diff --git a/mugen/README.md b/mugen/README.md index e1e83c1b127b56a0166da0de2d1615e83f0de129..facb632c0ae858d74716fbf785b255e32abc3d8a 100644 --- a/mugen/README.md +++ b/mugen/README.md @@ -34,7 +34,7 @@ mugen是openEuler社区开放的测试框架,提供公共配置和方法以便 - 大家可以参考现有的测试模板进行用例开发 - 框架目录 -  ![runoet_tree](data:image/png;base64,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) 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) ## mugen框架中shell公共方法 diff --git a/mugen/testcases/testsuite/oe_test_casename_01/oe_test_casename_01.sh b/mugen/testcases/testsuite/oe_test_casename_01/oe_test_casename_01.sh index 5b1de5a70e170e828c6f706346a76ef842d24bbb..806f7a13794194f0df54a9cda870d57af3a32068 100644 --- a/mugen/testcases/testsuite/oe_test_casename_01/oe_test_casename_01.sh +++ b/mugen/testcases/testsuite/oe_test_casename_01/oe_test_casename_01.sh @@ -1,6 +1,6 @@ #!/usr/bin/bash -# Copyright (c) [2020] Huawei Technologies Co.,Ltd.ALL rights reserved. +# Copyright (c) 2020. Huawei Technologies Co.,Ltd.ALL rights reserved. # This program is licensed under Mulan PSL v2. # You can use it according to the terms and conditions of the Mulan PSL v2. # http://license.coscl.org.cn/MulanPSL2 @@ -64,4 +64,4 @@ function post_test() LOG_INFO "End to restore the test environment." } -main $@ +main "$@" diff --git a/mugen/testcases/testsuite/oe_test_casename_02/oe_test_casename_02.py b/mugen/testcases/testsuite/oe_test_casename_02/oe_test_casename_02.py index 871db55787dafbbd8989879969ecdc088c98cd6b..597750d168d05259654f76fc3d84434a3f03acd9 100644 --- a/mugen/testcases/testsuite/oe_test_casename_02/oe_test_casename_02.py +++ b/mugen/testcases/testsuite/oe_test_casename_02/oe_test_casename_02.py @@ -1,6 +1,6 @@ -#!/usr/bin/bash +#!/usr/bin/python3 -# Copyright (c) [2020] Huawei Technologies Co.,Ltd.ALL rights reserved. +# Copyright (c) 2020. Huawei Technologies Co.,Ltd.ALL rights reserved. # This program is licensed under Mulan PSL v2. # You can use it according to the terms and conditions of the Mulan PSL v2. # http://license.coscl.org.cn/MulanPSL2