From fa892fb85e461d38293dedbd9ab65e2b522e1d3b Mon Sep 17 00:00:00 2001 From: spo Date: Wed, 2 Sep 2015 15:54:57 +0300 Subject: [PATCH] Fix suite_ISSUES_SALOME - tst_sketch_003,4,6,12,13,14,15,16,18 --- salome_run.sh | 12 ++++++------ .../suite_ISSUES_SALOME/shared/scripts/common.py | 2 +- .../suite_ISSUES_SALOME/tst_sketch_003/test.py | 6 +++--- .../tst_sketch_003/verificationPoints/VP1 | 14 +------------- .../tst_sketch_003/verificationPoints/VP2 | 2 +- .../suite_ISSUES_SALOME/tst_sketch_004/test.py | 6 +++--- .../suite_ISSUES_SALOME/tst_sketch_006/test.py | 6 +++--- .../suite_ISSUES_SALOME/tst_sketch_007/test.py | 6 +++--- .../tst_sketch_012/verificationPoints/VP1 | 13 ++++++++++++- .../tst_sketch_013/verificationPoints/VP1 | 13 ++++++++++++- .../tst_sketch_013/verificationPoints/VP2 | 13 ++++++++++++- .../tst_sketch_014/verificationPoints/VP1 | 12 +++++++++++- .../tst_sketch_015/verificationPoints/VP1 | 12 +++++++++++- .../tst_sketch_015/verificationPoints/VP2 | 12 +++++++++++- .../tst_sketch_016/verificationPoints/VP1 | 2 +- .../tst_sketch_016/verificationPoints/VP2 | 11 ++++++++++- .../tst_sketch_018/verificationPoints/VP1 | 2 +- 17 files changed, 102 insertions(+), 42 deletions(-) diff --git a/salome_run.sh b/salome_run.sh index 98e3959fb..9a3fcdbd0 100755 --- a/salome_run.sh +++ b/salome_run.sh @@ -4,11 +4,11 @@ a_dir=$(dirname $0) cd ${a_dir} -if [ "$#" = 1 ]; then - export SALOME_PORT="$1" -elif [ -z ${SALOME_PORT} ]; then - export SALOME_PORT=2900 -fi +#if [ "$#" = 1 ]; then +# export SALOME_PORT="$1" +#elif [ -z ${SALOME_PORT} ]; then +# export SALOME_PORT=2900 +#fi echo "Run SALOME on port ${SALOME_PORT}" @@ -18,7 +18,7 @@ source ${a_dir}/env_salome.sh set -x +e SALOME_ARGS="-r ./test.squish/shared/testdata/SalomeApp.xml" -SALOME_ARGS="${SALOME_ARGS} --port=${SALOME_PORT}" +#SALOME_ARGS="${SALOME_ARGS} --port=${SALOME_PORT}" if [ -f GDB ]; then echo "No --gdb-session" #SALOME_ARGS="${SALOME_ARGS} --gdb-session" diff --git a/test.squish/suite_ISSUES_SALOME/shared/scripts/common.py b/test.squish/suite_ISSUES_SALOME/shared/scripts/common.py index eff237e32..e30531c25 100644 --- a/test.squish/suite_ISSUES_SALOME/shared/scripts/common.py +++ b/test.squish/suite_ISSUES_SALOME/shared/scripts/common.py @@ -18,7 +18,7 @@ def activate_newgeom(): def close_application(): sendEvent("QCloseEvent", waitForObject(":SALOME*_STD_TabDesktop")) - clickButton(waitForObject(":Exit.Shutdown servers_QCheckBox")) + waitForObject(":Exit.Shutdown servers_QCheckBox").setChecked(True) clickButton(waitForObject(":Exit.Ok_QPushButton")) clickButton(waitForObject(":Close active study.Close w/o saving_QPushButton")) diff --git a/test.squish/suite_ISSUES_SALOME/tst_sketch_003/test.py b/test.squish/suite_ISSUES_SALOME/tst_sketch_003/test.py index bbbf9facb..e8016b263 100644 --- a/test.squish/suite_ISSUES_SALOME/tst_sketch_003/test.py +++ b/test.squish/suite_ISSUES_SALOME/tst_sketch_003/test.py @@ -56,9 +56,9 @@ def main(): clickButton(waitForObject(":SALOME*.NewGeom_QToolButton")) #[step] Activate Part_1 - waitForObjectItem(":Object browser_XGUI_DataTree", "Part\\_1") - clickItem(":Object browser_XGUI_DataTree", "Part\\_1", 50, 11, 0, Qt.LeftButton) - openItemContextMenu(waitForObject(":Object browser_XGUI_DataTree"), "Part\\_1", 50, 11, 0) + waitForObjectItem(":Object browser_XGUI_DataTree", "Not loaded Part\\_1") + clickItem(":Object browser_XGUI_DataTree", "Not loaded Part\\_1", 50, 11, 0, Qt.LeftButton) + openItemContextMenu(waitForObject(":Object browser_XGUI_DataTree"), "Not loaded Part\\_1", 50, 11, 0) activateItem(waitForObjectItem(":_QMenu", "Activate")) #[check] Check that file was loaded correct diff --git a/test.squish/suite_ISSUES_SALOME/tst_sketch_003/verificationPoints/VP1 b/test.squish/suite_ISSUES_SALOME/tst_sketch_003/verificationPoints/VP1 index b4c28da25..3ea01f718 100644 --- a/test.squish/suite_ISSUES_SALOME/tst_sketch_003/verificationPoints/VP1 +++ b/test.squish/suite_ISSUES_SALOME/tst_sketch_003/verificationPoints/VP1 @@ -1,13 +1 @@ - - - - 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40.02 \ No newline at end of file diff --git a/test.squish/suite_ISSUES_SALOME/tst_sketch_003/verificationPoints/VP2 b/test.squish/suite_ISSUES_SALOME/tst_sketch_003/verificationPoints/VP2 index 55f0ae7d9..400004459 100644 --- a/test.squish/suite_ISSUES_SALOME/tst_sketch_003/verificationPoints/VP2 +++ b/test.squish/suite_ISSUES_SALOME/tst_sketch_003/verificationPoints/VP2 @@ -1 +1 @@ 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00 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\ No newline at end of file diff --git a/test.squish/suite_ISSUES_SALOME/tst_sketch_004/test.py b/test.squish/suite_ISSUES_SALOME/tst_sketch_004/test.py index 53c56eeb1..14bc1f465 100644 --- a/test.squish/suite_ISSUES_SALOME/tst_sketch_004/test.py +++ b/test.squish/suite_ISSUES_SALOME/tst_sketch_004/test.py @@ -24,9 +24,9 @@ def main(): clickButton(waitForObject(":SALOME*.NewGeom_QToolButton")) #[step] Activate Part_1 - waitForObjectItem(":Object browser_XGUI_DataTree", "Part\\_1") - clickItem(":Object browser_XGUI_DataTree", "Part\\_1", 51, 7, 0, Qt.LeftButton) - openItemContextMenu(waitForObject(":Object browser_XGUI_DataTree"), "Part\\_1", 51, 7, 0) + waitForObjectItem(":Object browser_XGUI_DataTree", "Not loaded Part\\_1") + clickItem(":Object browser_XGUI_DataTree", "Not loaded Part\\_1", 51, 7, 0, Qt.LeftButton) + openItemContextMenu(waitForObject(":Object browser_XGUI_DataTree"), "Not loaded Part\\_1", 51, 7, 0) activateItem(waitForObjectItem(":_QMenu", "Activate")) #[step] Edit Sketch_1 diff --git a/test.squish/suite_ISSUES_SALOME/tst_sketch_006/test.py b/test.squish/suite_ISSUES_SALOME/tst_sketch_006/test.py index f5259bbb2..95e0be354 100644 --- a/test.squish/suite_ISSUES_SALOME/tst_sketch_006/test.py +++ b/test.squish/suite_ISSUES_SALOME/tst_sketch_006/test.py @@ -23,9 +23,9 @@ def main(): clickButton(waitForObject(":SALOME*.NewGeom_QToolButton")) #[step] Activate Part_1 - waitForObjectItem(":Object browser_XGUI_DataTree", "Part\\_1") - clickItem(":Object browser_XGUI_DataTree", "Part\\_1", 51, 7, 0, Qt.LeftButton) - openItemContextMenu(waitForObject(":Object browser_XGUI_DataTree"), "Part\\_1", 51, 7, 0) + waitForObjectItem(":Object browser_XGUI_DataTree", "Not loaded Part\\_1") + clickItem(":Object browser_XGUI_DataTree", "Not loaded Part\\_1", 51, 7, 0, Qt.LeftButton) + openItemContextMenu(waitForObject(":Object browser_XGUI_DataTree"), "Not loaded Part\\_1", 51, 7, 0) activateItem(waitForObjectItem(":_QMenu", "Activate")) #[step] Edit Sketch_1 diff --git a/test.squish/suite_ISSUES_SALOME/tst_sketch_007/test.py b/test.squish/suite_ISSUES_SALOME/tst_sketch_007/test.py index 82bfa6978..9d024ae5f 100644 --- a/test.squish/suite_ISSUES_SALOME/tst_sketch_007/test.py +++ b/test.squish/suite_ISSUES_SALOME/tst_sketch_007/test.py @@ -23,9 +23,9 @@ def main(): clickButton(waitForObject(":SALOME*.NewGeom_QToolButton")) #[step] Activate Part_1 - waitForObjectItem(":Object browser_XGUI_DataTree", "Part\\_1") - clickItem(":Object browser_XGUI_DataTree", "Part\\_1", 51, 7, 0, Qt.LeftButton) - openItemContextMenu(waitForObject(":Object browser_XGUI_DataTree"), "Part\\_1", 51, 7, 0) + waitForObjectItem(":Object browser_XGUI_DataTree", "Not loaded Part\\_1") + clickItem(":Object browser_XGUI_DataTree", "Not loaded Part\\_1", 51, 7, 0, Qt.LeftButton) + openItemContextMenu(waitForObject(":Object browser_XGUI_DataTree"), "Not loaded Part\\_1", 51, 7, 0) activateItem(waitForObjectItem(":_QMenu", "Activate")) #[step] Edit Sketch_1 diff --git a/test.squish/suite_ISSUES_SALOME/tst_sketch_012/verificationPoints/VP1 b/test.squish/suite_ISSUES_SALOME/tst_sketch_012/verificationPoints/VP1 index 4cdfafb98..3d79078c0 100644 --- a/test.squish/suite_ISSUES_SALOME/tst_sketch_012/verificationPoints/VP1 +++ b/test.squish/suite_ISSUES_SALOME/tst_sketch_012/verificationPoints/VP1 @@ -1 +1,12 @@ 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 + + + + + + + + diff --git a/test.squish/suite_ISSUES_SALOME/tst_sketch_013/verificationPoints/VP1 b/test.squish/suite_ISSUES_SALOME/tst_sketch_013/verificationPoints/VP1 index e22f73886..51c30a53c 100644 --- a/test.squish/suite_ISSUES_SALOME/tst_sketch_013/verificationPoints/VP1 +++ b/test.squish/suite_ISSUES_SALOME/tst_sketch_013/verificationPoints/VP1 @@ -1 +1,12 @@ 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iMED27XNfbRKKqNTumCqDNABR2sdojRkoOks9vTLddQzYAGRf7X21SSi6i3EagIjJGrrFU/03aBqg29Q5NR+NWlljBooOUj1HeMp2qTNozEMBdDSjNXS8as1Ux2PGR4xBGqBrTfdOr9PVeAvqk1B0sGRwtcY/2ij/PQMwnWlHa8xAkVnj55umC5eGB2nMQwF0LpNQdJLJ800ATCnWGajEdG9BTULRAapn8kf8TxSA2Zt6tMYMFBnRluEZ81BAp4t7qKYGozVk1D5PBwaACWQNWdS17zMAmA2nDJNFmgagYd38znCKrHFiDTi9BiDjptxRm4SK0EBp1bzSgcXyohByo/kXKqGcr/SUcsMvF57cW3h68vXnlta+XPjdpIUH5ELhpcLjdS6fbF7poHIYmfAbJ998wdih+dA7kttdyY0lSwbz2+u4lwBMoZuHaoKsidLewta9ha2rh96VC4UdxZ8mC5eMHrtk9NhiZb89PQ8mS+aPreupzJ9TXlGo9E/ImmUjf/KH4s9DCG8YPv35noeqaTLd8gkWjx5VLO+3ve+2xaNH95eX7eq9v8bN+8pL+svLxt/8xZ5H9/T8Oo1HAoDu4tyabrE3vy2EMG/soOqSF3se2937QAiVCddcNnLC3sK25PJLhSfml9bVXj7BwrHD5pYO2N53WwhhoLS6WF5c++Y9lbkj+T1D+WcH89tHcy+M5PdoGgAaMzFrnFgTt1zITVhSmZQ1hUr/wrFDX71+oRSGay+fYN7Yukp4ZTppV+/92/t+UvvmlTC2o/jTPxTvfq54TyVXqg4vtZ3Ta4CO0+UzUMEkVPcYKK8KITzf88g+rzmcf25e6cA1QxtfLvy+WN5ve9/m2ssnyIeeUm5wfmldb3nBcH7nPldbvbBo9C0vF34/m/sIQJeTNZFbOvrWchjtLy/PV3qfK95Tz9m4u3u39JWX9lbmzy29cSy3d5/Lx5tTXhFCKFTmvFh4LBTC6qFziuVFu3u31HPzgfLqrb0/bvB+AnQ9QzXBuTXRe6733l2992/ruzkXCgtH31TPTRaM/VElN/Z8z0OVUO6pDKwcPqP28tfLhRAqoZT8UM6NzCsdWM/Nl4weM5p7ocE7CUBXmny2gKzpFuXcSG9lwZzSyn1ec+HY4TuKt7/Q88jT/TeO5l4oVObUXj7eYP6Z5HclP1ZCeZ+rTcwprSzlhhq+dwAQJmSN84UjVg5jIYTeyoIZ3Wq6E2gmLJ9bWlO9XAnl6utq8hnK0602FwqVMDqjbWsBZw0DncIMVMJoTbco54ZCCMXKwhDCotE317hmJZQGSquqP5Zyg7WXrxzesHj0mOr/GixsK1SKyeVcpXcs91Ltm4dXq6j86tQVAPXzvms8pwxHaKC0am5pbQi5SigtHzlpOL9zT8+DO4p3rBh+R39p/4W5w/KhGEJYOHZosbwkH3orobRs5IRybnhn730hhJ3FX+w3emR/eXkuFHoqc7b1/Z9ktdMtH8xv7y/vv7ew9ZWr9d5XqPTvP/L2Shgr5fZWB2amu3l4dSSpNM1pyADUZqimStZEKPmW4cnLq18hk3i+5+Epbz6Y3z7YN8UHpqZbvrv3gQlLni3eVf/NQwiDhWeeKvgHCcBsmYQCACJhtAYAOsyE82muvfSA6uUu/9DPa1njY1Aw2amXX5X809i86RL/NICMGL87sncazyQUABAJWcMr1gxtXDO0sd1bAQCNc24NIakZHw4EoNPJmu5VHZsRNACdy4k148mabmR4BoAoyZouYngGgJhM/hC3rOkKhmcA6AayJnKCBoDu4QPecUo+rZ388TNNM0vVsU1/Jhcg414ZrfEVw9EwPANA1zIJFQ9BA0CXkzUdz+ebACAhazqY4RkAGE/WZNd0f5TV8AwATHlasKzpJIZnAKAGWdMZBA0A7JOsyTTzTQBQP1mTLRO+8O3aSw+oXvaVQgBQm6zJlvHtMt0pwwDQ5ab7GmF/PAEAiITRGiAqXwzhtA/93Zr9duZzlcd2Ln/PdZ9Oln/utO+fdej9e0f77t+69s9u+kB7NxJoEqM1QFQ+HcLGa/+8UsnN7xv8198fXF1+2a3nPj80cOpXPqtpIGKyJrucWAMN++KdZ4UQLjrutuqST73tn37w4Fvbt0VAamr8fW5ZA0TimtPXX3P6+tt/efs1p6+//v4TH31uRW+hdPXGa5L/u+GPt3z5ntPau4VAs8kaIE5nfv2vQggbDtkSQrjynGuvvOvMdm8R0HSyBojERbc8MOHC5scODyHc8fFLl897/uZH1rdty4D01JiBCtWsqf6/CV8HB9C5Lv7exSGElQt2n/+tT7Z7W4BWMFoD+1D7nQEA2SFrAIDOsM/3mbIGAIiErAHiUT1ZOITwgaPv/NYFXxoe6x0e6/2H9131iT/5lzZuGDB79ZwS4I8nAFGpls11v3zbdb98W3s3BmgxozUAQNbV+ekNWQMARELWAACRkDUAQKbV//1hr2WNLxqGyXwXH0AHMVoDAGTXjN5eyhoAIBKyBgDIqJmeCSBrAIAsauDsRlkDAETidVnjw1Awno9BAbRLY3tgozUAQCRkDQCQLQ0PlssaACBDZnMCgKwBACIxMWucNQwJ5wsDtN4s971GawCATJj9+0lZAwBEQtYAAO2XytT/FFnj9BpwYg1AK6W11zVaAwC0U4rvJGUNANA26Y6OyxoAIBJTZ43Ta+hmTqwBaI3U97dGawCANmjGe0hZAwC0WpPGxafNGvNQdCczUADN1rw9bU+6qwMAqCFpmia9dZQ1AEArtGD+p9a5Neah6DZmoACaZHxLNG8f65RhAKC5WtM0wSQUANBUrRwI38dojXkouocZKIDUtXjXarQGAEhfyyaexnNuDYRgqAYgVW1pmlBP1piHAgDqtHnTJe1qmmASCgBISxuDJpFbV99vNURPxLy8AWZpwpROu3anRmsAgFlp+yBNVb2jNcE7WiLlhQ3QsIwM0lQZrQEAZixrQZOYwQe8fSQKAJjwWaeQmaYJRmvocmagAOo3eVwjaztPWQMA1DLlLE3WgiYxg1OGE97dEg0vZoDaOihoEkZrAIDXme4k2iwHTWLGozXBe1yi4GUMMEHn1kxVI6M1p15+VXLPN2+6pIPuKgAwQe1PN3fcUd4kFN3IUA3Qzfb5RS2du29sMGsM2ABAU6Xy3TAz+qq5CA7oRmvoOoZqgE7UpO/CjWxP2Mgpw1UOD3QcL1qgUzTvO/0j3gEarQGALJoQH41VTsQFM6VZjdYE733pKF6uAHGbwZ+6BADIstlmjT/rTacwVAMQvRRGa5QN2adpALqBSSgAIBLpZI0BG7LMUA1Al0httEbZAADtZRKKyBmqAegeaWaNARuyRtMAdJWUR2uUDdmhaQC6jUkoACAS6WeNARuywFANQBdqymiNsqG9NA1Ad2rWJJSyoV00DUDXcm4NABCJJmaNARtaz1ANQDdr7miNsqGVNA1Al2v6JJSyoTU0DQCtOLdG2dBsmgaA4JRhIqBpAEi0KGsM2AAAzda60RplQzMYqgGgqqWTUMqGdGkaAMZr9bk1yoa0aBoAJsita8chwQGJWUpeQl4/AIzXnk9CGbNhNrxsAJhS2z7grWxojKE+AKbTzu+tUTbMlKYBoIb2nFszgfMkqIemAaC2DH3LsDEbatA0AOxTJrLGbBS1aRoA6pGJrAnKhulpGgDqlIlza6rGN41jGF4PAMxIVkZrEuMPXYZtupymAWCmspU1QdkQQtA0ADQkW5NQ4zmjomt56gFoTHazJnjL3pU0DQANy3TWBGXTTTzXAMxS5s6tmcCpNl1C0wAwe1kfraly2IvVhFr15ALQsI7JmqBsYuQ5BSBFWZ+EGs+EVGQ0DQDp6qTRmiqHw07nGQSgGToya4ITMjqZpgGgSTo1a4Ky6UCeMgCaqoOzJuFI2RE8TQC0QMdnTcK8RpZpGgBaI5KsCY6dmeRJAaCV4smahONoRngiAGi92LImTPWVNo6preTxB6BdIsyahINr63nMAWivaLMm4UDbGh5nALIg8qxJOOg2j8cWgOzoiqxJOACny+MJQNZ0UdYkpvwbmY7H9fMAApBZXZc1CcfmBnjQAMi4Ls2axJTH6eBQ/XoeJQA6RVdnTZUj92QeEwA6jqx5zXQH8tBNx3IPAgCdS9ZModsO7TXub4j0LgMQJVlTS9zH+7jvHQBdSNbUpXYBJLLfAXHcCwCYjqyZmXrKIJGFPqhza7OwqQAwe7KmcfUnTlWTAqKBLQlqBoDoyJrUNNYWraRjAIibrGmWLFSOjgGgq8ialmpS68gXAAiyBgCIRr7dGwAAkA5ZAwBEQtYAAJGQNQBAJGQNABAJWQMARELWAACRkDUAQCRkDQAQCVkDAERC1gAAkZA1AEAkZA0AEAlZAwBEQtYAAJGQNQBAJGQNABAJWQMARELWAACRkDUAQCRkDQAQCVkDAERC1gAAkZA1AEAkZA0AEAlZAwBEQtYAAJGQNQBAJGQNABAJWQMARELWAACRkDUAQCRkDQAQCVkDAERC1gAAkZA1AEAkZA0AEAlZAwBEQtYAAJGQNQBAJGQNABAJWQMARELWAACRkDUAQCRkDQAQCVkDAERC1gAAkZA1AEAkZA0AEAlZAwBEQtYAAJGQNQBAJGQNABAJWQMARELWAACRkDUAQCRkDQAQCVkDAERC1gAAkZA1AEAkZA0AEAlZAwBEQtYAAJGQNQBAJGQNABAJWQMARELWAACRkDUAQCRkDQAQCVkDAERC1gAAkZA1AEAkZA0AEAlZAwBEQtYAAJGQNQBAJGQNABAJWQMARELWAACRkDUAQCRkDQAQCVkDAESiJ60VffU955ywdk2lEp7cvWfP0NBBixct6O+7f+sz7/v2/65/Jd887z8cumxpIZ/fPTh4w4MPX333vf/8kfctmzd3996h3+3e89Hv3ZjW1gIA8Ukta/br79vyzI7zr/9e8uOvPv3xYqHw3V/9ZkYr+eB3fvAXJ53wseOPGRwdvfrue0MIZ37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+ + + + + + + + diff --git a/test.squish/suite_ISSUES_SALOME/tst_sketch_013/verificationPoints/VP2 b/test.squish/suite_ISSUES_SALOME/tst_sketch_013/verificationPoints/VP2 index b95de1aca..021e133bc 100644 --- a/test.squish/suite_ISSUES_SALOME/tst_sketch_013/verificationPoints/VP2 +++ b/test.squish/suite_ISSUES_SALOME/tst_sketch_013/verificationPoints/VP2 @@ -1 +1,12 @@ 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+ + + + + + + + diff --git a/test.squish/suite_ISSUES_SALOME/tst_sketch_014/verificationPoints/VP1 b/test.squish/suite_ISSUES_SALOME/tst_sketch_014/verificationPoints/VP1 index dfcaedff2..275218b2c 100644 --- a/test.squish/suite_ISSUES_SALOME/tst_sketch_014/verificationPoints/VP1 +++ b/test.squish/suite_ISSUES_SALOME/tst_sketch_014/verificationPoints/VP1 @@ -1 +1,11 @@ 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 + + + + + + + diff --git a/test.squish/suite_ISSUES_SALOME/tst_sketch_015/verificationPoints/VP1 b/test.squish/suite_ISSUES_SALOME/tst_sketch_015/verificationPoints/VP1 index 042196d9a..75e1e7cd6 100644 --- a/test.squish/suite_ISSUES_SALOME/tst_sketch_015/verificationPoints/VP1 +++ b/test.squish/suite_ISSUES_SALOME/tst_sketch_015/verificationPoints/VP1 @@ -1 +1,11 @@ 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tzVJ3VTaqK7dhXfWq9uo/Dfx9xnftn1L6a/Ufh2xSAIhA1gyh9upn2quf2afjPblU/XzNPfnFKZ1HTek8qibbdc2o5YVX7tr51gldM/KPs9T1pzE/yT8e073H1I3veGn0b3Opap+OMwvrAMC2HITqbXUuTc+G8F7Z7VV/TimN33TANs9k3WlTR9XzPdtlcudhnVWvrK9+tr36mc6qV9+04eQhmgoAArBbUx651Pv+4C/UPNBR9XyvxVHZ2PW5tfnH3amzJtu1FMMBwPBkt6bUxnbvnVJ6ZdTjvdZHZ+Mnbjpwwqbawsobut6UUkqpcG+q7pTSG7r3LMGQADAc2a0pkamd7+hOnWO696jKRr9Y88D6que2ejqXRndPfHn00gmbaqd1nP3S6N+1V/+pKv+3k9ucNVnKUkq5zF8ZAPTNbk2JvDj6wZdHL/3zLnfkUvWkzkN6Pbtm1B9eHr00pfTqqNaUcpM3vS0VdmmyzYerthy3qowbiwNA5ZE1vdU1NQ/pWcPduY2js4lv6Nqr5+KkTQeP65pW+LEqq8m/MqWUe+3vKJdSaq9+ZiimAoAAZE2pdadNKaXR2cSeixM3HThx00G9XrnlDOLCbo2/LADoj38pS60715FSqskmpZQmd74tv9iV63h2l7vSltOE11c/m1/fUPXSqGx8/vGobNyGqhdLPzAADBeypg/FOg41tmvv3TfOSimXpa49Np6w66aZKaXna+7tzL06puuNkzYdXJVq8q/88y53vHHjuyZ3HjZ502Ht1U+/OPo3+fW/1NyX5TqndB45pfOortyGv9T86nX+VwOAwFxWM4Ty3zK87fpzu/xy28W/1NyXUmpLD/V+cc3dQzEbAMRjt6ZvRdmwmdZxzrSOc4o4FQDQD1kzVApBo2wAoDRkzZDolTLKBgBKQNZsV3G/wEbZAMBQc8rw4K3cfu6sTJufOrFxVanGAYCRzm5Nf/rfsMk6j8v/p7GxsbDY2NhYWM86j+v5ehs2ADCk7NYMXu3COSmluR1tly9YMPbgQ9tXPDL24EP/V9OV1y2+6ICT52/7+qfH3FryGQFgBJE1O1DX1NySq5+epZZcfV1Tc69nX7jl5iu7u7vWvj2fOPn9mLsvvWDvYy99y3uuKLxM0ABACTgItWPbOxQ1t6Nt3fJlr9yf69k0KaWTrrjxhUd/dmL6v/kfNQ0AlIbdmsFrbGyccOQ7+3yqs/3lxsbGGU2TSzwSAIxkdmsGZHsbNrmqqsuuODU5HRgAKoCsGag+y2bdow+nbZrm6TG3Vo8b1+syKABgqMmawcs6jxt70Mx/ve2xuy+9IL/y9Jhbnx5za+u8RWMPmlne2QBgBMrN2ObqnhGrdX597YId/DZaGuqnZ2l1LhWuimqdt2j0hOU1+0/LX+Dd8dSTE48+dsoZZw/9vADAVuzW7Jxeh6KmdZxTu3BO56sz21c8klJqX/FI19q3t/2yo9xjAsBI5EqovvVzY4R9U0q5lFI6seOc/MXbtQvnzGiak3+2dmEpxgMAtmW3pm8DuTHC3f+wb1HuggkAFIXdmr71eWOEyxcsuPqeWVNmn7nlVXNas/o+v30YACg9WbNdvW6MkNc6b9Gk42/e/b3n5X/cfJ6NsgGACuAgVN963RihoHbhnHXLl83taMv/2P8tvgGAUpI1fWtsbNzed890rVvX84QbZQMAFULWbFfhxgg71LNsxA0AlIus2a78jRG21eeNEQplY9sGAMpF1vQtf2OEK3/6i9Z5i3qu93NjhHzZ2LYBgHJx84TXbHvzhNZ5i6onLh2z3wE7dWOE/A0WUtrqHgsAwFBzgXd/ahfO6VqbcqPvTym1r3gk6zwupY4dfo9wXVNzS64+pc3XfudXhn5YABjp7NaklFLr/K0OGO3whpcD1HPbJokbABhismbzsaeVDfVZlnK5lGUpFbVsUko94ybpGwAYGiM9awpNk1LKZ03+QSpe2aSt4ybtzObNEG0jAUBIRcuab73/rFn7TcuytKptzZqOjgN2mzxxzC5Ln3n2gzf++8Df5Dvnv/eg3adWV1W1rV9/6/LHrrn/wZ9/7IO7jx/X1t7xVNuaj//wtqKM2lPr/Prclk2UQtbkHxe9IQrXRg1w86ZncqUhiC0ACKZoWfODiz6wKcsu+N4P8z8+/JlPja0Z/bnb77z1kcd26n0+f8KsTx5z5HOv/vX4f74uv/KjD8059zuL+v9Tg9Yra3bW4CKjz82bvELi9GqanhMqGwDoU9GuhBpbU/Pu676Xf9x0xslja0Y/9OzzO9s0KaWvLvn1mYe8Za+JE+afePyCe351+8UXvue67xdryP7leuTFAHdreh0kGqDa1JzS5oukUo++6bm4uiG1pNfefN8tEw6ivQBghCha1qxqW1N4/L6ZB6eUBr3FcvniJd9433suPvrwPSaMW/zEk8WZb/t6HnsqrAzQ4DZONsfQ/D6emr6dj161ZcLVua1yp3/OTQZgRCn+KcM3Xnju0dP2vn3F///0bXcM+k2+ee6ZdbX7r9u48bCrvlHE2fqUj4xC2cxoat72e/lKZnvfTby93Onf6tyOX9OLEgJg+Cpy1sw+sPbr55zR2dV1yP/5p9f5Vq3zL0kp/f1P7/r35SuKMVr/n1VxFxz1iq1Vg3qTQcTQIEooiSGGxsoB3IFkhF/LCfRS5G8Zbjjp+FxK1z74+/yPFx3xtu/+vu8bRvbvI0cd/vSaV6btOqnhpONLkDWV0DG91C5obp1fXzhAtu+gtpEKZ+oM3OC2hQbxQUkMsSOFe8pedsWpjY2N+ceNjY3/cOmdhdfs8Fu/gRGlmLs1nzzmyM+dMOvFde3HXnNtfuWWD5//3n+7aRBv9Yv/etFp1373zo/PPWC3yd9f+ocv33l3sYYcXkq/jTS4O3Q6RsbQmdvRdvmCBVvdmu2ds6bMPrPccwGVqJhZs+zT/238LjVf+PniHzz8aH7lpxd/sHB51MBdf9451/9u2T0rn0optc6/JEvpzQu+VqwhGQoliyHHyEaaF265OXV3v3J/rnbhnMJi67xFk47P7f7e88o4GFCZinYQ6r4PfWD8LjUvv/xyoWl+8tELX92woZ8/8i9f/MyS7u6btv4n530zD25b35FvmpTSbY8+ftYhB/74I+efff1gdn0ojcF1QyUfI1NClWBuR9v/XL5s05rDejZNSql24Zx1y7/42dNPuWHM5HLNBlSm4uzWnPfKc1/5yldSSl1dXVWPPZb22CM3dWpKqfuuuzZdeOH2/lT3+vWFxzO/9JXzD595/mEzp0+etH5j500PLf/6rx9MKd32kQtqp+7WnWWP/eXFxU88+Y0Hfvv6p2X4si00oqxsqJ9w5DvXPlDdK2vSlrOJnS8M9FKc3ZqbJ+150aOP7rXXXg899NAfTzxxgH/q0KqqJ7Psq1m2pqk5pXTTsuU3LVve6zVnXX9jUSYkhnjbQkkM9StXVXXZFaemMeWeAxgminYQ6tAHD5164dRJD3wp+f9oKswgumFwgeIYWdGte/Th9O7Ttl2vHjdu05rDXAYF9FLkC7whhpJtC6VBxdAI2RbKOo+beEzXlT/9xbanDE/8wcwyDgZUrKJdCbVyj/qpF06ddNWXivJuMHIM4oShEXVFfeu8RdUTl251gffRx0454+xyzwVUIrs1UGaVfIysEraFahfO6VqbcqPvTym1r3gk6zwupQ6Hn4A+2a2BkaKSt4VSZewMAcOd3RoYKSp5W2hwn6WEgF5kDbBdTp0GhhdZAxRZvK8XUkIwXMgaoCJU8jEy20IwXMgaYLiKty2UxBC8PkXOmkv/5r8cvc9e03adVJXLrXzp5fffcHN+/csnn3DGQW9u7+xc+syz826/s7gfCjBwlbwtNLjPUkJQUOSsueKX96aUfnvJJyaM2eU3q58prF++eMms/aafdu0Nxf04gBJw6jQMF0NyEOqq+/7jslNPuvjow7+65Nf5lU+/65hblq8Yis8CqEzxjpEpISrfkGTN95b+4aIj3vbmqVOuOeeM/3Hrz1JKs99SO/vb3x2KzwKIpJKPkdkWovIV7VuGnzr3s2P2GbP+N+v3f+Cq/Err/EtSSrULvnb1WbPveLz1jsdbi/JBALx+vnWakIq2W9O9ojvtk7KXXvtffcvKP9bN2P/eT330mVfWahqAilLJ20KD+ywlRCrmPaEeqR/3zXF7Nn+l52Jhw6YoHwHAsDOIbaE0qBiyLUQq4m7NjEObn0tfLNa7ARCDU6eLqHX+VtPWLtBkvRXzlOGOlR1FfDcARqxKPkZWrlOnW+fX1y5oXrll9yvLNq+8zrcNpmgHofrkIBQAlWy4nDrdq2nysiwlezZbG6qsmXvEYacfVHvYm/ZMKS1/7i9Lnnzqn//j/w3FBwFAKZXsbKG0nRjat8fjLJM1Wxna3RoAIBU1hnI9WkfW9OJWlwAw5Ep5C46RTNYAQIXqeW5N2nqfJm05t4ae/hM6HGPbbTV0oQAAAABJRU5ErkJggg== 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 + + + + + + + diff --git a/test.squish/suite_ISSUES_SALOME/tst_sketch_015/verificationPoints/VP2 b/test.squish/suite_ISSUES_SALOME/tst_sketch_015/verificationPoints/VP2 index 0bbc818ea..f4da1c31f 100644 --- a/test.squish/suite_ISSUES_SALOME/tst_sketch_015/verificationPoints/VP2 +++ b/test.squish/suite_ISSUES_SALOME/tst_sketch_015/verificationPoints/VP2 @@ -1 +1,11 @@ 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 + + + + + + + diff --git a/test.squish/suite_ISSUES_SALOME/tst_sketch_016/verificationPoints/VP1 b/test.squish/suite_ISSUES_SALOME/tst_sketch_016/verificationPoints/VP1 index c9e3b496c..774fef61e 100644 --- a/test.squish/suite_ISSUES_SALOME/tst_sketch_016/verificationPoints/VP1 +++ b/test.squish/suite_ISSUES_SALOME/tst_sketch_016/verificationPoints/VP1 @@ -1 +1 @@ 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 \ No newline at end of file diff --git a/test.squish/suite_ISSUES_SALOME/tst_sketch_016/verificationPoints/VP2 b/test.squish/suite_ISSUES_SALOME/tst_sketch_016/verificationPoints/VP2 index d3e380c24..01469c123 100644 --- a/test.squish/suite_ISSUES_SALOME/tst_sketch_016/verificationPoints/VP2 +++ b/test.squish/suite_ISSUES_SALOME/tst_sketch_016/verificationPoints/VP2 @@ -1 +1,10 @@ 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 + + + + + + diff --git a/test.squish/suite_ISSUES_SALOME/tst_sketch_018/verificationPoints/VP1 b/test.squish/suite_ISSUES_SALOME/tst_sketch_018/verificationPoints/VP1 index 55e485d96..cd654e5d6 100644 --- a/test.squish/suite_ISSUES_SALOME/tst_sketch_018/verificationPoints/VP1 +++ b/test.squish/suite_ISSUES_SALOME/tst_sketch_018/verificationPoints/VP1 @@ -1 +1 @@ -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 \ No newline at end of file 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59nsELSprvGIAgOpY7LRG2QAAFZHBJpSyAQCqwLk1AEAQ2WSNgQ0AULrMpjXKBqCC/JvMSMlyE0rZAAAlyvjcGmUDAJQl+1OGlQ0AUIqlZS8AgIx1fVfZ+Wb7O08IqTGez0u8/bfIXyGAEu3YNDnK/w47GI2avO5bYysKAChYjrfjW7N5aytulA0AUICC7jK8Y9OkuAEAcpV71nRuZyobgII5p4SRUsS0RtkAAAUoaBOqfZ5NUjYAQD4K/QneygYAyE+hWZOUDQCQm6KzJh1cNuIGAMhKCVmTnEQMQP7cYngElZM1SdkAAFkrLWvSnMujxA0AsBhlZk1L19hG3AAAwyk/a9KcXU9lAwAMoRJZkw7ekErGNgDA4Brj1Ts/vDNonL4OwKBmNk4+0njm1y9qpoktDiWjoirTmk7GNgAMbWbjZFfHzGx0HBkVVZzWtHUFjckNAAtrNc3uTZM/ePaRFSk1myklM5uRUMVpTdvcU4lNbgBY2O45R4pGY94/SECVnta0za0ZkxsA5prZONmKmB/0+AMOH7HVI2ta5h3VeIEC0NbOmtS7bDo5iARTp6xpETcA9NI6O3igsunigFJr9cuall4n2Xg5Aoy4rrIZ37y189qoIc7RdGSpkbpmTZu+AaBL1xXdC1wDNdyVKA4xlVX7rGlZ4HXpxQdA/4ROrQXJmraFX45edgAMSujUSLSsaevnVeg1B8AQhE5lhc2atoFefF5zAAxB6FRE/KzpZIQDQDFcclWK0cqaLm6BA0BhhE4BRjpr5tqxadJrCIBiCJ3MyRoAqAQn6CyerAGAihI6g5I1AFAbQmdhsgYAakzodJI1ABDKKIeOrAGA4EbnkitZAwAjJ2royBoAIEjoyBoAoFtNT9CRNQDAodUidGQNADCMCoaOrAEAslF66MgaACAvBYeOrAEAipPrJVeyBgAoU4ahI2sAgGoZKHQ6E2dpDosBABhe1zCm/8qRNQBApc3dcuoVOjahAIAgxspeAABANmQNABCErAEAgpA1AEAQsgYACELWAABByBoAIAhZAwAEIWsAgCBkDQAQhKwBAIKQNQBAELIGAAhC1gAAQcgaACAIWQMABCFrAIAgZA0AEISsAQCCkDUAQBCyBgAIQtYAAEHIGgAgCFkDAAQhawCAIGQNABCErAEAgpA1AEAQsgYACELWAABByBoAIAhZAwAEIWsAgCBkDQAQhKwBAIKQNQBAELIGAAhC1gAAQcgaACAIWQMABCFrAIAgZA0AEISsAQCCkDUAQBCyBgAIQtYAAEHIGgAgiKVZPdE15738mOce3vXgQz959HMP/Xv/T/K+1Rf88R3f6Hxk/dkvPWzJ2F9/+74MlggAhJbZtOb4o448cfmy9n+nHnfsO15x9stOfMFAT/IrRy//8tXrOx/5wKsv+v7/PpbVIgGAwBrjm7fm8bx/+vrXnH78sRfftG3Qd/z2u6/evnPXx++6O6V05zVvu+eRH276wldyWCAAEE0u59Zcfe7ZF528YoimSSlN/dNd73zF2SmlD776oqVjY5oGAOhTZufWdNpw4aqhc+T2h//jslPG7/i93zlx+bJT/uRT2S4MAAgs+2nNN9/1zu07d92269+GfoZ3f+4fX3j08p0/+nGGqwIAwss4a7a/9cofPfHTD375jsU8yZ+/4bWP7HnspSe8YPX4SRmtCwCIL8us+cAlF538/KPftG37Yp7kipWnrR4/6eKbtm27d+d1l1+c1doAgPAyy5rXnXHqW89+yTmf/MtFPs/7L7nwxn+5N6X0ka9+7Wc///n02suyWB0AEF9mWfOx11zy1N69Uyc+r/93+Ys/vPaqTZOdj9z0W2v/+/+evOHr97TeXH3j37zujFMvPWU8q0UCAIFlc9+aT5zx4rVr1877W08fd1yv9zrw1FPtX5/5/o9e+ZIzPnL5xacefPXTdZevueRXx8/91GKHQABAeJndju/v115ywgkn7Ny583uvelWf77JybOy7zebHms3H8rklIAAwUjK7b83Kb6089i3HLr/n/UmjAABl8BO8AYAgZA0AEISsAQCCkDUAQBCyBgAIQtYAAEHIGgAgCFkDAAQhawCAIDLOmjXjL37vq1459/FNqy/I9gMBAHTJOGt27P7eW172a++5aFXng3de87ZfPuqobD8QAECX7Dehrv/6N99xzlntN99z0apfes5zrv2HL2b+gQAAOmWfNdvu3fnQTx79zG+/sfXm2885a8ud38j8owAAdMksa5ZcsOSpA09977xrU0pv+vTNv/7CE16/8rRPX/XG+3/045t37srqowAA9LI0qyc68PCB9MLU/J9m682/+tZ3rrv84kYjnfHxP8vqQwAALCCzaU3zlmZK6eT/vKH15sfvuvtAs/nZBx7K6vkBABaWWdaMr9za9ci+A/t/+rOns3p+AICFZXnK8Ozu2QyfDQBgIFlmzUmfvz7DZwMAGIgfngAABJHZlVBznX3Djfk9OQBAF9MaACAIWQMABPH/wX5S/xabthIAAAAASUVORK5CYII= \ No newline at end of file -- 2.39.2