From: JINMEI Tatuya Date: Sat, 9 Feb 2013 07:39:04 +0000 (-0800) Subject: [2585] re-enabled auth query tests for in-memory that failed so far. X-Git-Tag: bind10-1.1.0beta1-release~108^2 X-Git-Url: http://git.ipfire.org/cgi-bin/gitweb.cgi?a=commitdiff_plain;h=be156ccbf943ec27f2174e4cfe11f2f67e9b2975;p=thirdparty%2Fkea.git [2585] re-enabled auth query tests for in-memory that failed so far. --- diff --git a/src/bin/auth/tests/query_unittest.cc b/src/bin/auth/tests/query_unittest.cc index 9822768a55..da6db9db6d 100644 --- a/src/bin/auth/tests/query_unittest.cc +++ b/src/bin/auth/tests/query_unittest.cc @@ -1162,12 +1162,6 @@ TEST_P(QueryTest, apexNSMatch) { // test type any query logic TEST_P(QueryTest, exactAnyMatch) { - // This is an in-memory specific bug (#2585), until it's fixed we - // tentatively skip the test for in-memory - if (GetParam() == INMEMORY) { - return; - } - // find match rrset, omit additional data which has already been provided // in the answer section from the additional. EXPECT_NO_THROW(query.process(*list_, Name("noglue.example.com"), @@ -1700,12 +1694,6 @@ TEST_F(QueryTestForMockOnly, badWildcardProof3) { } TEST_P(QueryTest, wildcardNxrrsetWithDuplicateNSEC) { - // This is an in-memory specific bug (#2585), until it's fixed we - // tentatively skip the test for in-memory - if (GetParam() == INMEMORY) { - return; - } - // NXRRSET on WILDCARD with DNSSEC proof. We should have SOA, NSEC that // proves the NXRRSET and their RRSIGs. In this case we only need one NSEC, // which proves both NXDOMAIN and the non existence RRSETs of wildcard. @@ -1723,12 +1711,6 @@ TEST_P(QueryTest, wildcardNxrrsetWithDuplicateNSEC) { } TEST_P(QueryTest, wildcardNxrrsetWithNSEC) { - // This is an in-memory specific bug (#2585), until it's fixed we - // tentatively skip the test for in-memory - if (GetParam() == INMEMORY) { - return; - } - // WILDCARD + NXRRSET with DNSSEC proof. We should have SOA, NSEC that // proves the NXRRSET and their RRSIGs. In this case we need two NSEC RRs, // one proves NXDOMAIN and the other proves non existence RRSETs of