openbsd/src/regress/lib, branch bluhm_20191119 A mirror of https://github.com/libressl/openbsd.git https://git.lua4.win/openbsd/atom?h=bluhm_20191119 2019-11-19T19:57:05+00:00 This commit was manufactured by cvs2git to create tag 'bluhm_20191119'. 2019-11-19T19:57:05+00:00 cvs2svn admin@example.com 2019-11-19T19:57:05+00:00 urn:sha1:e9f9eb6198f1757b7c0dfef043fadf1fa8243022 Import NetBSD system call regression tests. They were written with 2019-11-19T19:57:04+00:00 bluhm 2019-11-19T19:57:04+00:00 urn:sha1:ab72e3a6f7e8d5c71bbba034410468781d5923b6 ATF (Automated Testing Framework), so we use a small wrapper to map it to our bsd.regress.mk framework. Only half of the 80 NetBSD tests have been taken, the others need more work to adapt. Of them 34 syscall tests pass. Moritz Buhl ported the tests to OpenBSD. fix printing of client app secret 2019-11-18T02:09:58+00:00 beck 2019-11-18T02:09:58+00:00 urn:sha1:80d0b6415ec3400a84a81f6649fad5d344dfb045 Add regress for the updating of sever and client application secrets 2019-11-18T02:04:56+00:00 beck 2019-11-18T02:04:56+00:00 urn:sha1:92f1c5345d19f80fa93bfe3c1b5e2031fe868767 It has been called to my attention that the cookie monster ascii art 2019-11-10T17:32:47+00:00 beck 2019-11-10T17:32:47+00:00 urn:sha1:ded8273c2e30995cb226491bc62d5375ad3763cc in this test which I had obtained from a site purporting it to be free for use with artist attribtion might not be. After looking at at some other muppett ascii art for inspiration I am replacing this with my own ascii art muppet to replace the previously used cookie monster. The copyright for the art is the same as my code. use curly braces for consistency 2019-11-06T10:28:58+00:00 tb 2019-11-06T10:28:58+00:00 urn:sha1:69e2ecfb655d0c8e06f32c8874e28ac6e3141d0e Add regress for CMS sign and verify. 2019-11-04T12:31:59+00:00 jsing 2019-11-04T12:31:59+00:00 urn:sha1:a911af950e7b3b78e6d7008e743f231c4d148774 Hook cms regress. 2019-11-02T15:39:44+00:00 jsing 2019-11-02T15:39:44+00:00 urn:sha1:c0ba598a93a628e61c5356c0f188fcbc8ca88bd6 Include cms.h. 2019-11-02T15:38:46+00:00 jsing 2019-11-02T15:38:46+00:00 urn:sha1:9f36ba74d0fcf4cff712c6ada504413cf47240ba Initial regress for cms. 2019-11-02T15:35:10+00:00 jsing 2019-11-02T15:35:10+00:00 urn:sha1:a2eeae557e541b57369692dfc78175fab547e251