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"duration": 84913549 } }, { "keyword": "And ", "name": "I close the browser", "line": 19, "match": { "location": "features/step_definitions/interaction_steps.rb:72" }, "result": { "status": "passed", "duration": 192871097 } } ], "after": [ { "match": { "location": "features/support/env.rb:49" }, "result": { "status": "passed", "duration": 17868 } }, { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:15" }, "result": { "status": "passed", "duration": 1009279448 } } ] }, { "id": "binding;bindings_03---custom-user-agent-chrome", "keyword": "Scenario", "name": "bindings_03 - Custom user-agent chrome", "description": "", "line": 23, "type": "scenario", "tags": [ { "name": "@bindings", "line": 1 }, { "name": "@p", "line": 1 }, { "name": "@ignore_on_remote", "line": 1 }, { "name": "@bindings_03", "line": 22 }, { "name": "@maximize_issue", "line": 22 } ], "comments": [ { "value": "# Known issue with maximizing the window using the chrome option --start-maximized", 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"features/step_definitions/interaction_steps.rb:218" }, "result": { "status": "passed", "duration": 6772559441 } }, { "keyword": "When ", "name": "I navigate to URL \"http://whatsmyua.com\"", "line": 40, "match": { "location": "features/step_definitions/interaction_steps.rb:23" }, "result": { "status": "passed", "duration": 1428080632 } }, { "keyword": "Then ", "name": "within 2 seconds I should see \"Mozilla/5.0 (iPhone; CPU iPhone OS 5_0 like Mac OS X) AppleWebKit/534.46 (KHTML, like Gecko) Version/5.1 Mobile/9A334 Safari/7534.48.3\" disappear", "line": 41, "match": { "location": "features/step_definitions/validation_steps.rb:92" }, "result": { "status": "passed", "duration": 63826746 } }, { "keyword": "And ", "name": "the browser window size should be \"1920x1080\"", "line": 42, "match": { "location": "features/step_definitions/validation_steps.rb:403" }, "result": { "status": "passed", "duration": 669390039 } }, { "keyword": "And ", "name": "I close the browser", "line": 43, "match": { "location": "features/step_definitions/interaction_steps.rb:72" }, "result": { "status": "passed", "duration": 224521724 } } ], "after": [ { "match": { "location": "features/support/env.rb:49" }, "result": { "status": "passed", "duration": 15316 } }, { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:15" }, "result": { "status": "passed", "duration": 1013627434 } } ] } ] }, { "uri": "features/browser.feature", "id": "browsers", "keyword": "Feature", "name": "Browsers", "description": "When I want to test the Lapis Lazuli library\nAnd test if I can start a browser with options", "line": 2, "tags": [ { "name": "@browser", "line": 1 }, { "name": "@p", "line": 1 }, { "name": "@ignore_on_remote", "line": 1 } ], "elements": [ { "id": "browsers;browser_01---firefox-with-proxy", "keyword": "Scenario", "name": "browser_01 - Firefox with proxy", "description": "", "line": 7, "type": "scenario", "tags": [ { "name": "@browser", "line": 1 }, { "name": "@p", 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}, { "id": "clicks;click_02---use-javascript", "keyword": "Scenario", "name": "click_02 - use JavaScript", "description": "", "line": 14, "type": "scenario", "tags": [ { "name": "@click", "line": 1 }, { "name": "@p", "line": 1 }, { "name": "@click_02", "line": 13 } ], "before": [ { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:9" }, "result": { "status": "passed", "duration": 1631544 } } ], "steps": [ { "keyword": "Given ", "name": "I navigate to the button test page", "line": 15, "match": { "location": "features/step_definitions/interaction_steps.rb:10" }, "result": { "status": "passed", "duration": 47508031 } }, { "keyword": "And ", "name": "I click the last button", "line": 16, "match": { "location": "features/step_definitions/interaction_steps.rb:27" }, "result": { "status": "passed", "duration": 275544100 } }, { "keyword": "Then ", "name": "I should be able to click the first button by using JavaScript", "line": 17, "match": { "location": 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"line": 1 }, { "name": "@error_02", "line": 12 }, { "name": "@needsproxy", "line": 12 } ], "before": [ { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:9" }, "result": { "status": "passed", "duration": 1343452 } } ], "steps": [ { "keyword": "Given ", "name": "I navigate to the 404 test page", "line": 14, "match": { "location": "features/step_definitions/interaction_steps.rb:10" }, "result": { "status": "passed", "duration": 69650561 } }, { "keyword": "Then ", "name": "I expect a 404 status code", "line": 15, "match": { "location": "features/step_definitions/validation_steps.rb:212" }, "result": { "status": "passed", "duration": 72213476 } } ], "after": [ { "match": { "location": "features/support/env.rb:49" }, "result": { "status": "passed", "duration": 16774 } }, { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:15" }, "result": { "status": "passed", "duration": 1023273013 } } ] }, { "id": "error;error_03---status-code-200", "keyword": "Scenario", "name": "error_03 - Status Code 200", "description": "", "line": 18, "type": "scenario", "tags": [ { "name": "@error", "line": 1 }, { "name": "@p", "line": 1 }, { "name": "@error_04", "line": 17 }, { "name": "@needsproxy", "line": 17 } ], "before": [ { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:9" }, "result": { "status": "passed", "duration": 1391954 } } ], "steps": [ { "keyword": "Given ", "name": "I navigate to the text fields test page", "line": 19, "match": { "location": "features/step_definitions/interaction_steps.rb:10" }, "result": { "status": "passed", "duration": 49337227 } }, { "keyword": "Then ", "name": "I expect a 200 status code", "line": 20, "match": { "location": "features/step_definitions/validation_steps.rb:212" }, "result": { "status": "passed", "duration": 125142724 } } ], "after": [ { "match": { "location": "features/support/env.rb:49" }, "result": { "status": "passed", "duration": 61265 } }, { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:15" }, "result": { "status": "passed", "duration": 1131634982 } } ] }, { "id": "error;error_04---html-error", "keyword": "Scenario", "name": "error_04 - HTML Error", "description": "", "line": 23, "type": "scenario", "tags": [ { "name": "@error", "line": 1 }, { "name": "@p", "line": 1 }, { "name": "@error_04", "line": 22 } ], "before": [ { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:9" }, "result": { "status": "passed", "duration": 1147988 } } ], "steps": [ { "keyword": "Given ", "name": "I navigate to the error html test page", "line": 24, "match": { "location": "features/step_definitions/interaction_steps.rb:10" }, "result": { "status": "passed", "duration": 36447889 } }, { "keyword": "Then ", "name": "I expect 1 HTML error", "line": 25, "match": { "location": "features/step_definitions/validation_steps.rb:223" }, "result": { "status": "passed", "duration": 14407833 } } ], "after": [ { "match": { "location": "features/support/env.rb:49" }, "result": { "status": "passed", "duration": 13857 } }, { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:15" }, "result": { "status": "passed", "duration": 1014351674 } } ] }, { "id": "error;error_05---html-error", "keyword": "Scenario", "name": "error_05 - HTML Error", "description": "", "line": 28, "type": "scenario", "tags": [ { "name": "@error", "line": 1 }, { "name": "@p", "line": 1 }, { "name": "@error_05", "line": 27 } ], "before": [ { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:9" }, "result": { "status": "passed", "duration": 1375179 } } ], "steps": [ { "keyword": "Given ", "name": "I navigate to the text fields test page", "line": 29, "match": { "location": "features/step_definitions/interaction_steps.rb:10" }, "result": { "status": "passed", "duration": 27584897 } }, { "keyword": "Then ", "name": "I expect no HTML error", "line": 30, "match": { "location": "features/step_definitions/validation_steps.rb:223" }, "result": { "status": "passed", "duration": 14531092 } } ], "after": [ { "match": { "location": "features/support/env.rb:49" }, "result": { "status": "passed", "duration": 33185 } }, { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:15" }, "result": { "status": "passed", "duration": 1211475942 } } ] } ] }, { "uri": "features/find.feature", "id": "find", "keyword": "Feature", "name": "Find", "description": "When I want to test the Lapis Lazuli library\nI want to run a webserver with some test files\nAnd execute the each library function searches for elements.", "line": 2, "tags": [ { "name": "@find", "line": 1 }, { "name": "@p", "line": 1 } ], "elements": [ { "id": "find;find-by-string", "keyword": "Scenario", "name": "Find by string", "description": "", "line": 8, "type": "scenario", "tags": [ { "name": "@find", "line": 1 }, { "name": "@p", "line": 1 }, { "name": "@find_01", "line": 7 } ], "before": [ { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:9" }, "result": { "status": "passed", "duration": 1280728 } } ], "steps": [ { "keyword": "Given ", "name": "I navigate to the find test page", "line": 9, "match": { "location": "features/step_definitions/interaction_steps.rb:10" }, "result": { "status": "passed", "duration": 3471857337 } }, { "keyword": "Then ", "name": "I expect the \"header\" to exist", "line": 10, "match": { "location": "features/step_definitions/validation_steps.rb:251" }, "result": { "status": "passed", "duration": 77695592 } }, { "keyword": "And ", "name": "I expect the \"footer\" to exist", "line": 11, "match": { "location": "features/step_definitions/validation_steps.rb:251" }, "result": { "status": "passed", "duration": 53704905 } } ], "after": [ { "match": { "location": "features/support/env.rb:49" }, "result": { "status": "passed", "duration": 15680 } }, { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:15" }, "result": { "status": "passed", "duration": 1116432164 } } ] }, { "id": "find;find-by-element", "keyword": "Scenario", "name": "Find by element", "description": "", "line": 14, "type": "scenario", "tags": [ { "name": "@find", "line": 1 }, { "name": "@p", "line": 1 }, { "name": "@find_02", "line": 13 } ], "before": [ { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:9" }, "result": { "status": "passed", "duration": 1135589 } } ], "steps": [ { "keyword": "Given ", "name": "I navigate to the find test page", "line": 15, "match": { "location": "features/step_definitions/interaction_steps.rb:10" }, "result": { "status": "passed", "duration": 48067438 } }, { "keyword": "Then ", "name": "I expect a nav element to exist", "line": 16, "match": { "location": "features/step_definitions/validation_steps.rb:255" }, "result": { "status": "passed", "duration": 99278350 } }, { "keyword": "And ", "name": "I 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"line": 1 }, { "name": "@p", "line": 1 }, { "name": "@find_03", "line": 19 } ], "before": [ { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:9" }, "result": { "status": "passed", "duration": 1179715 } } ], "steps": [ { "keyword": "Given ", "name": "I navigate to the find test page", "line": 28, "match": { "location": "features/step_definitions/interaction_steps.rb:10" }, "result": { "status": "passed", "duration": 25696624 } }, { "keyword": "Then ", "name": "I expect to find a div element with text \"Second\" using method settings", "line": 28, "match": { "location": "features/step_definitions/validation_steps.rb:259" }, "result": { "status": "passed", "duration": 1199869885 } } ], "after": [ { "match": { "location": "features/support/env.rb:49" }, "result": { "status": "passed", "duration": 17139 } }, { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:15" }, "result": { "status": "passed", "duration": 1113242377 } } ] }, { "id": "find;find-by-attribute;;5", "keyword": "Scenario Outline", "name": "Find by attribute", "description": "", "line": 29, "type": "scenario", "tags": [ { "name": "@find", "line": 1 }, { "name": "@p", "line": 1 }, { "name": "@find_03", "line": 19 } ], "before": [ { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:9" }, "result": { "status": "passed", "duration": 1048797 } } ], "steps": [ { "keyword": "Given ", "name": "I navigate to the find test page", "line": 29, "match": { "location": "features/step_definitions/interaction_steps.rb:10" }, "result": { "status": "passed", "duration": 25073034 } }, { "keyword": "Then ", "name": "I expect to find a button element with class \"submit\" using like with hash settings", "line": 29, "match": { "location": "features/step_definitions/validation_steps.rb:259" }, "result": { "status": "passed", "duration": 232530654 } } ], "after": [ { "match": { "location": "features/support/env.rb:49" }, "result": { "status": "passed", "duration": 15317 } }, { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:15" }, "result": { "status": "passed", "duration": 1109846184 } } ] }, { "id": "find;find-by-attribute;;6", "keyword": "Scenario Outline", "name": "Find by attribute", "description": "", "line": 30, "type": "scenario", "tags": [ { "name": "@find", "line": 1 }, { "name": "@p", "line": 1 }, { "name": "@find_03", "line": 19 } ], "before": [ { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:9" }, "result": { "status": "passed", "duration": 1100216 } } ], "steps": [ { "keyword": "Given ", "name": "I navigate to the find test page", "line": 30, "match": { "location": "features/step_definitions/interaction_steps.rb:10" }, "result": { "status": "passed", "duration": 35460721 } }, { "keyword": "Then ", "name": "I expect to find a a element with href \"/full/link\" using like with hash settings", "line": 30, "match": { "location": 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"passed", "duration": 25719234 } }, { "keyword": "Then ", "name": "I expect to find a div element with text \"Second\" using like with hash settings", "line": 31, "match": { "location": "features/step_definitions/validation_steps.rb:259" }, "result": { "status": "passed", "duration": 138287331 } } ], "after": [ { "match": { "location": "features/support/env.rb:49" }, "result": { "status": "passed", "duration": 15681 } }, { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:15" }, "result": { "status": "passed", "duration": 1112277089 } } ] }, { "id": "find;find-by-attribute;;8", "keyword": "Scenario Outline", "name": "Find by attribute", "description": "", "line": 32, "type": "scenario", "tags": [ { "name": "@find", "line": 1 }, { "name": "@p", "line": 1 }, { "name": "@find_03", "line": 19 } ], "before": [ { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:9" }, "result": { "status": "passed", "duration": 1368250 } } ], "steps": [ 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"duration": 285863957 } } ], "after": [ { "match": { "location": "features/support/env.rb:49" }, "result": { "status": "passed", "duration": 17140 } }, { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:15" }, "result": { "status": "passed", "duration": 1109062139 } } ] }, { "id": "find;find-by-attribute;;12", "keyword": "Scenario Outline", "name": "Find by attribute", "description": "", "line": 38, "type": "scenario", "tags": [ { "name": "@find", "line": 1 }, { "name": "@p", "line": 1 }, { "name": "@find_03", "line": 19 } ], "comments": [ { "value": "# :tag_name + :href not supported by watir", "line": 36 }, { "value": "# | a | href | /full/link | tag name |", "line": 37 } ], "before": [ { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:9" }, "result": { "status": "passed", "duration": 1056090 } } ], "steps": [ { "keyword": "Given ", "name": "I navigate to the find test page", "line": 38, "match": { "location": 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"type": "scenario", "tags": [ { "name": "@find", "line": 1 }, { "name": "@p", "line": 1 }, { "name": "@find_04", "line": 40 } ], "before": [ { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:9" }, "result": { "status": "passed", "duration": 1049891 } } ], "steps": [ { "keyword": "Given ", "name": "I navigate to the find test page", "line": 48, "match": { "location": "features/step_definitions/interaction_steps.rb:10" }, "result": { "status": "passed", "duration": 25551849 } }, { "keyword": "Then ", "name": "I expect to find a does_not_exist element or a a element", "line": 48, "match": { "location": "features/step_definitions/validation_steps.rb:279" }, "result": { "status": "passed", "duration": 250292376 } } ], "after": [ { "match": { "location": "features/support/env.rb:49" }, "result": { "status": "passed", "duration": 43761 } }, { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:15" }, "result": { "status": "passed", "duration": 1112182275 } } ] }, { "id": "find;find-with-context;;2", "keyword": "Scenario Outline", "name": "Find with context", "description": "", "line": 59, "type": "scenario", "tags": [ { "name": "@find", "line": 1 }, { "name": "@p", "line": 1 }, { "name": "@find_05", "line": 50 } ], "before": [ { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:9" }, "result": { "status": "passed", "duration": 1087453 } } ], "steps": [ { "keyword": "Given ", "name": "I navigate to the find test page", "line": 59, "match": { "location": "features/step_definitions/interaction_steps.rb:10" }, "result": { "status": "passed", "duration": 26018994 } }, { "keyword": "When ", "name": "I find \"deep3\" and name it \"test_element\"", "line": 59, "match": { "location": "features/step_definitions/interaction_steps.rb:76" }, "result": { "status": "passed", "duration": 54257748 } }, { "keyword": "Then ", "name": "I should find \"deep6\" using \"test_element\" as context", "line": 59, "match": { "location": "features/step_definitions/validation_steps.rb:283" }, "result": { "status": "passed", "duration": 92968428 } }, { "keyword": "And ", "name": "I should not find \"deep1\" using \"test_element\" as context", "line": 59, "match": { "location": "features/step_definitions/validation_steps.rb:283" }, "result": { "status": "passed", "duration": 46593068 } } ], "after": [ { "match": { "location": "features/support/env.rb:49" }, "result": { "status": "passed", "duration": 30633 } }, { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:15" }, "result": { "status": "passed", "duration": 1101324526 } } ] }, { "id": "find;find-with-context;;3", "keyword": "Scenario Outline", "name": "Find with context", "description": "", "line": 60, "type": "scenario", "tags": [ { "name": "@find", "line": 1 }, { "name": "@p", "line": 1 }, { "name": "@find_05", "line": 50 } ], "before": [ { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:9" }, "result": { "status": "passed", "duration": 1385390 } } ], "steps": [ { "keyword": "Given ", "name": "I navigate to the find test page", "line": 60, "match": { "location": "features/step_definitions/interaction_steps.rb:10" }, "result": { "status": "passed", "duration": 25792897 } }, { "keyword": "When ", "name": "I find \"deep2\" and name it \"test_element\"", "line": 60, "match": { "location": "features/step_definitions/interaction_steps.rb:76" }, "result": { "status": "passed", "duration": 72791117 } }, { "keyword": "Then ", "name": "I should find \"deep7\" using \"test_element\" as context", "line": 60, "match": { "location": "features/step_definitions/validation_steps.rb:283" }, "result": { "status": "passed", "duration": 71555608 } }, { "keyword": "And ", "name": "I should not find \"deep1\" using \"test_element\" as context", "line": 60, "match": { "location": "features/step_definitions/validation_steps.rb:283" }, "result": { "status": "passed", "duration": 40862610 } } ], "after": [ { "match": { "location": "features/support/env.rb:49" }, "result": { "status": "passed", "duration": 19327 } }, { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:15" }, "result": { "status": "passed", "duration": 1114892519 } } ] }, { "id": "find;find-with-context;;4", "keyword": "Scenario Outline", "name": "Find with context", "description": "", "line": 61, "type": "scenario", "tags": [ { "name": "@find", "line": 1 }, { "name": "@p", "line": 1 }, { "name": "@find_05", "line": 50 } ], "before": [ { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:9" }, "result": { "status": "passed", "duration": 1406176 } } ], "steps": [ { "keyword": "Given ", "name": "I navigate to the find test page", "line": 61, "match": { "location": "features/step_definitions/interaction_steps.rb:10" }, "result": { "status": "passed", "duration": 37985346 } }, { "keyword": "When ", "name": "I find \"deep6\" and name it \"test_element\"", "line": 61, "match": { "location": "features/step_definitions/interaction_steps.rb:76" }, "result": { "status": "passed", "duration": 71894388 } }, { "keyword": "Then ", "name": "I should find \"deep7\" using \"test_element\" as context", "line": 61, "match": { "location": "features/step_definitions/validation_steps.rb:283" }, "result": { "status": "passed", "duration": 76583343 } }, { "keyword": "And ", "name": "I should not find \"header\" using \"test_element\" as context", "line": 61, "match": { "location": "features/step_definitions/validation_steps.rb:283" }, "result": { "status": "passed", "duration": 54889360 } } ], "after": [ { "match": { "location": "features/support/env.rb:49" }, "result": { "status": "passed", "duration": 17140 } }, { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:15" }, "result": { "status": "passed", "duration": 1111396771 } } ] }, { "id": "find;findallpresent-with-context;;2", "keyword": "Scenario Outline", "name": "FindAllPresent with context", "description": "", "line": 70, "type": "scenario", "tags": [ { "name": "@find", "line": 1 }, { "name": "@p", "line": 1 }, { "name": "@find_06", "line": 63 } ], "before": [ { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:9" }, "result": { "status": "passed", "duration": 1165492 } } ], "steps": [ { "keyword": "Given ", "name": "I navigate to the find test page", "line": 70, "match": { "location": "features/step_definitions/interaction_steps.rb:10" }, "result": { "status": "passed", "duration": 25197753 } }, { "keyword": "When ", "name": "I find \"deep3\" and name it \"test_element\"", "line": 70, "match": { "location": "features/step_definitions/interaction_steps.rb:76" }, "result": { "status": "passed", "duration": 50161386 } }, { "keyword": "Then ", "name": "I should find \"deep6\" 1 times using \"test_element\" as context", "line": 70, "match": { "location": "features/step_definitions/validation_steps.rb:283" }, "result": { "status": "passed", "duration": 109804613 } } ], "after": [ { "match": { "location": "features/support/env.rb:49" }, "result": { "status": "passed", "duration": 16046 } }, { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:15" }, "result": { "status": "passed", "duration": 1128370437 } } ] }, { "id": "find;findallpresent-with-context;;3", "keyword": "Scenario Outline", "name": "FindAllPresent with context", "description": "", "line": 71, "type": "scenario", "tags": [ { "name": "@find", "line": 1 }, { "name": "@p", "line": 1 }, { "name": "@find_06", "line": 63 } ], "before": [ { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:9" }, "result": { "status": "passed", "duration": 1168409 } } ], "steps": [ { "keyword": "Given ", "name": "I navigate to the find test page", "line": 71, "match": { "location": "features/step_definitions/interaction_steps.rb:10" }, "result": { "status": "passed", "duration": 24648921 } }, { "keyword": "When ", "name": "I find \"deep3\" and name it \"test_element\"", "line": 71, "match": { "location": "features/step_definitions/interaction_steps.rb:76" }, "result": { "status": "passed", "duration": 52376769 } }, { "keyword": "Then ", "name": "I should find \"count\" 4 times using \"test_element\" as context", "line": 71, "match": { "location": "features/step_definitions/validation_steps.rb:283" }, "result": { "status": "passed", "duration": 273337469 } } ], "after": [ { "match": { "location": "features/support/env.rb:49" }, "result": { "status": "passed", "duration": 39749 } }, { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:15" }, "result": { "status": "passed", "duration": 1110970833 } } ] }, { "id": "find;findallpresent-with-context;;4", "keyword": "Scenario Outline", "name": "FindAllPresent with context", "description": "", "line": 72, "type": "scenario", "tags": [ { "name": "@find", "line": 1 }, { "name": "@p", "line": 1 }, { "name": "@find_06", "line": 63 } ], "before": [ { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:9" }, "result": { "status": "passed", "duration": 695430 } } ], "steps": [ { "keyword": "Given ", "name": "I navigate to the find test page", "line": 72, "match": { "location": "features/step_definitions/interaction_steps.rb:10" }, "result": { "status": "passed", "duration": 25981433 } }, { "keyword": "When ", "name": "I find \"deep3\" and name it \"test_element\"", "line": 72, "match": { "location": "features/step_definitions/interaction_steps.rb:76" }, "result": { "status": "passed", "duration": 44446244 } }, { "keyword": "Then ", "name": "I should find \"does_not_exist\" 0 times using \"test_element\" as context", "line": 72, "match": { "location": "features/step_definitions/validation_steps.rb:283" }, "result": { "status": "passed", "duration": 41042394 } } ], "after": [ { "match": { "location": "features/support/env.rb:49" }, "result": { "status": "passed", "duration": 17869 } }, { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:15" }, "result": { "status": "passed", "duration": 1113648622 } } ] }, { "id": "find;find-in-always-returns-an-element,-defaulting-to-the-document-root", "keyword": "Scenario", "name": "Find in always returns an element, defaulting to the document root", "description": "", "line": 75, "type": "scenario", "tags": [ { "name": "@find", "line": 1 }, { "name": "@p", "line": 1 }, { "name": "@find_07", "line": 74 }, { "name": "@find_errors", "line": 74 }, { "name": "@issue_6", "line": 74 } ], "before": [ { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:9" }, "result": { "status": "passed", "duration": 1306256 } } ], "steps": [ { "keyword": "Given ", "name": "I navigate to the find test page", "line": 76, "match": { "location": "features/step_definitions/interaction_steps.rb:10" }, "result": { "status": "passed", "duration": 36737074 } }, { "keyword": "Then ", "name": "I expect not to find \"does_not_exist\"", "line": 77, "match": { "location": "features/step_definitions/validation_steps.rb:360" }, "result": { "status": "passed", "duration": 80699397 } } ], "after": [ { "match": { "location": "features/support/env.rb:49" }, "result": { "status": "passed", "duration": 16775 } }, { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:15" }, "result": { "status": "passed", "duration": 1122046293 } } ] }, { "id": "find;find-with-tagname-to-hash-options-seems-broken;;2", "keyword": "Scenario Outline", "name": "Find with tagname to hash options seems broken", "description": "", "line": 86, "type": "scenario", "tags": [ { "name": "@find", "line": 1 }, { "name": "@p", "line": 1 }, { "name": "@find_08", "line": 79 }, { "name": "@find_errors", "line": 79 }, { "name": "@issue_6", "line": 79 } ], "before": [ { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:9" }, "result": { "status": "passed", "duration": 1631908 } } ], "steps": [ { "keyword": "Given ", "name": "I navigate to the find test page", "line": 86, "match": { "location": "features/step_definitions/interaction_steps.rb:10" }, "result": { "status": "passed", "duration": 26960578 } }, { "keyword": "Then ", "name": "I expect to use tagname to hash options to find element deep3", "line": 86, "match": { "location": "features/step_definitions/validation_steps.rb:375" }, "result": { "status": "passed", "duration": 55901325 } } ], "after": [ { "match": { "location": "features/support/env.rb:49" }, "result": { "status": "passed", "duration": 16775 } }, { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:15" }, "result": { "status": "passed", "duration": 1117487526 } } ] }, { "id": "find;find-with-tagname-to-hash-options-seems-broken;;3", "keyword": "Scenario Outline", "name": "Find with tagname to hash options seems broken", "description": "", "line": 87, "type": "scenario", "tags": [ { "name": "@find", "line": 1 }, { "name": "@p", "line": 1 }, { "name": "@find_08", "line": 79 }, { "name": "@find_errors", "line": 79 }, { "name": "@issue_6", "line": 79 } ], "before": [ { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:9" }, "result": { "status": "passed", "duration": 1291669 } } ], "steps": [ { "keyword": "Given ", "name": "I navigate to the find test page", "line": 87, "match": { "location": "features/step_definitions/interaction_steps.rb:10" }, "result": { "status": "passed", "duration": 26204977 } }, { "keyword": "Then ", "name": "I expect to use tagname to hash options to not find element does_not_exist", "line": 87, "match": { "location": "features/step_definitions/validation_steps.rb:375" }, "result": { "status": "passed", "duration": 23544329 } } ], "after": [ { "match": { "location": "features/support/env.rb:49" }, "result": { "status": "passed", "duration": 40479 } }, { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:15" }, "result": { "status": "passed", "duration": 1130752110 } } ] }, { "id": "find;find-should-throw,-unless-no-:throw-is-specified", "keyword": "Scenario", "name": "Find should throw, unless no :throw is specified", "description": "", "line": 90, "type": "scenario", "tags": [ { "name": "@find", "line": 1 }, { "name": "@p", "line": 1 }, { "name": "@find_09", "line": 89 }, { "name": "@issue_8", "line": 89 } ], "before": [ { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:9" }, "result": { "status": "passed", "duration": 1188466 } } ], "steps": [ { "keyword": "Given ", "name": "I navigate to the find test page", "line": 91, "match": { "location": "features/step_definitions/interaction_steps.rb:10" }, "result": { "status": "passed", "duration": 25397957 } }, { "keyword": "Then ", "name": "I expect not to find \"does_not_exist\" with no :throw option", "line": 92, "match": { "location": "features/step_definitions/validation_steps.rb:360" }, "result": { "status": "passed", "duration": 50689 } } ], "after": [ { "match": { "location": "features/support/env.rb:49" }, "result": { "status": "passed", "duration": 15681 } }, { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:15" }, "result": { "status": "passed", "duration": 1327541610 } } ] } ] }, { "uri": "features/har.feature", "id": "har", "keyword": "Feature", "name": "HAR", "description": "When I want to test the Lapis Lazuli library\nI want to run a webserver with some test files\nAnd execute the each library function handle HAR files.", "line": 2, "tags": [ { "name": "@har", "line": 1 }, { "name": "@p", "line": 1 } ], "elements": [ { "id": "har;goto-simple-http-site", "keyword": "Scenario", "name": "Goto simple HTTP site", "description": "", "line": 8, "type": "scenario", "tags": [ { "name": "@har", "line": 1 }, { "name": "@p", "line": 1 }, { "name": "@har_01", "line": 7 } ], "before": [ { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:9" }, "result": { "status": "passed", "duration": 6781444 } } ], "steps": [ { "keyword": "When ", "name": "I go to \"http://ipecho.net/plain\"", "line": 9, "match": { "location": "features/step_definitions/interaction_steps.rb:131" }, "result": { "status": "passed", "duration": 3457774428 } } ], "after": [ { "match": { "location": "features/support/env.rb:49" }, "result": { "status": "passed", "duration": 17504 } }, { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:15" }, "result": { "status": "passed", "duration": 1332689687 } } ] } ] }, { "uri": "features/modules.feature", "id": "modules", "keyword": "Feature", "name": "Modules", "description": " When I want to test the Lapis Lazuli library\n I want to ensure that including modules works as expected", "line": 2, "tags": [ { "name": "@modules", "line": 1 }, { "name": "@p", "line": 1 } ], "elements": [ { "id": "modules;modules_01---world-module", "keyword": "Scenario", "name": "modules_01 - World module", "description": "", "line": 7, "type": "scenario", "tags": [ { "name": "@modules", "line": 1 }, { "name": "@p", "line": 1 }, { "name": "@modules_01", "line": 6 } ], "before": [ { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:9" }, "result": { "status": "passed", "duration": 1000296 } } ], "steps": [ { "keyword": "Given ", "name": "I include a world module", "line": 8, "match": { "location": "features/step_definitions/validation_steps.rb:343" }, "result": { "status": "passed", "duration": 32820 } }, { "keyword": "Then ", "name": "I expect the world module's functions to be available", "line": 9, "match": { "location": "features/step_definitions/validation_steps.rb:348" }, "result": { "status": "passed", "duration": 34644 } } ], "after": [ { "match": { "location": "features/support/env.rb:49" }, "result": { "status": "passed", "duration": 20056 } }, { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:15" }, "result": { "status": "passed", "duration": 1005411006 } } ] }, { "id": "modules;modules_02---browser-module", "keyword": "Scenario", "name": "modules_02 - Browser module", "description": "", "line": 12, "type": "scenario", "tags": [ { "name": "@modules", "line": 1 }, { "name": "@p", "line": 1 }, { "name": "@modules_02", "line": 11 } ], "before": [ { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:9" }, "result": { "status": "passed", "duration": 1171327 } } ], "steps": [ { "keyword": "Given ", "name": "I include a browser module", "line": 13, "match": { "location": "features/step_definitions/validation_steps.rb:343" }, "result": { "status": "passed", "duration": 29903 } }, { "keyword": "Then ", "name": "I expect the browser module's functions to be available", "line": 14, "match": { "location": "features/step_definitions/validation_steps.rb:348" }, "result": { "status": "passed", "duration": 3270498861 } } ], "after": [ { "match": { "location": "features/support/env.rb:49" }, "result": { "status": "passed", "duration": 14587 } }, { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:15" }, "result": { "status": "passed", "duration": 1329116264 } } ] } ] }, { "uri": "features/multifind.feature", "id": "testing-multifind", "keyword": "Feature", "name": "testing multifind", "description": "", "line": 2, "tags": [ { "name": "@multifind", "line": 1 }, { "name": "@p", "line": 1 } ], "elements": [ { "id": "testing-multifind;multifind01---multifind-with-1-results", "keyword": "Scenario", "name": "multifind01 - multifind with 1 results", "description": "", "line": 5, "type": "scenario", "tags": [ { "name": "@multifind", "line": 1 }, { "name": "@p", "line": 1 }, { "name": "@multifind01", "line": 4 } ], "before": [ { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:9" }, "result": { "status": "passed", "duration": 2406836 } } ], "steps": [ { "keyword": "Given ", "name": "I navigate to the find test page", "line": 6, "match": { "location": "features/step_definitions/interaction_steps.rb:10" }, "result": { "status": "passed", "duration": 3407275720 } }, { "keyword": "Then ", "name": "the user expects a result in a multi_find lookup", "line": 7, "match": { "location": "features/step_definitions/multifind_steps.rb:1" }, "result": { "status": "passed", "duration": 223950282 } } ], "after": [ { "match": { "location": "features/support/env.rb:49" }, "result": { "status": "passed", "duration": 16775 } }, { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:15" }, "result": { "status": "passed", "duration": 1114943937 } } ] }, { "id": "testing-multifind;multifind02---multifind-no-results", "keyword": "Scenario", "name": "multifind02 - multifind no results", "description": "", "line": 10, "type": "scenario", "tags": [ { "name": "@multifind", "line": 1 }, { "name": "@p", "line": 1 }, { "name": "@multifind02", "line": 9 } ], "before": [ { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:9" }, "result": { "status": "passed", "duration": 1371168 } } ], "steps": [ { "keyword": "Given ", "name": "I navigate to the find test page", "line": 11, "match": { "location": "features/step_definitions/interaction_steps.rb:10" }, "result": { "status": "passed", "duration": 60359808 } }, { "keyword": "Then ", "name": "the user expects an error in a multi_find lookup", "line": 12, "output": [ "Caught expected error: Error in multi_find - Cannot find elements with selectors: \n- {:input=>{:type=>\"notexist\"}} \n- {:like=>{:element=>:a, :attribute=>:id, :include=>\"notexist2\"}} \nWith the options: {:pick=>:first, :mode=>:match_one}\n---[ http://localhost:9090/find.html ]---" ], "match": { "location": "features/step_definitions/multifind_steps.rb:13" }, "result": { "status": "passed", "duration": 97374397 } } ], "after": [ { "match": { "location": "features/support/env.rb:49" }, "result": { "status": "passed", "duration": 87157 } }, { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:15" }, "result": { "status": "passed", "duration": 1080385414 } } ] }, { "id": "testing-multifind;multifind03---multifind-with-no-results-and-no-error", "keyword": "Scenario", "name": "multifind03 - multifind with no results and no error", "description": "", "line": 15, "type": "scenario", "tags": [ { "name": "@multifind", "line": 1 }, { "name": "@p", "line": 1 }, { "name": "@multifind03", "line": 14 } ], "before": [ { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:9" }, "result": { "status": "passed", "duration": 1040774 } } ], "steps": [ { "keyword": "Given ", "name": "I navigate to the find test page", "line": 16, "match": { "location": "features/step_definitions/interaction_steps.rb:10" }, "result": { "status": "passed", "duration": 26320943 } }, { "keyword": "Then ", "name": "the user expects no error in a multi_find lookup", "line": 17, "match": { "location": "features/step_definitions/multifind_steps.rb:29" }, "result": { "status": "passed", "duration": 23081196 } } ], "after": [ { "match": { "location": "features/support/env.rb:49" }, "result": { "status": "passed", "duration": 18233 } }, { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:15" }, "result": { "status": "passed", "duration": 1078480732 } } ] }, { "id": "testing-multifind;multifind04---multifind-all-with-8-results", "keyword": "Scenario", "name": "multifind04 - multifind all with 8 results", "description": "", "line": 20, "type": "scenario", "tags": [ { "name": "@multifind", "line": 1 }, { "name": "@p", "line": 1 }, { "name": "@multifind04", "line": 19 } ], "before": [ { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:9" }, "result": { "status": "passed", "duration": 1145800 } } ], "steps": [ { "keyword": "Given ", "name": "I navigate to the find test page", "line": 21, "match": { "location": "features/step_definitions/interaction_steps.rb:10" }, "result": { "status": "passed", "duration": 27421159 } }, { "keyword": "Then ", "name": "the user expects 8 results in a multi_find_all lookup", "line": 22, "match": { "location": "features/step_definitions/multifind_steps.rb:42" }, "result": { "status": "passed", "duration": 369661975 } } ], "after": [ { "match": { "location": "features/support/env.rb:49" }, "result": { "status": "passed", "duration": 17140 } }, { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:15" }, "result": { "status": "passed", "duration": 1079499261 } } ] }, { "id": "testing-multifind;multifind05---multifind-all-with-1-results", "keyword": "Scenario", "name": "multifind05 - multifind all with 1 results", "description": "", "line": 25, "type": "scenario", "tags": [ { "name": "@multifind", "line": 1 }, { "name": "@p", "line": 1 }, { "name": "@multifind05", "line": 24 } ], "before": [ { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:9" }, "result": { "status": "passed", "duration": 685948 } } ], "steps": [ { "keyword": "Given ", "name": "I navigate to the find test page", "line": 26, "match": { "location": "features/step_definitions/interaction_steps.rb:10" }, "result": { "status": "passed", "duration": 25683131 } }, { "keyword": "Then ", "name": "the user expects 1 results in a multi_find_all lookup", "line": 27, "match": { "location": "features/step_definitions/multifind_steps.rb:54" }, "result": { "status": "passed", "duration": 185815420 } } ], "after": [ { "match": { "location": "features/support/env.rb:49" }, "result": { "status": "passed", "duration": 15316 } }, { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:15" }, "result": { "status": "passed", "duration": 1079225028 } } ] }, { "id": "testing-multifind;multifind06---multifind-all-with-5-results", "keyword": "Scenario", "name": "multifind06 - multifind all with 5 results", "description": "", "line": 30, "type": "scenario", "tags": [ { "name": "@multifind", "line": 1 }, { "name": "@p", "line": 1 }, { "name": "@multifind06", "line": 29 } ], "before": [ { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:9" }, "result": { "status": "passed", "duration": 1194666 } } ], "steps": [ { "keyword": "Given ", "name": "I navigate to the find test page", "line": 31, "match": { "location": "features/step_definitions/interaction_steps.rb:10" }, "result": { "status": "passed", "duration": 26184920 } }, { "keyword": "Then ", "name": "the user expects 5 existing results in a multi_find_all lookup", "line": 32, "match": { "location": "features/step_definitions/multifind_steps.rb:66" }, "result": { "status": "passed", "duration": 188388547 } } ], "after": [ { "match": { "location": "features/support/env.rb:49" }, "result": { "status": "passed", "duration": 17504 } }, { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:15" }, "result": { "status": "passed", "duration": 1114368485 } } ] }, { "id": "testing-multifind;multifind07---multifind-all-with-no-results", "keyword": "Scenario", "name": "multifind07 - multifind all with no results", "description": "", "line": 35, "type": "scenario", "tags": [ { "name": "@multifind", "line": 1 }, { "name": "@p", "line": 1 }, { "name": "@multifind07", "line": 34 } ], "before": [ { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:9" }, "result": { "status": "passed", "duration": 1310632 } } ], "steps": [ { "keyword": "Given ", "name": "I navigate to the find test page", "line": 36, "match": { "location": "features/step_definitions/interaction_steps.rb:10" }, "result": { "status": "passed", "duration": 26611586 } }, { "keyword": "Then ", "name": "the user expects an error in a multi_find_all lookup", "line": 37, "output": [ "Caught expected error: Error in multi_find - Cannot find elements with selectors: \n- {:input=>{:type=>\"notexist\"}} \n- {:like=>{:element=>:a, :attribute=>:id, :include=>\"notexist2\"}} \nWith the options: {:pick=>:first, :mode=>:match_any}\n---[ http://localhost:9090/find.html ]---" ], "match": { "location": "features/step_definitions/multifind_steps.rb:78" }, "result": { "status": "passed", "duration": 85378870 } } ], "after": [ { "match": { "location": "features/support/env.rb:49" }, "result": { "status": "passed", "duration": 21516 } }, { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:15" }, "result": { "status": "passed", "duration": 1121244013 } } ] }, { "id": "testing-multifind;multifind08---multifind-all-with-no-results-and-no-error", "keyword": "Scenario", "name": "multifind08 - multifind all with no results and no error", "description": "", "line": 40, "type": "scenario", "tags": [ { "name": "@multifind", "line": 1 }, { "name": "@p", "line": 1 }, { "name": "@multifind08", "line": 39 } ], "before": [ { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:9" }, "result": { "status": "passed", "duration": 1105321 } } ], "steps": [ { "keyword": "Given ", "name": "I navigate to the find test page", "line": 41, "match": { "location": "features/step_definitions/interaction_steps.rb:10" }, "result": { "status": "passed", "duration": 25624783 } }, { "keyword": "Then ", "name": "the user expects no error in a multi_find_all lookup", "line": 42, "match": { "location": "features/step_definitions/multifind_steps.rb:94" }, "result": { "status": "passed", "duration": 48899984 } } ], "after": [ { "match": { "location": "features/support/env.rb:49" }, "result": { "status": "passed", "duration": 16775 } }, { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:15" }, "result": { "status": "passed", "duration": 1115428586 } } ] }, { "id": "testing-multifind;multifind09---multifind-all-natching-all-elements-with-no-results", "keyword": "Scenario", "name": "multifind09 - multifind all natching all elements with no results", "description": "", "line": 45, "type": "scenario", "tags": [ { "name": "@multifind", "line": 1 }, { "name": "@p", "line": 1 }, { "name": "@multifind09", "line": 44 } ], "before": [ { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:9" }, "result": { "status": "passed", "duration": 1159657 } } ], "steps": [ { "keyword": "Given ", "name": "I navigate to the find test page", "line": 46, "match": { "location": "features/step_definitions/interaction_steps.rb:10" }, "result": { "status": "passed", "duration": 26287757 } }, { "keyword": "Then ", "name": "the user expects an error in a multi_find_all lookup matching all elements", "line": 47, "output": [ "Caught expected error: Error in multi_find - Cannot find elements with selectors: \n- {:input=>{:type=>\"texta\"}} \n- {:like=>{:element=>:a, :attribute=>:text, :include=>\"Link\"}} \nWith the options: {:pick=>:first, :mode=>:match_all}\n---[ http://localhost:9090/find.html ]---" ], "match": { "location": "features/step_definitions/multifind_steps.rb:107" }, "result": { "status": "passed", "duration": 79534635 } } ], "after": [ { "match": { "location": "features/support/env.rb:49" }, "result": { "status": "passed", "duration": 15316 } }, { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:15" }, "result": { "status": "passed", "duration": 1111051791 } } ] }, { "id": "testing-multifind;multifind10---multifind-all-natching-all-elements-with-no-error", "keyword": "Scenario", "name": "multifind10 - multifind all natching all elements with no error", "description": "", "line": 50, "type": "scenario", "tags": [ { "name": "@multifind", "line": 1 }, { "name": "@p", "line": 1 }, { "name": "@multifind10", "line": 49 } ], "before": [ { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:9" }, "result": { "status": "passed", "duration": 729709 } } ], "steps": [ { "keyword": "Given ", "name": "I navigate to the find test page", "line": 51, "match": { "location": "features/step_definitions/interaction_steps.rb:10" }, "result": { "status": "passed", "duration": 25524863 } }, { "keyword": "Then ", "name": "the user expects no error in a multi_find_all lookup matching all elements", "line": 52, "match": { "location": "features/step_definitions/multifind_steps.rb:123" }, "result": { "status": "passed", "duration": 22472193 } } ], "after": [ { "match": { "location": "features/support/env.rb:49" }, "result": { "status": "passed", "duration": 33185 } }, { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:15" }, "result": { "status": "passed", "duration": 1326106260 } } ] } ] }, { "uri": "features/screenshot.feature", "id": "screenshot", "keyword": "Feature", "name": "Screenshot", "description": "When I want to test the Lapis Lazuli library\nI want to run a webserver with some test files\nAnd execute the each library function searches for elements.", "line": 2, "tags": [ { "name": "@screenshot", "line": 1 }, { "name": "@p", "line": 1 } ], "elements": [ { "id": "screenshot;screenshot_01---successfull-scenario-with-screenshots", "keyword": "Scenario", "name": "screenshot_01 - Successfull scenario with screenshots", "description": "", "line": 8, "type": "scenario", "tags": [ { "name": "@screenshot", "line": 1 }, { "name": "@p", "line": 1 }, { "name": "@screenshot_01", "line": 7 } ], "before": [ { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:9" }, "result": { "status": "passed", "duration": 3041731 } } ], "steps": [ { "keyword": "Given ", "name": "I navigate to the screenshot test page", "line": 9, "match": { "location": "features/step_definitions/interaction_steps.rb:10" }, "result": { "status": "passed", "duration": 3470371663 } }, { "keyword": "When ", "name": "I take a screenshot", "line": 10, "embeddings": [ { "mime_type": "application/json", "data": "eyJpdGVtcyI6W3sic2NyZWVuc2hvdCI6Ii4vc2NyZWVuc2hvdHMvMTgwNjE4XzEzMzAyMF9zY3JlZW5zaG90XzAxXy1fU3VjY2Vzc2Z1bGxfc2NlbmFyaW9fd2l0aF9zY3JlZW5zaG90cy5wbmcifV19" } ], "match": { "location": "features/step_definitions/interaction_steps.rb:222" }, "result": { "status": "passed", "duration": 1058121450 } }, { "keyword": "Then ", "name": "I take a screenshot", "line": 11, "embeddings": [ { "mime_type": "application/json", "data": "eyJpdGVtcyI6W3sic2NyZWVuc2hvdCI6Ii4vc2NyZWVuc2hvdHMvMTgwNjE4XzEzMzAyMF9zY3JlZW5zaG90XzAxXy1fU3VjY2Vzc2Z1bGxfc2NlbmFyaW9fd2l0aF9zY3JlZW5zaG90cy5wbmcifV19" } ], "match": { "location": "features/step_definitions/interaction_steps.rb:222" }, "result": { "status": "passed", "duration": 1057507707 } } ], "after": [ { "match": { "location": "features/support/env.rb:49" }, "result": { "status": "passed", "duration": 15317 } }, { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:15" }, "result": { "status": "passed", "duration": 1139950966 } } ] }, { "id": "screenshot;screenshot_02---taking-a-screenshot-on-a-failed-scenario", "keyword": "Scenario", "name": "screenshot_02 - Taking a screenshot on a failed scenario", "description": "", "line": 14, "type": "scenario", "tags": [ { "name": "@screenshot", "line": 1 }, { "name": "@p", "line": 1 }, { "name": "@screenshot_02", "line": 13 } ], "before": [ { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:9" }, "result": { "status": "passed", "duration": 1502084 } } ], "steps": [ { "keyword": "Given ", "name": "I navigate to the screenshot test page", "line": 15, "match": { "location": "features/step_definitions/interaction_steps.rb:10" }, "result": { "status": "passed", "duration": 48277489 } }, { "keyword": "Then ", "name": "I fail this step", "line": 16, "match": { "location": "features/step_definitions/interaction_steps.rb:226" }, "result": { "status": "failed", "error_message": "This step fails because it is suppose to\n---[ http://localhost:9090/screenshot.html ]--- (RuntimeError)\nD:/projects/lapis-lazuli/lib/lapis_lazuli/world/error.rb:117:in `error'\n./features/step_definitions/interaction_steps.rb:227:in `/^I fail this step$/'\nfeatures/screenshot.feature:16:in `Then I fail this step'", "duration": 37580196 } } ], "after": [ { "embeddings": [ { "mime_type": "image/png", "data": 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} ], "match": { "location": "features/support/env.rb:49" }, "result": { "status": "passed", "duration": 267309803 } }, { "embeddings": [ { "mime_type": "application/json", "data": "eyJpdGVtcyI6W3sic2NyZWVuc2hvdCI6Ii4vc2NyZWVuc2hvdHMvMTgwNjE4XzEzMzAyMF9zY3JlZW5zaG90XzA0Xy1fRmFpbGluZ19pbl9hX3NjZW5hcmlvX291dGxpbmVfRXhhbXBsZXNfMV8ucG5nIn1dfQ==" } ], "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:15" }, "result": { "status": "passed", "duration": 2128828465 } } ] }, { "id": "screenshot;screenshot_04---failing-in-a-scenario-outline;;3", "keyword": "Scenario Outline", "name": "screenshot_04 - Failing in a scenario outline", "description": "", "line": 35, "type": "scenario", "tags": [ { "name": "@screenshot", "line": 1 }, { "name": "@p", "line": 1 }, { "name": "@screenshot_04", "line": 28 } ], "before": [ { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:9" }, "result": { "status": "passed", "duration": 1109333 } } ], "steps": [ { "keyword": "Given ", "name": "I navigate to the screenshot test page", "line": 35, "match": { "location": "features/step_definitions/interaction_steps.rb:10" }, "result": { "status": "passed", "duration": 25813319 } }, { "keyword": "Then ", "name": "I fail this step", "line": 35, "match": { "location": "features/step_definitions/interaction_steps.rb:226" }, "result": { "status": "failed", "error_message": "This step fails because it is suppose to\n---[ http://localhost:9090/screenshot.html ]--- (RuntimeError)\nD:/projects/lapis-lazuli/lib/lapis_lazuli/world/error.rb:117:in `error'\n./features/step_definitions/interaction_steps.rb:227:in `/^I fail this step$/'\nfeatures/screenshot.feature:35:in `Then I fail this step'\nfeatures/screenshot.feature:31:in `Then I fail this step'", "duration": 58026270 } } ], "after": [ { "embeddings": [ { "mime_type": "image/png", "data": 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}, { "keyword": "Then ", "name": "I should wait for \"deep6\" using \"test_element\" as context", "line": 58, "match": { "location": "features/step_definitions/validation_steps.rb:303" }, "result": { "status": "passed", "duration": 78865826 } }, { "keyword": "And ", "name": "I should not wait for \"deep1\" using \"test_element\" as context", "line": 58, "match": { "location": "features/step_definitions/validation_steps.rb:303" }, "result": { "status": "passed", "duration": 10154964884 } } ], "after": [ { "match": { "location": "features/support/env.rb:49" }, "result": { "status": "passed", "duration": 16046 } }, { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:15" }, "result": { "status": "passed", "duration": 1115679845 } } ] }, { "id": "timing;wait-with-context;;3", "keyword": "Scenario Outline", "name": "Wait with context", "description": "", "line": 59, "type": "scenario", "tags": [ { "name": "@timing", "line": 1 }, { "name": "@p", "line": 1 }, { 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"D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:15" }, "result": { "status": "passed", "duration": 1115079960 } } ] }, { "id": "timing;waitallpresent-with-context;;2", "keyword": "Scenario Outline", "name": "WaitAllPresent with context", "description": "", "line": 69, "type": "scenario", "tags": [ { "name": "@timing", "line": 1 }, { "name": "@p", "line": 1 }, { "name": "@timing_10", "line": 62 } ], "before": [ { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:9" }, "result": { "status": "passed", "duration": 657139 } } ], "steps": [ { "keyword": "Given ", "name": "I navigate to the find test page", "line": 69, "match": { "location": "features/step_definitions/interaction_steps.rb:10" }, "result": { "status": "passed", "duration": 25453752 } }, { "keyword": "When ", "name": "I wait for \"deep3\" and name it \"test_element\"", "line": 69, "match": { "location": "features/step_definitions/interaction_steps.rb:81" }, "result": { "status": "passed", "duration": 57379707 } }, { "keyword": "Then ", "name": "I should wait for \"deep6\" 1 times using \"test_element\" as context", "line": 69, "match": { "location": "features/step_definitions/validation_steps.rb:303" }, "result": { "status": "passed", "duration": 77771080 } } ], "after": [ { "match": { "location": "features/support/env.rb:49" }, "result": { "status": "passed", "duration": 17139 } }, { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:15" }, "result": { "status": "passed", "duration": 1113483790 } } ] }, { "id": "timing;waitallpresent-with-context;;3", "keyword": "Scenario Outline", "name": "WaitAllPresent with context", "description": "", "line": 70, "type": "scenario", "tags": [ { "name": "@timing", "line": 1 }, { "name": "@p", "line": 1 }, { "name": "@timing_10", "line": 62 } ], "before": [ { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:9" }, "result": { "status": "passed", "duration": 1055361 } } ], "steps": [ { "keyword": "Given ", "name": "I navigate to the find test page", "line": 70, "match": { "location": "features/step_definitions/interaction_steps.rb:10" }, "result": { "status": "passed", "duration": 25238596 } }, { "keyword": "When ", "name": "I wait for \"deep3\" and name it \"test_element\"", "line": 70, "match": { "location": "features/step_definitions/interaction_steps.rb:81" }, "result": { "status": "passed", "duration": 51026388 } }, { "keyword": "Then ", "name": "I should wait for \"count\" 4 times using \"test_element\" as context", "line": 70, "match": { "location": "features/step_definitions/validation_steps.rb:303" }, "result": { "status": "passed", "duration": 228181938 } } ], "after": [ { "match": { "location": "features/support/env.rb:49" }, "result": { "status": "passed", "duration": 15316 } }, { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:15" }, "result": { "status": "passed", "duration": 1130886675 } } ] }, { "id": "timing;waitallpresent-with-context;;4", "keyword": "Scenario Outline", "name": "WaitAllPresent with context", "description": "", "line": 71, "type": "scenario", "tags": [ { "name": "@timing", "line": 1 }, { "name": "@p", "line": 1 }, { "name": "@timing_10", "line": 62 } ], "before": [ { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:9" }, "result": { "status": "passed", "duration": 1476193 } } ], "steps": [ { "keyword": "Given ", "name": "I navigate to the find test page", "line": 71, "match": { "location": "features/step_definitions/interaction_steps.rb:10" }, "result": { "status": "passed", "duration": 27257057 } }, { "keyword": "When ", "name": "I wait for \"deep3\" and name it \"test_element\"", "line": 71, "match": { "location": "features/step_definitions/interaction_steps.rb:81" }, "result": { "status": "passed", "duration": 73883310 } }, { "keyword": "Then ", "name": "I should wait for \"does_not_exist\" 0 times using \"test_element\" as context", "line": 71, "match": { "location": "features/step_definitions/validation_steps.rb:303" }, "result": { "status": "passed", "duration": 10094994182 } } ], "after": [ { "match": { "location": "features/support/env.rb:49" }, "result": { "status": "passed", "duration": 17504 } }, { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:15" }, "result": { "status": "passed", "duration": 1131220714 } } ] }, { "id": "timing;timing_11---waiting-for-an-element-in-another-element-you-waited-for", "keyword": "Scenario", "name": "timing_11 - Waiting for an element in another element you waited for", "description": "", "line": 74, "type": "scenario", "tags": [ { "name": "@timing", "line": 1 }, { "name": "@p", "line": 1 }, { "name": "@timing_11", "line": 73 } ], "before": [ { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:9" }, "result": { "status": "passed", "duration": 682302 } } ], "steps": [ { "keyword": "Given ", "name": "I navigate to the timing test page", "line": 75, "match": { "location": "features/step_definitions/interaction_steps.rb:10" }, "result": { "status": "passed", "duration": 24767074 } }, { "keyword": "When ", "name": "I wait for class \"asdf-foo-bar\" and name it \"test_element\"", "line": 76, "match": { "location": "features/step_definitions/interaction_steps.rb:81" }, "result": { "status": "passed", "duration": 2657497350 } }, { "keyword": "And ", "name": "I should wait for \"inner-div\" using \"test_element\" as context", "line": 77, "match": { "location": "features/step_definitions/validation_steps.rb:303" }, "result": { "status": "passed", "duration": 2457170166 } }, { "keyword": "Then ", "name": "that element should not container text \"fake\"", "line": 78, "match": { "location": "features/step_definitions/validation_steps.rb:396" }, "result": { "status": "passed", "duration": 31271367 } } ], "after": [ { "match": { "location": "features/support/env.rb:49" }, "result": { "status": "passed", "duration": 16775 } }, { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:15" }, "result": { "status": "passed", "duration": 1114655481 } } ] }, { "id": "timing;timing_12---not-throwing-an-error-when-failing", "keyword": "Scenario", "name": "timing_12 - Not throwing an error when failing", "description": "", "line": 81, "type": "scenario", "tags": [ { "name": "@timing", "line": 1 }, { "name": "@p", "line": 1 }, { "name": "@timing_12", "line": 80 } ], "before": [ { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:9" }, "result": { "status": "passed", "duration": 1228581 } } ], "steps": [ { "keyword": "Given ", "name": "I navigate to the timing test page", "line": 82, "match": { "location": "features/step_definitions/interaction_steps.rb:10" }, "result": { "status": "passed", "duration": 26415758 } }, { "keyword": "Then ", "name": "no error should be thrown when waiting for \"not_exist\"", "line": 83, "match": { "location": "features/step_definitions/interaction_steps.rb:88" }, "result": { "status": "passed", "duration": 3005472271 } } ], "after": [ { "match": { "location": "features/support/env.rb:49" }, "result": { "status": "passed", "duration": 14587 } }, { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:15" }, "result": { "status": "passed", "duration": 1351243112 } } ] } ] }, { "uri": "features/variable.feature", "id": "variables", "keyword": "Feature", "name": "Variables", "description": " When I want to test the Lapis Lazuli library\n I want to run a webserver with some test files\n And execute each library function that handles variables.", "line": 2, "tags": [ { "name": "@variable", "line": 1 }, { "name": "@p", "line": 1 } ], "elements": [ { "id": "variables;variable_01---email-replacement", "keyword": "Scenario", "name": "variable_01 - Email replacement", "description": "", "line": 8, "type": "scenario", "tags": [ { "name": "@variable", "line": 1 }, { "name": "@p", "line": 1 }, { "name": "@variable_01", "line": 7 } ], "before": [ { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:9" }, "result": { "status": "passed", "duration": 1091463 } } ], "steps": [ { "keyword": "Given ", "name": "I generate and store an email", "line": 9, "match": { "location": "features/step_definitions/validation_steps.rb:326" }, "result": { "status": "passed", "duration": 5438721 } }, { "keyword": "Then ", "name": "I can retrieve the email", "line": 10, "match": { "location": "features/step_definitions/validation_steps.rb:331" }, "result": { "status": "passed", "duration": 39020 } }, { "keyword": "And ", "name": "I expect the email to contain the domain name I specified.", "line": 11, "match": { "location": "features/step_definitions/validation_steps.rb:336" }, "result": { "status": "passed", "duration": 1468535 } } ], "after": [ { "match": { "location": "features/support/env.rb:49" }, "result": { "status": "passed", "duration": 40478 } }, { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:15" }, "result": { "status": "passed", "duration": 1008309055 } } ] } ] }, { "uri": "features/xpath.feature", "id": "xpath-helpers", "keyword": "Feature", "name": "XPath Helpers", "description": "When I want to test the Lapis Lazuli library\nThen I expect the xpath helper functions to work", "line": 2, "tags": [ { "name": "@xpath", "line": 1 }, { "name": "@p", "line": 1 } ], "elements": [ { "id": "xpath-helpers;xpath_01---contains-helper-without-sepearator;;2", "keyword": "Scenario Outline", "name": "xpath_01 - contains helper without sepearator", "description": "", "line": 15, "type": "scenario", "tags": [ { "name": "@xpath", "line": 1 }, { "name": "@p", "line": 1 }, { "name": "@xpath_01", "line": 6 } ], "before": [ { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:9" }, "result": { "status": "passed", "duration": 1347464 } } ], "steps": [ { "keyword": "Given ", "name": "I navigate to the xpath test page", "line": 15, "match": { "location": "features/step_definitions/interaction_steps.rb:10" }, "result": { "status": "passed", "duration": 3677154638 } }, { "keyword": "And ", "name": "I specify a needle \"foo\" and a node \"@class\" to xp_contains", "line": 15, "match": { "location": "features/step_definitions/interaction_steps.rb:104" }, "result": { "status": "passed", "duration": 57618 } }, { "keyword": "Then ", "name": "I expect an xpath fragment \"contains(concat(' ', normalize-space(@class), ' '), ' foo ')\"", "line": 15, "match": { "location": "features/step_definitions/interaction_steps.rb:112" }, "result": { "status": "passed", "duration": 63452 } }, { "keyword": "And ", "name": "I expect the fragment \"contains(concat(' ', normalize-space(@class), ' '), ' foo ')\" to find 4 element(s).", "line": 15, "match": { "location": "features/step_definitions/interaction_steps.rb:116" }, "result": { "status": "passed", "duration": 145124205 } } ], "after": [ { "match": { "location": "features/support/env.rb:49" }, "result": { "status": "passed", "duration": 26257 } }, { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:15" }, "result": { "status": "passed", "duration": 1135755778 } } ] }, { "id": "xpath-helpers;xpath_01---contains-helper-without-sepearator;;3", "keyword": "Scenario Outline", "name": "xpath_01 - contains helper without sepearator", "description": "", "line": 16, "type": "scenario", "tags": [ { "name": "@xpath", "line": 1 }, { "name": "@p", "line": 1 }, { "name": "@xpath_01", "line": 6 } ], "before": [ { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:9" }, "result": { "status": "passed", "duration": 1020717 } } ], "steps": [ { "keyword": "Given ", "name": "I navigate to the xpath test page", "line": 16, "match": { "location": "features/step_definitions/interaction_steps.rb:10" }, "result": { "status": "passed", "duration": 85493743 } }, { "keyword": "And ", "name": "I specify a needle \"foo\" and a node \"text()\" to xp_contains", "line": 16, "match": { "location": "features/step_definitions/interaction_steps.rb:104" }, "result": { "status": "passed", "duration": 48866 } }, { "keyword": "Then ", "name": "I expect an xpath fragment \"contains(concat(' ', normalize-space(text()), ' '), ' foo ')\"", "line": 16, "match": { "location": "features/step_definitions/interaction_steps.rb:112" }, "result": { "status": "passed", "duration": 53607 } }, { "keyword": "And ", "name": "I expect the fragment \"contains(concat(' ', normalize-space(text()), ' '), ' foo ')\" to find 4 element(s).", "line": 16, "match": { "location": "features/step_definitions/interaction_steps.rb:116" }, "result": { "status": "passed", "duration": 112901773 } } ], "after": [ { "match": { "location": "features/support/env.rb:49" }, "result": { "status": "passed", "duration": 24433 } }, { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:15" }, "result": { "status": "passed", "duration": 1113213933 } } ] }, { "id": "xpath-helpers;xpath_02---contains-helper-with-sepearator;;2", "keyword": "Scenario Outline", "name": "xpath_02 - contains helper with sepearator", "description": "", "line": 27, "type": "scenario", "tags": [ { "name": "@xpath", "line": 1 }, { "name": "@p", "line": 1 }, { "name": "@xpath_02", "line": 18 } ], "before": [ { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:9" }, "result": { "status": "passed", "duration": 735908 } } ], "steps": [ { "keyword": "Given ", "name": "I navigate to the xpath test page", "line": 27, "match": { "location": "features/step_definitions/interaction_steps.rb:10" }, "result": { "status": "passed", "duration": 25750961 } }, { "keyword": "And ", "name": "I specify a needle \"foo\" and a node \"@class\" and an empty separator to xp_contains", "line": 27, "match": { "location": "features/step_definitions/interaction_steps.rb:104" }, "result": { "status": "passed", "duration": 51419 } }, { "keyword": "Then ", "name": "I expect an xpath fragment \"contains(concat('', normalize-space(@class), ''), 'foo')\"", "line": 27, "match": { "location": "features/step_definitions/interaction_steps.rb:112" }, "result": { "status": "passed", "duration": 73300 } }, { "keyword": "And ", "name": "I expect the fragment \"contains(concat('', normalize-space(@class), ''), 'foo')\" to find 5 element(s).", "line": 27, "match": { "location": "features/step_definitions/interaction_steps.rb:116" }, "result": { "status": "passed", "duration": 105645891 } } ], "after": [ { "match": { "location": "features/support/env.rb:49" }, "result": { "status": "passed", "duration": 14952 } }, { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:15" }, "result": { "status": "passed", "duration": 1108504921 } } ] }, { "id": "xpath-helpers;xpath_02---contains-helper-with-sepearator;;3", "keyword": "Scenario Outline", "name": "xpath_02 - contains helper with sepearator", "description": "", "line": 28, "type": "scenario", "tags": [ { "name": "@xpath", "line": 1 }, { "name": "@p", "line": 1 }, { "name": "@xpath_02", "line": 18 } ], "before": [ { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:9" }, "result": { "status": "passed", "duration": 1205242 } } ], "steps": [ { "keyword": "Given ", "name": "I navigate to the xpath test page", "line": 28, "match": { "location": "features/step_definitions/interaction_steps.rb:10" }, "result": { "status": "passed", "duration": 24937377 } }, { "keyword": "And ", "name": "I specify a needle \"foo\" and a node \"text()\" and an empty separator to xp_contains", "line": 28, "match": { "location": "features/step_definitions/interaction_steps.rb:104" }, "result": { "status": "passed", "duration": 80228 } }, { "keyword": "Then ", "name": "I expect an xpath fragment \"contains(concat('', normalize-space(text()), ''), 'foo')\"", "line": 28, "match": { "location": "features/step_definitions/interaction_steps.rb:112" }, "result": { "status": "passed", "duration": 37926 } }, { "keyword": "And ", "name": "I expect the fragment \"contains(concat('', normalize-space(text()), ''), 'foo')\" to find 5 element(s).", "line": 28, "match": { "location": "features/step_definitions/interaction_steps.rb:116" }, "result": { "status": "passed", "duration": 119015502 } } ], "after": [ { "match": { "location": "features/support/env.rb:49" }, "result": { "status": "passed", "duration": 17869 } }, { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:15" }, "result": { "status": "passed", "duration": 1132472269 } } ] }, { "id": "xpath-helpers;xpath_03---operators;;2", "keyword": "Scenario Outline", "name": "xpath_03 - operators", "description": "", "line": 38, "type": "scenario", "tags": [ { "name": "@xpath", "line": 1 }, { "name": "@p", "line": 1 }, { "name": "@xpath_03", "line": 30 } ], "before": [ { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:9" }, "result": { "status": "passed", "duration": 1343088 } } ], "steps": [ { "keyword": "Given ", "name": "I navigate to the xpath test page", "line": 38, "match": { "location": "features/step_definitions/interaction_steps.rb:10" }, "result": { "status": "passed", "duration": 26042333 } }, { "keyword": "And ", "name": "I search for elements where node \"@class\" contains \"foo\" and not \"bar\"", "line": 38, "match": { "location": "features/step_definitions/interaction_steps.rb:122" }, "result": { "status": "passed", "duration": 93721 } }, { "keyword": "Then ", "name": "I expect to find 1 elements.", "line": 38, "match": { "location": "features/step_definitions/interaction_steps.rb:127" }, "result": { "status": "passed", "duration": 45439611 } } ], "after": [ { "match": { "location": "features/support/env.rb:49" }, "result": { "status": "passed", "duration": 20422 } }, { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:15" }, "result": { "status": "passed", "duration": 1130575610 } } ] }, { "id": "xpath-helpers;xpath_03---operators;;3", "keyword": "Scenario Outline", "name": "xpath_03 - operators", "description": "", "line": 39, "type": "scenario", "tags": [ { "name": "@xpath", "line": 1 }, { "name": "@p", "line": 1 }, { "name": "@xpath_03", "line": 30 } ], "before": [ { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:9" }, "result": { "status": "passed", "duration": 838381 } } ], "steps": [ { "keyword": "Given ", "name": "I navigate to the xpath test page", "line": 39, "match": { "location": "features/step_definitions/interaction_steps.rb:10" }, "result": { "status": "passed", "duration": 25270687 } }, { "keyword": "And ", "name": "I search for elements where node \"@class\" contains \"bar\" and not \"foo\"", "line": 39, "match": { "location": "features/step_definitions/interaction_steps.rb:122" }, "result": { "status": "passed", "duration": 78769 } }, { "keyword": "Then ", "name": "I expect to find 0 elements.", "line": 39, "match": { "location": "features/step_definitions/interaction_steps.rb:127" }, "result": { "status": "passed", "duration": 27804794 } } ], "after": [ { "match": { "location": "features/support/env.rb:49" }, "result": { "status": "passed", "duration": 25892 } }, { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:15" }, "result": { "status": "passed", "duration": 1107867109 } } ] }, { "id": "xpath-helpers;xpath_03---operators;;4", "keyword": "Scenario Outline", "name": "xpath_03 - operators", "description": "", "line": 40, "type": "scenario", "tags": [ { "name": "@xpath", "line": 1 }, { "name": "@p", "line": 1 }, { "name": "@xpath_03", "line": 30 } ], "before": [ { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:9" }, "result": { "status": "passed", "duration": 679749 } } ], "steps": [ { "keyword": "Given ", "name": "I navigate to the xpath test page", "line": 40, "match": { "location": "features/step_definitions/interaction_steps.rb:10" }, "result": { "status": "passed", "duration": 24424647 } }, { "keyword": "And ", "name": "I search for elements where node \"text()\" contains \"foo\" and not \"bar\"", "line": 40, "match": { "location": "features/step_definitions/interaction_steps.rb:122" }, "result": { "status": "passed", "duration": 91168 } }, { "keyword": "Then ", "name": "I expect to find 1 elements.", "line": 40, "match": { "location": "features/step_definitions/interaction_steps.rb:127" }, "result": { "status": "passed", "duration": 41555487 } } ], "after": [ { "match": { "location": "features/support/env.rb:49" }, "result": { "status": "passed", "duration": 17504 } }, { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:15" }, "result": { "status": "passed", "duration": 1142908093 } } ] }, { "id": "xpath-helpers;xpath_03---operators;;5", "keyword": "Scenario Outline", "name": "xpath_03 - operators", "description": "", "line": 41, "type": "scenario", "tags": [ { "name": "@xpath", "line": 1 }, { "name": "@p", "line": 1 }, { "name": "@xpath_03", "line": 30 } ], "before": [ { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:9" }, "result": { "status": "passed", "duration": 1397424 } } ], "steps": [ { "keyword": "Given ", "name": "I navigate to the xpath test page", "line": 41, "match": { "location": "features/step_definitions/interaction_steps.rb:10" }, "result": { "status": "passed", "duration": 25821342 } }, { "keyword": "And ", "name": "I search for elements where node \"text()\" contains \"bar\" and not \"foo\"", "line": 41, "match": { "location": "features/step_definitions/interaction_steps.rb:122" }, "result": { "status": "passed", "duration": 154256 } }, { "keyword": "Then ", "name": "I expect to find 0 elements.", "line": 41, "match": { "location": "features/step_definitions/interaction_steps.rb:127" }, "result": { "status": "passed", "duration": 37177598 } } ], "after": [ { "match": { "location": "features/support/env.rb:49" }, "result": { "status": "passed", "duration": 15681 } }, { "match": { "location": "D:/projects/lapis-lazuli/lib/lapis_lazuli/cucumber.rb:15" }, "result": { "status": "passed", "duration": 1289018736 } } ] } ] } ]