022545 high cluster finds the cluster ok 33 - Window around A022546 high cluster finds the cluster ok 34 - Window around A022547 high cluster finds the cluster ok 35 - Window around A022548 high cluster finds the cluster ok 36 - Window around A027569 high cluster finds the cluster ok 37 - Window around A027570 high cluster finds the cluster ok 38 - Window around A213601 high cluster finds the cluster ok 39 - Window around A213645 high cluster finds the cluster ok 40 - Window around A213646 high cluster finds the cluster ok 41 - Window around A213647 high cluster finds the cluster ok t/28-rand.t .................. 1..6 ok 1 - irand values are 32-bit ok 2 - irand values are integers ok 3 - irand64 all bits on in 10 iterations ok 4 - irand64 all bits off in 10 iterations ok 5 - drand values between 0 and 1-eps ok 6 - drand supplies at least 21 bits (got 53) ok t/28-randomprime.t ........... 1..181 ok 1 - primes(3842610774,3842611108) should return undef ok 2 - primes(0,1) should return undef ok 3 - primes(1294268492,1294268778) should return undef ok 4 - primes(0,0) should return undef ok 5 - primes(3,2) should return undef ok 6 - primes(2,1) should return undef ok 7 - Prime in range 3842610772-3842611110 is indeed prime ok 8 - random_prime(3842610772,3842611110) >= 3842610773 ok 9 - random_prime(3842610772,3842611110) <= 3842611109 ok 10 - Prime in range 10-12 is indeed prime ok 11 - random_prime(10,12) >= 11 ok 12 - random_prime(10,12) <= 11 ok 13 - Prime in range 16706143-16706143 is indeed prime ok 14 - random_prime(16706143,16706143) >= 16706143 ok 15 - random_prime(16706143,16706143) <= 16706143 ok 16 - Prime in range 3842610773-3842611109 is indeed prime ok 17 - random_prime(3842610773,3842611109) >= 3842610773 ok 18 - random_prime(3842610773,3842611109) <= 3842611109 ok 19 - Prime in range 2-3 is indeed prime ok 20 - random_prime(2,3) >= 2 ok 21 - random_prime(2,3) <= 3 ok 22 - Prime in range 8-12 is indeed prime ok 23 - random_prime(8,12) >= 11 ok 24 - random_prime(8,12) <= 11 ok 25 - Prime in range 3-5 is indeed prime ok 26 - random_prime(3,5) >= 3 ok 27 - random_prime(3,5) <= 5 ok 28 - Prime in range 2-2 is indeed prime ok 29 - random_prime(2,2) >= 2 ok 30 - random_prime(2,2) <= 2 ok 31 - Prime in range 16706142-16706144 is indeed prime ok 32 - random_prime(16706142,16706144) >= 16706143 ok 33 - random_prime(16706142,16706144) <= 16706143 ok 34 - Prime in range 10-20 is indeed prime ok 35 - random_prime(10,20) >= 11 ok 36 - random_prime(10,20) <= 19 ok 37 - Prime in range 0-2 is indeed prime ok 38 - random_prime(0,2) >= 2 ok 39 - random_prime(0,2) <= 2 ok 40 - All returned values for 27764-88493 were prime ok 41 - All returned values for 27764-88493 were in the range ok 42 - All returned values for 5678-9876 were prime ok 43 - All returned values for 5678-9876 were in the range ok 44 - All returned values for 27767-88498 were prime ok 45 - All returned values for 27767-88498 were in the range ok 46 - All returned values for 2-20 were prime ok 47 - All returned values for 2-20 were in the range ok 48 - All returned values for 20-100 were prime ok 49 - All returned values for 20-100 were in the range ok 50 - All returned values for 17051687-17051899 were prime ok 51 - All returned values for 17051687-17051899 were in the range ok 52 - All returned values for 27764-88498 were prime ok 53 - All returned values for 27764-88498 were in the range ok 54 - All returned values for 3-7 were prime ok 55 - All returned values for 3-7 were in the range ok 56 - All returned values for 17051688-17051898 were prime ok 57 - All returned values for 17051688-17051898 were in the range ok 58 - All returned values for 27767-88493 were prime ok 59 - All returned values for 27767-88493 were in the range ok 60 - All returned values for 2 were prime ok 61 - All returned values for 2 were in the range ok 62 - All returned values for 3 were prime ok 63 - All returned values for 3 were in the range ok 64 - All returned values for 4 were prime ok 65 - All returned values for 4 were in the range ok 66 - All returned values for 5 were prime ok 67 - All returned values for 5 were in the range ok 68 - All returned values for 6 were prime ok 69 - All returned values for 6 were in the range ok 70 - All returned values for 7 were prime ok 71 - All returned values for 7 were in the range ok 72 - All returned values for 8 were prime ok 73 - All returned values for 8 were in the range ok 74 - All returned values for 9 were prime ok 75 - All returned values for 9 were in the range ok 76 - All returned values for 100 were prime ok 77 - All returned values for 100 were in the range ok 78 - All returned values for 1000 were prime ok 79 - All returned values for 1000 were in the range ok 80 - All returned values for 1000000 were prime ok 81 - All returned values for 1000000 were in the range ok 82 - All returned values for 4294967295 were prime ok 83 - All returned values for 4294967295 were in the range ok 84 - 1-digit random prime '7' is in range and prime ok 85 - 2-digit random prime '71' is in range and prime ok 86 - 3-digit random prime '503' is in range and prime ok 87 - 4-digit random prime '7351' is in range and prime ok 88 - 5-digit random prime '53777' is in range and prime ok 89 - 6-digit random prime '591827' is in range and prime ok 90 - 7-digit random prime '1060949' is in range and prime ok 91 - 8-digit random prime '89662003' is in range and prime ok 92 - 9-digit random prime '229637557' is in range and prime ok 93 - 10-digit random prime '4752999437' is in range and prime ok 94 - 11-digit random prime '47204278831' is in range and prime ok 95 - 12-digit random prime '130160770577' is in range and prime ok 96 - 13-digit random prime '7257656760943' is in range and prime ok 97 - 14-digit random prime '84721507763707' is in range and prime ok 98 - 15-digit random prime '617042402620541' is in range and prime ok 99 - 16-digit random prime '5353586520049793' is in range and prime ok 100 - 17-digit random prime '29136468468985363' is in range and prime ok 101 - 18-digit random prime '213881413029831347' is in range and prime ok 102 - 19-digit random prime '6211969865258663521' is in range and prime ok 103 - 20-digit random prime '30509797112842723343' is in range and prime ok 104 - 21-digit random prime '109851965437120032857' is in range and prime ok 105 - 22-digit random prime '4620290699379382028161' is in range and prime ok 106 - 23-digit random prime '79242052031679386714239' is in range and prime ok 107 - 24-digit random prime '177024359283575724590597' is in range and prime ok 108 - 25-digit random prime '8039471652596459740464229' is in range and prime ok 109 - 2-bit random random 2-bit prime '2' is in range and prime ok 110 - 3-bit random random 3-bit prime '7' is in range and prime ok 111 - 4-bit random random 4-bit prime '11' is in range and prime ok 112 - 5-bit random random 5-bit prime '23' is in range and prime ok 113 - 6-bit random random 6-bit prime '61' is in range and prime ok 114 - 10-bit random random 10-bit prime '719' is in range and prime ok 115 - 30-bit random random 30-bit prime '851441783' is in range and prime ok 116 - 31-bit random random 31-bit prime '1454719069' is in range and prime ok 117 - 32-bit random random 32-bit prime '4176444409' is in range and prime ok 118 - 33-bit random random 33-bit prime '6227648363' is in range and prime ok 119 - 34-bit random random 34-bit prime '14348363791' is in range and prime ok 120 - 62-bit random random 62-bit prime '4155719051069244049' is in range and prime ok 121 - 63-bit random random 63-bit prime '6555865543217267051' is in range and prime ok 122 - 64-bit random random 64-bit prime '11292270114391669331' is in range and prime ok 123 - 65-bit random random 65-bit prime '28941665788285729513' is in range and prime ok 124 - 66-bit random random 66-bit prime '49443650558138575363' is in range and prime ok 125 - 126-bit random random 126-bit prime '72279828868876775079991751697463279819' is in range and prime ok 126 - 127-bit random random 127-bit prime '102424420081527330595661030959503101543' is in range and prime ok 127 - 128-bit random random 128-bit prime '236685634283805462866556985207255938331' is in range and prime ok 128 - 129-bit random random 129-bit prime '372077615470441675713264406519898169433' is in range and prime ok 129 - 130-bit random random 130-bit prime '886545884296964355555213124928629324637' is in range and prime ok 130 - 128-bit random random 128-bit strong prime '266446987056462101657192196399070414843' is in range and prime ok 131 - 255-bit random random 255-bit strong prime '33534599051345965540417334520384095233811640477522488224711129498332755928953' is in range and prime ok 132 - 256-bit random random 256-bit strong prime '60250320843757070780659006555607214144284091721367492875000062410605474555837' is in range and prime ok 133 - 512-bit random random 512-bit strong prime '7898113677646388706190622274714428321834864716445307484785668921482690074193062048201034504349470306924741602384558540058839385886093335061936390743583621' is in range and prime ok 134 - 2-bit random random 2-bit proven (Maurer) prime '3' is in range and prime ok 135 - 2-bit random random 2-bit proven (Shawe-Taylor) prime '2' is in range and prime ok 136 - 3-bit random random 3-bit proven (Maurer) prime '5' is in range and prime ok 137 - 3-bit random random 3-bit proven (Shawe-Taylor) prime '7' is in range and prime ok 138 - 4-bit random random 4-bit proven (Maurer) prime '13' is in range and prime ok 139 - 4-bit random random 4-bit proven (Shawe-Taylor) prime '11' is in range and prime ok 140 - 5-bit random random 5-bit proven (Maurer) prime '23' is in range and prime ok 141 - 5-bit random random 5-bit proven (Shawe-Taylor) prime '31' is in range and prime ok 142 - 6-bit random random 6-bit proven (Maurer) prime '37' is in range and prime ok 143 - 6-bit random random 6-bit proven (Shawe-Taylor) prime '61' is in range and prime ok 144 - 10-bit random random 10-bit proven (Maurer) prime '719' is in range and prime ok 145 - 10-bit random random 10-bit proven (Shawe-Taylor) prime '907' is in range and prime ok 146 - 30-bit random random 30-bit proven (Maurer) prime '774868147' is in range and prime ok 147 - 30-bit random random 30-bit proven (Shawe-Taylor) prime '785547449' is in range and prime ok 148 - 31-bit random random 31-bit proven (Maurer) prime '1595018339' is in range and prime ok 149 - 31-bit random random 31-bit proven (Shawe-Taylor) prime '1616733413' is in range and prime ok 150 - 32-bit random random 32-bit proven (Maurer) prime '2693751451' is in range and prime ok 151 - 32-bit random random 32-bit proven (Shawe-Taylor) prime '3741061889' is in range and prime ok 152 - 33-bit random random 33-bit proven (Maurer) prime '8237783557' is in range and prime ok 153 - 33-bit random random 33-bit proven (Shawe-Taylor) prime '5798714071' is in range and prime ok 154 - 34-bit random random 34-bit proven (Maurer) prime '11501539547' is in range and prime ok 155 - 34-bit random random 34-bit proven (Shawe-Taylor) prime '15843561233' is in range and prime ok 156 - 62-bit random random 62-bit proven (Maurer) prime '3381537847074222911' is in range and prime ok 157 - 62-bit random random 62-bit proven (Shawe-Taylor) prime '4341523209952120453' is in range and prime ok 158 - 63-bit random random 63-bit proven (Maurer) prime '8514474670059383537' is in range and prime ok 159 - 63-bit random random 63-bit proven (Shawe-Taylor) prime '6255443701681378339' is in range and prime ok 160 - 64-bit random random 64-bit proven (Maurer) prime '14087642581106039087' is in range and prime ok 161 - 64-bit random random 64-bit proven (Shawe-Taylor) prime '16921817981405354777' is in range and prime ok 162 - 65-bit random random 65-bit proven (Maurer) prime '24533084007388036697' is in range and prime ok 163 - 65-bit random random 65-bit proven (Shawe-Taylor) prime '35985745271473137533' is in range and prime ok 164 - 66-bit random random 66-bit proven (Maurer) prime '70915934903400960943' is in range and prime ok 165 - 66-bit random random 66-bit proven (Shawe-Taylor) prime '37347138056116356857' is in range and prime ok 166 - 126-bit random random 126-bit proven (Maurer) prime '43755008373788050595198961880882467053' is in range and prime ok 167 - 126-bit random random 126-bit proven (Shawe-Taylor) prime '63610862370560504193986520280481255297' is in range and prime ok 168 - 127-bit random random 127-bit proven (Maurer) prime '160475470664089455905232713335255947619' is in range and prime ok 169 - 127-bit random random 127-bit proven (Shawe-Taylor) prime '140844359321685084424484560582846028357' is in range and prime ok 170 - 128-bit random random 128-bit proven (Maurer) prime '223623626392599541530452164432264053847' is in range and prime ok 171 - 128-bit random random 128-bit proven (Shawe-Taylor) prime '265098329459539972503105399025127033051' is in range and prime ok 172 - 129-bit random random 129-bit proven (Maurer) prime '413732596401267718800535417086394380941' is in range and prime ok 173 - 129-bit random random 129-bit proven (Shawe-Taylor) prime '643508636904742964833286037631167906281' is in range and prime ok 174 - 130-bit random random 130-bit proven (Maurer) prime '1103793306454673168703697334013700082633' is in range and prime ok 175 - 130-bit random random 130-bit proven (Shawe-Taylor) prime '688759494255753079211934035225585339437' is in range and prime ok 176 - random 20-bit prime with seeded rng ok 177 - random 9-digit with seeded rng ok 178 - random Maurer prime ok 179 - random Maurer prime certificate ok 180 - random Shawe-Taylor prime ok 181 - random Shawe-Taylor prime certificate ok t/28-urandom.t ............... 1..46 ok 1 - urandomb(0) values are in range ok 2 - urandomb(0) produces all values in range ok 3 - urandomb(1) values are in range ok 4 - urandomb(1) produces all values in range ok 5 - urandomb(2) values are in range ok 6 - urandomb(2) produces all values in range ok 7 - urandomb(3) values are in range ok 8 - urandomb(3) produces all values in range ok 9 - urandomb(4) values are in range ok 10 - urandomb(4) produces all values in range ok 11 - urandomb(5) values are in range ok 12 - urandomb(5) produces all values in range ok 13 - urandomb(8) values are in range ok 14 - urandomb(8) produces all values in range ok 15 - urandomb(20) values are in range ok 16 - urandomb(31) values are in range ok 17 - urandomb(32) values are in range ok 18 - urandomb(33) values are in range ok 19 - urandomb(40) values are in range ok 20 - Random 64-bit in range ok 21 - Random 128-bit in range ok 22 - Random 255-bit in range ok 23 - Random 256-bit in range ok 24 - Random 257-bit in range ok 25 - Random 512-bit in range ok 26 - Random 1024-bit in range ok 27 - Random 2048-bit in range ok 28 - Random 4096-bit in range ok 29 - Random 8192-bit in range ok 30 - Random 73100-bit in range ok 31 - urandomr(100,110) values are in range ok 32 - urandomr(128,255) values are in range ok 33 - urandomr(16777216,33554431) values are in range ok 34 - urandomr(1000000000000000000000000,9999999999999999999999999) values are in range ok 35 - urandomr(-10,x) ok 36 - urandomr(x,-10) ok 37 - urandomr(-1,-1) ok 38 - urandomr(x,x)=x ok 39 - urandomr(x,y)=undef if x > y ok 40 - urandomm(-1) ok 41 - urandomm(0)=0 ok 42 - urandomm(1)=0 ok 43 - urandomm(1234567) values are in range ok 44 - random_bytes(4) ok 45 - random_bytes(11) ok 46 - random_bytes(0) ok t/50-factoring.t ............. 1..164 ok 1 - factor(0) ok 2 - factor(1) ok 3 - factor(2) ok 4 - factor(3) ok 5 - factor(4) ok 6 - factor(5) ok 7 - factor(6) ok 8 - factor(7) ok 9 - factor(8) ok 10 - factor(16) ok 11 - factor(30) ok 12 - factor(57) ok 13 - factor(64) ok 14 - factor(210) ok 15 - factor(377) ok 16 - factor(403) ok 17 - factor(629) ok 18 - factor(779) ok 19 - factor(808) ok 20 - factor(989) ok 21 - factor(1363) ok 22 - factor(2310) ok 23 - factor(2727) ok 24 - factor(9592) ok 25 - factor(12625) ok 26 - factor(30030) ok 27 - factor(30107) ok 28 - factor(34643) ok 29 - factor(78498) ok 30 - factor(134431) ok 31 - factor(221897) ok 32 - factor(496213) ok 33 - factor(510510) ok 34 - factor(664579) ok 35 - factor(692759) ok 36 - factor(1228867) ok 37 - factor(2214143) ok 38 - factor(2463289) ok 39 - factor(3008891) ok 40 - factor(5115953) ok 41 - factor(5761455) ok 42 - factor(6961021) ok 43 - factor(8030207) ok 44 - factor(9699690) ok 45 - factor(10486123) ok 46 - factor(10893343) ok 47 - factor(12327779) ok 48 - factor(50847534) ok 49 - factor(114256942) ok 50 - factor(223092870) ok 51 - factor(455052511) ok 52 - factor(547308031) ok 53 - factor(701737021) ok 54 - factor(999999929) ok 55 - factor(2147483647) ok 56 - factor(4118054813) ok 57 - factor(4294967293) ok 58 - factor(6469693230) ok 59 - factor(17179869172) ok 60 - factor(37607912018) ok 61 - factor(200560490130) ok 62 - factor(346065536839) ok 63 - factor(600851475143) ok 64 - factor(3204941750802) ok 65 - factor(7420738134810) ok 66 - factor(29844570422669) ok 67 - factor(279238341033925) ok 68 - factor(304250263527210) ok 69 - factor(2623557157654233) ok 70 - factor(9007199254740991) ok 71 - factor(9007199254740992) ok 72 - factor(9007199254740993) ok 73 - factor(9999986200004761) ok 74 - factor(13082761331670030) ok 75 - factor(24739954287740860) ok 76 - factor(99999989237606677) ok 77 - factor(614889782588491410) ok 78 - factor(999999866000004473) ok 79 - factor(3369738766071892021) ok 80 - factor(10023859281455311421) ok 81 - factor(18446744073709551611) ok 82 - factor(1234567890123493^2) ok 83 - factor 7^7 ok 84 - p-1 factors 22095311209999409685885162322219 ok 85 - p+1 factors 22095311209999409685885162322219 ok 86 - ECM factors p8*p60 ok 87 - QS factors 22095311209999409685885162322219 ok 88 - HOLF factors poorly formed 222-digit semiprime ok 89 - p-1 factors 23113042053749572861737011 in stage 2 ok 90 - prho_factor(0) ok 91 - prho_factor(1) ok 92 - prho_factor(2) ok 93 - prho_factor(13) ok 94 - prho_factor(403) ok 95 - prho_factor(53936983) ok 96 - prho_factor(1754012594703269855671) ok 97 - pbrent_factor(0) ok 98 - pbrent_factor(1) ok 99 - pbrent_factor(2) ok 100 - pbrent_factor(13) ok 101 - pbrent_factor(403) ok 102 - pbrent_factor(53936983) ok 103 - pbrent_factor(1754012594703269855671) ok 104 - pminus1_factor(0) ok 105 - pminus1_factor(1) ok 106 - pminus1_factor(2) ok 107 - pminus1_factor(13) ok 108 - pminus1_factor(403) ok 109 - pminus1_factor(53936983) ok 110 - pminus1_factor(1754012594703269855671) ok 111 - pplus1_factor(0) ok 112 - pplus1_factor(1) ok 113 - pplus1_factor(2) ok 114 - pplus1_factor(13) ok 115 - pplus1_factor(403) ok 116 - pplus1_factor(53936983) ok 117 - pplus1_factor(1754012594703269855671) ok 118 - holf_factor(0) ok 119 - holf_factor(1) ok 120 - holf_factor(2) ok 121 - holf_factor(13) ok 122 - holf_factor(403) ok 123 - holf_factor(53936983) ok 124 - holf_factor(1754012594703269855671) ok 125 - squfof_factor(0) ok 126 - squfof_factor(1) ok 127 - squfof_factor(2) ok 128 - squfof_factor(13) ok 129 - squfof_factor(403) ok 130 - squfof_factor(53936983) ok 131 - squfof_factor(1754012594703269855671) ok 132 - ecm_factor(0) ok 133 - ecm_factor(1) ok 134 - ecm_factor(2) ok 135 - ecm_factor(13) ok 136 - ecm_factor(403) ok 137 - ecm_factor(53936983) ok 138 - ecm_factor(1754012594703269855671) ok 139 - scalar factor(0) should be 1 ok 140 - scalar factor(1) should be 1 ok 141 - scalar factor(3) should be 1 ok 142 - scalar factor(4) should be 2 ok 143 - scalar factor(5) should be 1 ok 144 - scalar factor(6) should be 2 ok 145 - scalar factor(30107) should be 4 ok 146 - scalar factor(174636000) should be 15 ok 147 - sigma_{0..3}(46) ok 148 - sigma_{0..3}(189) ok 149 - sigma_{0..3}(0) ok 150 - sigma_{0..3}(1) ok 151 - sigma_{0..3}(4) ok 152 - sigma_{0..3}(2394823486) ok 153 - sigma_{0..3}(23948) ok 154 - sigma_{0..3}(3) ok 155 - sigma_{0..3}(8) ok 156 - sigma_{0..3}(2) ok 157 - sigma_{0..3}(7) ok 158 - sigma_{0..3}(5) ok 159 - sigma_{0..3}(6) ok 160 - divisors(1) in list context ok 161 - divisors(9283540924) ok 162 - scalar divisors(9283540924) = 12 # p-1 trying 22095311209999409685885162322219 (B1=214748364805000000 B2=72058697861300481) # p-1: 3916587618943361 ok 163 - is_semiprime for non-semiprimes ok 164 - is_semiprime for semiprimes ok t/90-release-perlcritic.t .... skipped: these tests are for release candidate testing t/91-release-pod-syntax.t .... skipped: these tests are for release candidate testing t/92-release-pod-coverage.t .. skipped: these tests are for release candidate testing t/93-release-spelling.t ...... skipped: these tests are for release candidate testing All tests successful. Files=36, Tests=3156, 5 wallclock secs ( 0.20 usr 0.02 sys + 4.64 cusr 0.10 csys = 4.96 CPU) Result: PASS make[1]: Leaving directory '/<>' create-stamp debian/debhelper-build-stamp dh_testroot -a dh_prep -a dh_auto_install -a make -j4 install DESTDIR=/<>/debian/libmath-prime-util-gmp-perl AM_UPDATE_INFO_DIR=no PREFIX=/usr make[1]: Entering directory '/<>' Manifying 1 pod document Files found in blib/arch: installing files in blib/lib into architecture dependent library tree Installing /<>/debian/libmath-prime-util-gmp-perl/usr/lib/i386-linux-gnu/perl5/5.22/auto/Math/Prime/Util/GMP/GMP.so Installing /<>/debian/libmath-prime-util-gmp-perl/usr/lib/i386-linux-gnu/perl5/5.22/Math/Prime/Util/GMP.pm Installing /<>/debian/libmath-prime-util-gmp-perl/usr/share/man/man3/Math::Prime::Util::GMP.3pm make[1]: Leaving directory '/<>' dh_installdocs -a dh_installchangelogs -a debian/rules override_dh_installexamples make[1]: Entering directory '/<>' dh_installexamples find /<>/debian/libmath-prime-util-gmp-perl/usr/share/doc/libmath-prime-util-gmp-perl/examples -type f -name "*.pl" -print0 | \ xargs -r0 sed -i -e '1s|^#!/usr/bin/env perl|#!/usr/bin/perl|' make[1]: Leaving directory '/<>' dh_installman -a dh_perl -a dh_link -a dh_strip_nondeterminism -a dh_compress -a dh_fixperms -a dh_missing -a dh_strip -a dh_makeshlibs -a dh_shlibdeps -a dh_installdeb -a dh_gencontrol -a dh_md5sums -a dh_builddeb -a INFO: pkgstriptranslations version 144.16.04.sav0 INFO: Disabling pkgstriptranslations for PPA build INFO: Disabling pkgmaintainermangler for PPA build INFO: Disabling pkgstripfiles for PPA build dpkg-deb: building package 'libmath-prime-util-gmp-perl' in '../libmath-prime-util-gmp-perl_0.51-2+16.04.sav0_i386.deb'. dpkg-genbuildinfo --build=any dpkg-genchanges --build=any -mLaunchpad Build Daemon >../libmath-prime-util-gmp-perl_0.51-2+16.04.sav0_i386.changes dpkg-genchanges: info: binary-only arch-specific upload (source code and arch-indep packages not included) dpkg-source --after-build libmath-prime-util-gmp-perl-0.51 dpkg-buildpackage: info: binary-only upload (no source included) -------------------------------------------------------------------------------- Build finished at 2023-09-01T18:06:16Z Finished -------- I: Built successfully +------------------------------------------------------------------------------+ | Changes | +------------------------------------------------------------------------------+ libmath-prime-util-gmp-perl_0.51-2+16.04.sav0_i386.changes: ----------------------------------------------------------- Format: 1.8 Date: Fri, 01 Sep 2023 11:01:11 -0700 Source: libmath-prime-util-gmp-perl Binary: libmath-prime-util-gmp-perl Architecture: i386 Version: 0.51-2+16.04.sav0 Distribution: xenial Urgency: medium Maintainer: Launchpad Build Daemon Changed-By: Rob Savoury Description: libmath-prime-util-gmp-perl - utilities related to prime numbers, using GMP Changes: libmath-prime-util-gmp-perl (0.51-2+16.04.sav0) xenial; urgency=medium . * Backport to Xenial * Use + in package version to ensure compatibility with newer libgmp10 * debian/control: Set debhelper-compat (= 10) BD (LP highest for Xenial) - Drop perl-xs-dev BD and native annotation for perl BD (no cross-builds) Checksums-Sha1: 221f8f59119c809115ef74e378a4b29a0df69c51 6353 libmath-prime-util-gmp-perl_0.51-2+16.04.sav0_i386.buildinfo 5c4e176751b97ecc5475cccee260fe14967dc520 280848 libmath-prime-util-gmp-perl_0.51-2+16.04.sav0_i386.deb Checksums-Sha256: c0858a064c8cccaecdc53cc3f151ef3a135cf651fb9431ac81f33c97b3652e28 6353 libmath-prime-util-gmp-perl_0.51-2+16.04.sav0_i386.buildinfo 098825c03165f3d75b2b430b48b841c08f4d10dc0090b4652273204585fc0ea9 280848 libmath-prime-util-gmp-perl_0.51-2+16.04.sav0_i386.deb Files: d219dcaf7ca9a7d8cb827775b3af20de 6353 perl optional libmath-prime-util-gmp-perl_0.51-2+16.04.sav0_i386.buildinfo 2339e3bdf20311fd3bfaba17d2ab4050 280848 perl optional libmath-prime-util-gmp-perl_0.51-2+16.04.sav0_i386.deb /<>/libmath-prime-util-gmp-perl_0.51-2+16.04.sav0_i386.changes.new could not be renamed to /<>/libmath-prime-util-gmp-perl_0.51-2+16.04.sav0_i386.changes: Illegal seek Distribution field may be wrong!!! +------------------------------------------------------------------------------+ | Buildinfo | +------------------------------------------------------------------------------+ Format: 1.0 Source: libmath-prime-util-gmp-perl Binary: libmath-prime-util-gmp-perl Architecture: i386 Version: 0.51-2+16.04.sav0 Checksums-Md5: 2339e3bdf20311fd3bfaba17d2ab4050 280848 libmath-prime-util-gmp-perl_0.51-2+16.04.sav0_i386.deb Checksums-Sha1: 5c4e176751b97ecc5475cccee260fe14967dc520 280848 libmath-prime-util-gmp-perl_0.51-2+16.04.sav0_i386.deb Checksums-Sha256: 098825c03165f3d75b2b430b48b841c08f4d10dc0090b4652273204585fc0ea9 280848 libmath-prime-util-gmp-perl_0.51-2+16.04.sav0_i386.deb Build-Origin: Ubuntu Build-Architecture: i386 Build-Date: Fri, 01 Sep 2023 18:06:15 +0000 Build-Path: /<> 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libmath-prime-util-gmp-perl Version: 0.51-2+16.04.sav0 Architecture: i386 Maintainer: Debian Perl Group Installed-Size: 675 Depends: perl (>= 5.22.1-9ubuntu0.9+esm2+sav0), perlapi-5.22.1, libc6 (>= 2.4), libgmp10 Recommends: libmath-prime-util-perl (>= 0.68) Section: perl Priority: optional Homepage: https://metacpan.org/release/Math-Prime-Util-GMP Description: utilities related to prime numbers, using GMP Math::Prime::Util::GMP contains a set of utilities related to prime numbers, using GMP. This includes primality tests, getting primes in a range, and factoring. . While it certainly can be used directly, the main purpose of this module is for Math::Prime::Util. That module will automatically load this if it is installed, greatly speeding up many of its operations on big numbers. . Inputs and outputs for big numbers are via strings, so you do not need to use a bigint package in your program. However if you do use bigints, inputs will be converted internally so there is no need to convert before a call. Output results are returned as either Perl scalars (for native-size) or strings (for bigints). Math::Prime::Util tries to reconvert all strings back into the callers bigint type if possible, which makes it more convenient for calculations. drwxr-xr-x root/root 0 2023-09-01 18:01 ./ drwxr-xr-x root/root 0 2023-09-01 18:01 ./usr/ drwxr-xr-x root/root 0 2023-09-01 18:01 ./usr/lib/ drwxr-xr-x root/root 0 2023-09-01 18:01 ./usr/lib/i386-linux-gnu/ drwxr-xr-x root/root 0 2023-09-01 18:01 ./usr/lib/i386-linux-gnu/perl5/ drwxr-xr-x root/root 0 2023-09-01 18:01 ./usr/lib/i386-linux-gnu/perl5/5.22/ drwxr-xr-x root/root 0 2023-09-01 18:01 ./usr/lib/i386-linux-gnu/perl5/5.22/Math/ drwxr-xr-x root/root 0 2023-09-01 18:01 ./usr/lib/i386-linux-gnu/perl5/5.22/Math/Prime/ drwxr-xr-x root/root 0 2023-09-01 18:01 ./usr/lib/i386-linux-gnu/perl5/5.22/Math/Prime/Util/ -rw-r--r-- root/root 91617 2018-08-24 00:24 ./usr/lib/i386-linux-gnu/perl5/5.22/Math/Prime/Util/GMP.pm drwxr-xr-x root/root 0 2023-09-01 18:01 ./usr/lib/i386-linux-gnu/perl5/5.22/auto/ drwxr-xr-x root/root 0 2023-09-01 18:01 ./usr/lib/i386-linux-gnu/perl5/5.22/auto/Math/ drwxr-xr-x root/root 0 2023-09-01 18:01 ./usr/lib/i386-linux-gnu/perl5/5.22/auto/Math/Prime/ drwxr-xr-x root/root 0 2023-09-01 18:01 ./usr/lib/i386-linux-gnu/perl5/5.22/auto/Math/Prime/Util/ drwxr-xr-x root/root 0 2023-09-01 18:01 ./usr/lib/i386-linux-gnu/perl5/5.22/auto/Math/Prime/Util/GMP/ -rw-r--r-- root/root 501596 2023-09-01 18:01 ./usr/lib/i386-linux-gnu/perl5/5.22/auto/Math/Prime/Util/GMP/GMP.so drwxr-xr-x root/root 0 2023-09-01 18:01 ./usr/share/ drwxr-xr-x root/root 0 2023-09-01 18:01 ./usr/share/doc/ drwxr-xr-x root/root 0 2023-09-01 18:01 ./usr/share/doc/libmath-prime-util-gmp-perl/ -rw-r--r-- root/root 477 2020-02-18 17:42 ./usr/share/doc/libmath-prime-util-gmp-perl/NEWS.Debian.gz -rw-r--r-- root/root 2634 2017-12-02 18:45 ./usr/share/doc/libmath-prime-util-gmp-perl/README -rw-r--r-- root/root 3002 2018-08-24 00:24 ./usr/share/doc/libmath-prime-util-gmp-perl/TODO.gz -rw-r--r-- root/root 2247 2023-09-01 18:01 ./usr/share/doc/libmath-prime-util-gmp-perl/changelog.Debian.gz -rw-r--r-- root/root 2164 2020-02-18 17:42 ./usr/share/doc/libmath-prime-util-gmp-perl/copyright drwxr-xr-x root/root 0 2023-09-01 18:01 ./usr/share/doc/libmath-prime-util-gmp-perl/examples/ -rwxr-xr-x root/root 1004 2023-09-01 18:01 ./usr/share/doc/libmath-prime-util-gmp-perl/examples/bench-mp-psrp.pl -rwxr-xr-x root/root 1444 2023-09-01 18:01 ./usr/share/doc/libmath-prime-util-gmp-perl/examples/convert-gmpecpp-cert.pl -rwxr-xr-x root/root 2387 2023-09-01 18:01 ./usr/share/doc/libmath-prime-util-gmp-perl/examples/convert-primo-cert.pl -rw-r--r-- root/root 14972 2016-10-10 03:19 ./usr/share/doc/libmath-prime-util-gmp-perl/examples/vcert.c.gz -rw-r--r-- root/root 5344 2023-09-01 18:01 ./usr/share/doc/libmath-prime-util-gmp-perl/examples/verify-cert.pl.gz -rw-r--r-- root/root 3775 2023-09-01 18:01 ./usr/share/doc/libmath-prime-util-gmp-perl/examples/verify_primegap.pl drwxr-xr-x root/root 0 2023-09-01 18:01 ./usr/share/man/ drwxr-xr-x root/root 0 2023-09-01 18:01 ./usr/share/man/man3/ -rw-r--r-- root/root 30246 2023-09-01 18:01 ./usr/share/man/man3/Math::Prime::Util::GMP.3pm.gz +------------------------------------------------------------------------------+ | Post Build | +------------------------------------------------------------------------------+ +------------------------------------------------------------------------------+ | Cleanup | +------------------------------------------------------------------------------+ Purging /<> Not removing build depends: as requested +------------------------------------------------------------------------------+ | Summary | +------------------------------------------------------------------------------+ Build Architecture: i386 Build Type: any Build-Space: 5588 Build-Time: 11 Distribution: xenial Host Architecture: i386 Install-Time: 5 Job: libmath-prime-util-gmp-perl_0.51-2+16.04.sav0.dsc Machine Architecture: amd64 Package: libmath-prime-util-gmp-perl Package-Time: 17 Source-Version: 0.51-2+16.04.sav0 Space: 5588 Status: successful Version: 0.51-2+16.04.sav0 -------------------------------------------------------------------------------- Finished at 2023-09-01T18:06:16Z Build needed 00:00:17, 5588k disk space RUN: /usr/share/launchpad-buildd/bin/in-target scan-for-processes --backend=chroot --series=xenial --arch=i386 PACKAGEBUILD-26675423 Scanning for processes to kill in build PACKAGEBUILD-26675423