--- /dev/null
+def sketch():
+ #[step] Click 'Create sketch' toolbar button
+ #[step] Select XY plane for sketching
+ #[step] Create random closed contour
+ line_create_in_view((101, 183),(265, 107))
+ line_create_in_view((265, 107), (520, 192))
+ line_create_in_view((520, 192), (443, 411))
+ closing_line_create_in_view((443, 411), (101, 183))
+
+ #[step] Create one more closed contour inside previous, not parallel to it
+ line_create_in_view((219, 198),(269, 166))
+ line_create_in_view((269, 166), (451, 230))
+ line_create_in_view((451, 230), (410, 334))
+ closing_line_create_in_view((410, 334), (219, 199))
+
+ #[check] Check that lines are not parallel and there are no icons near lines
+ test.vp("VP1")
+ #[step] Make according lines parallel
+ parallel([(394, 151), (361, 199)])
+ parallel([(201, 137), (244, 182)])
+ parallel([(245, 278), (293, 250)])
+ parallel([(430, 286), (483, 300)])
+ # [check] Check that lines are parallel and there are icons near lines
+ test.vp("VP2")
+
+def main():
+ # [project] NewGEOM
+ #[Scenario] Sketch_002
+ #[Topic] Parallel objects
+ #[Tested functionality]Parallelism between main lines
+
+ source(findFile("scripts", "common.py"))
+
+ #[section] Application start
+ #[step] Launch SALOME
+ startApplication("salome_run.sh")
+
+ set_defaults()
+
+ #[step] Activate NewGeom
+ #[step]Click 'New' button
+ activate_newgeom()
+ #[section] Creation of main lines and make them parallel
+
+ sketch_create(help_points("XY_plane"), lambda: sketch())
+ #[step] Save study
+ save("sketch_002")
+ clickButton(waitForObject(":Warning.Yes_QPushButton"))
+ ##[step] Close application
+ sendEvent("QCloseEvent", waitForObject(":SALOME*_STD_TabDesktop"))
+ clickButton(waitForObject(":Exit.Shutdown servers_QCheckBox"))
+ clickButton(waitForObject(":Exit.Ok_QPushButton"))
--- /dev/null
+<?xml version="1.0" encoding="UTF-8" standalone="no"?><VerificationPoint type="Screenshot" version="4"><Description/><Verification object=":SALOME 7.6.0 - [Study1].3D View Operations_OCCViewer_ViewPort3d" 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<Mask/></Verification></VerificationPoint>
\ No newline at end of file
--- /dev/null
+<?xml version="1.0" encoding="UTF-8" standalone="no"?><VerificationPoint type="Screenshot" version="4"><Description/><Verification object=":SALOME 7.6.0 - [Study1].3D View Operations_OCCViewer_ViewPort3d" type="PNG">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<Mask/></Verification></VerificationPoint>
\ No newline at end of file
--- /dev/null
+def sketch():
+ circle_create_in_view((302, 221), (436, 287))
+
+def main():
+ #[project] NewGEOM
+ #[Scenario] Sketch_003
+ #[Topic]
+ #[Tested functionality] Saving and opening studies
+ #[Summary description]
+ #[Expected results]
+ #[General comments]
+
+ source(findFile("scripts", "common.py"))
+
+ #[section] Application start
+ #[step] Launch SALOME
+ startApplication("salome_run.sh")
+
+ set_defaults()
+ #[section] Creation of 3D model
+ #[step] Activate NewGeom
+ #[step]Click 'New' button
+
+ activate_newgeom()
+ #[step] Create new part
+ part_create()
+ #[step] Create sketch, consisting from one circle
+ sketch_create(help_points("XZ_plane"), lambda: sketch())
+
+ #[step] Execute extrusion. Use parameters to size = 100 and from size = 50
+ extrusion((182, 140), 100, 50)
+
+ #[step] Rotate obtained model
+ type(waitForObject(":SALOME*.3D View Operations_OCCViewer_ViewPort3d"), "<Control>")
+ mouseDrag(waitForObject(":SALOME*.3D View Operations_OCCViewer_ViewPort3d"), 425, 422, 20, -23, 67108865, Qt.LeftButton)
+ type(waitForObject(":SALOME*.3D View Operations_OCCViewer_ViewPort3d"), "<Control>")
+ mouseDrag(waitForObject(":SALOME*.3D View Operations_OCCViewer_ViewPort3d"), 446, 411, -13, -137, 67108866, Qt.RightButton)
+ test.vp("VP1")
+
+ #[section] Save file
+ #[step] File - Save as
+ #[step] 'Save as' dialog appears
+ #[step] Type name of file
+ #[step] Click 'Save' button
+ save("sketch_003")
+ clickButton(waitForObject(":Warning.Yes_QPushButton"))
+
+ #[step] Close document
+ clickButton(waitForObject(":SALOME*.Close_QToolButton"))
+
+ #[step] File - Open
+ #[step} Open just saved file
+ open("sketch_003.hdf")
+ #[step] Activate NewGeom
+ clickButton(waitForObject(":SALOME 7.6.0.NewGeom_QToolButton"))
+
+
+ #[step] Activate Part_1
+ waitForObjectItem(":Object browser_XGUI_DataTree_2", "Part\\_1")
+ clickItem(":Object browser_XGUI_DataTree_2", "Part\\_1", 50, 11, 0, Qt.LeftButton)
+ openItemContextMenu(waitForObject(":Object browser_XGUI_DataTree_2"), "Part\\_1", 50, 11, 0)
+ activateItem(waitForObjectItem(":_QMenu", "Activate"))
+
+ #[check] Check that file was loaded correct
+ test.vp("VP2")
+ #[step] Close application
+ close_application()
--- /dev/null
+<?xml version="1.0" encoding="UTF-8" standalone="no"?><VerificationPoint type="Screenshot" version="4"><Description/><Verification object=":SALOME*.3D View Operations_OCCViewer_ViewPort3d" type="PNG">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<Mask/></Verification></VerificationPoint>
\ No newline at end of file
--- /dev/null
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<Mask/></Verification></VerificationPoint>
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