diff options
Diffstat (limited to 'source/fr/helpcontent2/source/text/smath/01.po')
| -rw-r--r-- | source/fr/helpcontent2/source/text/smath/01.po | 632 |
1 files changed, 316 insertions, 316 deletions
diff --git a/source/fr/helpcontent2/source/text/smath/01.po b/source/fr/helpcontent2/source/text/smath/01.po index 687d341e659..3110e43e4b4 100644 --- a/source/fr/helpcontent2/source/text/smath/01.po +++ b/source/fr/helpcontent2/source/text/smath/01.po @@ -4,7 +4,7 @@ msgstr "" "Project-Id-Version: PACKAGE VERSION\n" "Report-Msgid-Bugs-To: https://bugs.libreoffice.org/enter_bug.cgi?product=LibreOffice&bug_status=UNCONFIRMED&component=UI\n" "POT-Creation-Date: 2016-12-27 21:50+0100\n" -"PO-Revision-Date: 2017-01-25 17:43+0000\n" +"PO-Revision-Date: 2017-01-29 15:00+0000\n" "Last-Translator: sophie <gautier.sophie@gmail.com>\n" "Language-Team: ll.org\n" "Language: fr\n" @@ -15,7 +15,7 @@ msgstr "" "X-Accelerator-Marker: ~\n" "X-Generator: Pootle 2.8\n" "X-Project-Style: openoffice\n" -"X-POOTLE-MTIME: 1485366195.000000\n" +"X-POOTLE-MTIME: 1485702021.000000\n" #: 02080000.xhp msgctxt "" @@ -2387,7 +2387,7 @@ msgctxt "" "par_idN100F7\n" "help.text" msgid "<image id=\"img_id3154574\" src=\"res/helpimg/starmath/fu21507.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3154574\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3154574\" src=\"res/helpimg/starmath/fu21507.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3154574\">Icône</alt></image>" #: 03090400.xhp msgctxt "" @@ -2413,7 +2413,7 @@ msgctxt "" "par_idN10132\n" "help.text" msgid "<image id=\"img_id3149687\" src=\"res/helpimg/starmath/fu21508.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3149687\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3149687\" src=\"res/helpimg/starmath/fu21508.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3149687\">Icône</alt></image>" #: 03090400.xhp msgctxt "" @@ -2439,7 +2439,7 @@ msgctxt "" "par_id3149483\n" "help.text" msgid "<image id=\"img_id3149490\" src=\"res/helpimg/starmath/fu21908.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3149490\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3149490\" src=\"res/helpimg/starmath/fu21908.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3149490\">Icône</alt></image>" #: 03090400.xhp msgctxt "" @@ -2465,7 +2465,7 @@ msgctxt "" "par_idN101B1\n" "help.text" msgid "<image id=\"img_id3149043\" src=\"res/helpimg/starmath/fu21509.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3149043\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3149043\" src=\"res/helpimg/starmath/fu21509.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3149043\">Icône</alt></image>" #: 03090400.xhp msgctxt "" @@ -2491,7 +2491,7 @@ msgctxt "" "par_idN101EA\n" "help.text" msgid "<image id=\"img_id3147139\" src=\"res/helpimg/starmath/fu21510.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3147139\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3147139\" src=\"res/helpimg/starmath/fu21510.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3147139\">Icône</alt></image>" #: 03090400.xhp msgctxt "" @@ -2517,7 +2517,7 @@ msgctxt "" "par_idN10223\n" "help.text" msgid "<image id=\"img_id3148759\" src=\"res/helpimg/starmath/fu21511.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3148759\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3148759\" src=\"res/helpimg/starmath/fu21511.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3148759\">Icône</alt></image>" #: 03090400.xhp msgctxt "" @@ -2543,7 +2543,7 @@ msgctxt "" "par_idN1025C\n" "help.text" msgid "<image id=\"img_id3149536\" src=\"res/helpimg/starmath/fu21512.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3149536\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3149536\" src=\"res/helpimg/starmath/fu21512.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3149536\">Icône</alt></image>" #: 03090400.xhp msgctxt "" @@ -2569,7 +2569,7 @@ msgctxt "" "par_idN10295\n" "help.text" msgid "<image id=\"img_id3147499\" src=\"res/helpimg/starmath/fu21513.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3147499\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3147499\" src=\"res/helpimg/starmath/fu21513.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3147499\">Icône</alt></image>" #: 03090400.xhp msgctxt "" @@ -2595,7 +2595,7 @@ msgctxt "" "par_idN102CE\n" "help.text" msgid "<image id=\"img_id3168610\" src=\"res/helpimg/starmath/fu21503.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3168610\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3168610\" src=\"res/helpimg/starmath/fu21503.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3168610\">Icône</alt></image>" #: 03090400.xhp msgctxt "" @@ -2621,7 +2621,7 @@ msgctxt "" "par_idN10309\n" "help.text" msgid "<image id=\"img_id3147608\" src=\"res/helpimg/starmath/fu21514.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3147608\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3147608\" src=\"res/helpimg/starmath/fu21514.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3147608\">Icône</alt></image>" #: 03090400.xhp msgctxt "" @@ -2647,7 +2647,7 @@ msgctxt "" "par_idN10342\n" "help.text" msgid "<image id=\"img_id3151087\" src=\"res/helpimg/starmath/fu21515.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3151087\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3151087\" src=\"res/helpimg/starmath/fu21515.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3151087\">Icône</alt></image>" #: 03090400.xhp msgctxt "" @@ -2673,7 +2673,7 @@ msgctxt "" "par_idN1037C\n" "help.text" msgid "<image id=\"img_id3151112\" src=\"res/helpimg/starmath/fu21516.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3151112\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3151112\" src=\"res/helpimg/starmath/fu21516.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3151112\">Icône</alt></image>" #: 03090400.xhp msgctxt "" @@ -2699,7 +2699,7 @@ msgctxt "" "par_idN103B5\n" "help.text" msgid "<image id=\"img_id3154714\" src=\"res/helpimg/starmath/fu21504.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3154714\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3154714\" src=\"res/helpimg/starmath/fu21504.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3154714\">Icône</alt></image>" #: 03090400.xhp msgctxt "" @@ -2725,7 +2725,7 @@ msgctxt "" "par_idN103EE\n" "help.text" msgid "<image id=\"img_id3145633\" src=\"res/helpimg/starmath/fu21517.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3145633\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3145633\" src=\"res/helpimg/starmath/fu21517.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3145633\">Icône</alt></image>" #: 03090400.xhp msgctxt "" @@ -2751,7 +2751,7 @@ msgctxt "" "par_idN10427\n" "help.text" msgid "<image id=\"img_id3146951\" src=\"res/helpimg/starmath/fu21518.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3146951\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3146951\" src=\"res/helpimg/starmath/fu21518.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3146951\">Icône</alt></image>" #: 03090400.xhp msgctxt "" @@ -2777,7 +2777,7 @@ msgctxt "" "par_idN10460\n" "help.text" msgid "<image id=\"img_id3149369\" src=\"res/helpimg/starmath/fu21519.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3149369\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3149369\" src=\"res/helpimg/starmath/fu21519.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3149369\">Icône</alt></image>" #: 03090400.xhp msgctxt "" @@ -2803,7 +2803,7 @@ msgctxt "" "par_idN10493\n" "help.text" msgid "<image id=\"img_id3153141\" src=\"res/helpimg/starmath/fu21520.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3153141\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3153141\" src=\"res/helpimg/starmath/fu21520.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3153141\">Icône</alt></image>" #: 03090400.xhp msgctxt "" @@ -2829,7 +2829,7 @@ msgctxt "" "par_idN104CC\n" "help.text" msgid "<image id=\"img_id3154624\" src=\"res/helpimg/starmath/fu21501.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3154624\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3154624\" src=\"res/helpimg/starmath/fu21501.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3154624\">Icône</alt></image>" #: 03090400.xhp msgctxt "" @@ -2855,7 +2855,7 @@ msgctxt "" "par_idN10507\n" "help.text" msgid "<image id=\"img_id3154023\" src=\"res/helpimg/starmath/fu21521.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3154023\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3154023\" src=\"res/helpimg/starmath/fu21521.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3154023\">Icône</alt></image>" #: 03090400.xhp msgctxt "" @@ -2881,7 +2881,7 @@ msgctxt "" "par_idN1053A\n" "help.text" msgid "<image id=\"img_id3149602\" src=\"res/helpimg/starmath/fu21522.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3149602\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3149602\" src=\"res/helpimg/starmath/fu21522.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3149602\">Icône</alt></image>" #: 03090400.xhp msgctxt "" @@ -2907,7 +2907,7 @@ msgctxt "" "par_idN10573\n" "help.text" msgid "<image id=\"img_id3155342\" src=\"res/helpimg/starmath/fu21523.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3155342\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3155342\" src=\"res/helpimg/starmath/fu21523.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3155342\">Icône</alt></image>" #: 03090400.xhp msgctxt "" @@ -2933,7 +2933,7 @@ msgctxt "" "par_idN105AC\n" "help.text" msgid "<image id=\"img_id3150842\" src=\"res/helpimg/starmath/fu21524.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3150842\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3150842\" src=\"res/helpimg/starmath/fu21524.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3150842\">Icône</alt></image>" #: 03090400.xhp msgctxt "" @@ -2959,7 +2959,7 @@ msgctxt "" "par_idN105E5\n" "help.text" msgid "<image id=\"img_id3145301\" src=\"res/helpimg/starmath/fu21502.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3145301\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3145301\" src=\"res/helpimg/starmath/fu21502.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3145301\">Icône</alt></image>" #: 03090400.xhp msgctxt "" @@ -3028,7 +3028,7 @@ msgctxt "" "par_id3147258\n" "help.text" msgid "<ahelp hid=\"smath/ui/floatingelements/RID_BRACKETS_CAT\">You can choose among various bracket types to structure a <emph>$[officename] Math</emph> formula. Bracket types are displayed in the lower part of the Elements pane.</ahelp> These brackets are also listed in the <link href=\"text/shared/00/00000001.xhp#kontextmenue\" name=\"context menu\">context menu</link> of the <emph>Commands</emph> window. All brackets that are not contained in the Elements pane or in the context menu can be typed manually in the <emph>Commands</emph> window." -msgstr "" +msgstr "<ahelp hid=\"smath/ui/floatingelements/RID_BRACKETS_CAT\">Vous pouvez choisir entre divers types de parenthèses pour structurer une formule <emph>$[officename] Math</emph>. Les types de parenthèses sont affichés dans la partie basse du volet Éléments.</ahelp> Ces parenthèses sont aussi listées dans <link href=\"text/shared/00/00000001.xhp#kontextmenue\" name=\"menu contextuel\">menu contextuel</link> de la fenêtre <emph>Commandes</emph>. Toutes les parenthèses qui ne sont pas contenues dans le volet Éléments ou dans le menu contextuel peuvent être saisies manuellement dans la fenêtre <emph>Commandes</emph>." #: 03090500.xhp msgctxt "" @@ -3036,7 +3036,7 @@ msgctxt "" "par_id3154264\n" "help.text" msgid "The following is a complete list of all available bracket types. The icon next to the bracket type indicates that it can be accessed through the Elements pane (menu View - Elements) or through the context menu of the <emph>Commands</emph> window." -msgstr "" +msgstr "La liste suivante est une liste complète de tous les types de parenthèses disponibles. L'icône près du type de parenthèse indique qu'elle peut être accédée à travers le volet Éléments (menu Affichage - Éléments) ou à travers le menu contextuel de la fenêtre <emph>Commandes</emph>." #: 03090500.xhp msgctxt "" @@ -3053,7 +3053,7 @@ msgctxt "" "par_idN10084\n" "help.text" msgid "<image id=\"img_id3149801\" src=\"res/helpimg/starmath/al21801.png\" width=\"0.25inch\" height=\"0.25inch\"><alt id=\"alt_id3149801\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3149801\" src=\"res/helpimg/starmath/al21801.png\" width=\"0.25inch\" height=\"0.25inch\"><alt id=\"alt_id3149801\">Icône</alt></image>" #: 03090500.xhp msgctxt "" @@ -3079,7 +3079,7 @@ msgctxt "" "par_idN100BF\n" "help.text" msgid "<image id=\"img_id3158440\" src=\"res/helpimg/starmath/al21802.png\" width=\"0.25inch\" height=\"0.25inch\"><alt id=\"alt_id3158440\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3158440\" src=\"res/helpimg/starmath/al21802.png\" width=\"0.25inch\" height=\"0.25inch\"><alt id=\"alt_id3158440\">Icône</alt></image>" #: 03090500.xhp msgctxt "" @@ -3105,7 +3105,7 @@ msgctxt "" "par_idN100F8\n" "help.text" msgid "<image id=\"img_id3146923\" src=\"res/helpimg/starmath/al21823.png\" width=\"0.25inch\" height=\"0.25inch\"><alt id=\"alt_id3146923\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3146923\" src=\"res/helpimg/starmath/al21823.png\" width=\"0.25inch\" height=\"0.25inch\"><alt id=\"alt_id3146923\">Icône</alt></image>" #: 03090500.xhp msgctxt "" @@ -3131,7 +3131,7 @@ msgctxt "" "par_idN10131\n" "help.text" msgid "<image id=\"img_id3149815\" src=\"res/helpimg/starmath/al21804.png\" width=\"0.25inch\" height=\"0.25inch\"><alt id=\"alt_id3149815\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3149815\" src=\"res/helpimg/starmath/al21804.png\" width=\"0.25inch\" height=\"0.25inch\"><alt id=\"alt_id3149815\">Icône</alt></image>" #: 03090500.xhp msgctxt "" @@ -3157,7 +3157,7 @@ msgctxt "" "par_idN1016C\n" "help.text" msgid "<image id=\"img_id3148736\" src=\"res/helpimg/starmath/al21805.png\" width=\"0.25inch\" height=\"0.25inch\"><alt id=\"alt_id3148736\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3148736\" src=\"res/helpimg/starmath/al21805.png\" width=\"0.25inch\" height=\"0.25inch\"><alt id=\"alt_id3148736\">Icône</alt></image>" #: 03090500.xhp msgctxt "" @@ -3183,7 +3183,7 @@ msgctxt "" "par_idN101A5\n" "help.text" msgid "<image id=\"img_id3153350\" src=\"res/helpimg/starmath/al21806.png\" width=\"0.25inch\" height=\"0.25inch\"><alt id=\"alt_id3153350\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3153350\" src=\"res/helpimg/starmath/al21806.png\" width=\"0.25inch\" height=\"0.25inch\"><alt id=\"alt_id3153350\">Icône</alt></image>" #: 03090500.xhp msgctxt "" @@ -3209,7 +3209,7 @@ msgctxt "" "par_idN101DE\n" "help.text" msgid "<image id=\"img_id3155118\" src=\"res/helpimg/starmath/al21803.png\" width=\"0.25inch\" height=\"0.25inch\"><alt id=\"alt_id3155118\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3155118\" src=\"res/helpimg/starmath/al21803.png\" width=\"0.25inch\" height=\"0.25inch\"><alt id=\"alt_id3155118\">Icône</alt></image>" #: 03090500.xhp msgctxt "" @@ -3235,7 +3235,7 @@ msgctxt "" "par_idN10217\n" "help.text" msgid "<image id=\"img_id3155867\" src=\"res/helpimg/starmath/al21821.png\" width=\"0.25inch\" height=\"0.25inch\"><alt id=\"alt_id3155867\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3155867\" src=\"res/helpimg/starmath/al21821.png\" width=\"0.25inch\" height=\"0.25inch\"><alt id=\"alt_id3155867\">Icône</alt></image>" #: 03090500.xhp msgctxt "" @@ -3261,7 +3261,7 @@ msgctxt "" "par_idN10253\n" "help.text" msgid "<image id=\"img_id3149561\" src=\"res/helpimg/starmath/al21808.png\" width=\"0.25inch\" height=\"0.25inch\"><alt id=\"alt_id3149561\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3149561\" src=\"res/helpimg/starmath/al21808.png\" width=\"0.25inch\" height=\"0.25inch\"><alt id=\"alt_id3149561\">Icône</alt></image>" #: 03090500.xhp msgctxt "" @@ -3287,7 +3287,7 @@ msgctxt "" "par_idN1028E\n" "help.text" msgid "<image id=\"img_id3147733\" src=\"res/helpimg/starmath/al21809.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3147733\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3147733\" src=\"res/helpimg/starmath/al21809.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3147733\">Icône</alt></image>" #: 03090500.xhp msgctxt "" @@ -3313,7 +3313,7 @@ msgctxt "" "par_idN102CC\n" "help.text" msgid "<image id=\"img_id3148852\" src=\"res/helpimg/starmath/al21810.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3148852\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3148852\" src=\"res/helpimg/starmath/al21810.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3148852\">Icône</alt></image>" #: 03090500.xhp msgctxt "" @@ -3339,7 +3339,7 @@ msgctxt "" "par_idN10307\n" "help.text" msgid "<image id=\"img_id3153794\" src=\"res/helpimg/starmath/al21824.png\" width=\"0.25inch\" height=\"0.25inch\"><alt id=\"alt_id3153794\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3153794\" src=\"res/helpimg/starmath/al21824.png\" width=\"0.25inch\" height=\"0.25inch\"><alt id=\"alt_id3153794\">Icône</alt></image>" #: 03090500.xhp msgctxt "" @@ -3365,7 +3365,7 @@ msgctxt "" "par_idN10342\n" "help.text" msgid "<image id=\"img_id3153972\" src=\"res/helpimg/starmath/al21812.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3153972\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3153972\" src=\"res/helpimg/starmath/al21812.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3153972\">Icône</alt></image>" #: 03090500.xhp msgctxt "" @@ -3391,7 +3391,7 @@ msgctxt "" "par_idN1037E\n" "help.text" msgid "<image id=\"img_id3155598\" src=\"res/helpimg/starmath/al21813.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3155598\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3155598\" src=\"res/helpimg/starmath/al21813.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3155598\">Icône</alt></image>" #: 03090500.xhp msgctxt "" @@ -3417,7 +3417,7 @@ msgctxt "" "par_idN103B7\n" "help.text" msgid "<image id=\"img_id3153223\" src=\"res/helpimg/starmath/al21814.png\" width=\"0.25inch\" height=\"0.25inch\"><alt id=\"alt_id3153223\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3153223\" src=\"res/helpimg/starmath/al21814.png\" width=\"0.25inch\" height=\"0.25inch\"><alt id=\"alt_id3153223\">Icône</alt></image>" #: 03090500.xhp msgctxt "" @@ -3443,7 +3443,7 @@ msgctxt "" "par_idN103F0\n" "help.text" msgid "<image id=\"img_id3150026\" src=\"res/helpimg/starmath/al21811.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3150026\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3150026\" src=\"res/helpimg/starmath/al21811.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3150026\">Icône</alt></image>" #: 03090500.xhp msgctxt "" @@ -3469,7 +3469,7 @@ msgctxt "" "par_idN10429\n" "help.text" msgid "<image id=\"img_id3154235\" src=\"res/helpimg/starmath/al21822.png\" width=\"0.25inch\" height=\"0.25inch\"><alt id=\"alt_id3154235\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3154235\" src=\"res/helpimg/starmath/al21822.png\" width=\"0.25inch\" height=\"0.25inch\"><alt id=\"alt_id3154235\">Icône</alt></image>" #: 03090500.xhp msgctxt "" @@ -3495,7 +3495,7 @@ msgctxt "" "par_idN10464\n" "help.text" msgid "<image id=\"img_id3154349\" src=\"res/helpimg/starmath/al21825.png\" width=\"0.25inch\" height=\"0.25inch\"><alt id=\"alt_id3154349\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3154349\" src=\"res/helpimg/starmath/al21825.png\" width=\"0.25inch\" height=\"0.25inch\"><alt id=\"alt_id3154349\">Icône</alt></image>" #: 03090500.xhp msgctxt "" @@ -3521,7 +3521,7 @@ msgctxt "" "par_idN104A0\n" "help.text" msgid "<image id=\"img_id3149646\" src=\"res/helpimg/starmath/al21826.png\" width=\"0.25inch\" height=\"0.25inch\"><alt id=\"alt_id3149646\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3149646\" src=\"res/helpimg/starmath/al21826.png\" width=\"0.25inch\" height=\"0.25inch\"><alt id=\"alt_id3149646\">Icône</alt></image>" #: 03090500.xhp msgctxt "" @@ -3708,7 +3708,7 @@ msgctxt "" "par_id3145802\n" "help.text" msgid "<ahelp hid=\"smath/ui/floatingelements/RID_ATTRIBUTES_CAT\">You can choose from various attributes for <emph>%PRODUCTNAME</emph> <emph>Math</emph> formulas. Some attributes are displayed in the lower part of the Elements pane.</ahelp> These attributes are also listed in the <link href=\"text/shared/00/00000001.xhp#kontextmenue\" name=\"context menu\">context menu</link> of the <emph>Commands</emph> window. All attributes not contained in the Elements pane or in the context menu must be typed manually in the <emph>Commands</emph> window." -msgstr "" +msgstr "<ahelp hid=\"smath/ui/floatingelements/RID_ATTRIBUTES_CAT\">Vous pouvez choisir divers attributs pour les formules <emph>%PRODUCTNAME Math</emph>. Certains attributs sont affichés dans la partie inférieure du volet Éléments.</ahelp> Ces attributs sont également listés dans le <link href=\"text/shared/00/00000001.xhp#kontextmenue\" name=\"menu contextuel\">menu contextuel</link> de la fenêtre <emph>Commandes</emph>. Tous les attributs non contenus dans le volet Éléments ou dans le menu contextuel doivent être saisis manuellement dans la fenêtre <emph>Commandes</emph>." #: 03090600.xhp msgctxt "" @@ -3716,7 +3716,7 @@ msgctxt "" "par_id3155962\n" "help.text" msgid "The following is a complete list of all attributes available in <item type=\"productname\">%PRODUCTNAME</item> Math. The symbol next to the attribute indicates that it can be accessed through the Elements pane (choose <emph>View - Elements</emph>) or through the context menu of the <emph>Commands</emph> window." -msgstr "" +msgstr "La liste suivante est une liste complète de tous les attributs disponibles dans <item type=\"productname\">%PRODUCTNAME</item> Math. Le symbole près de l'attribut indique qu'il peut être accédé à travers le volet Éléments (choisissez <emph>Affichage - Éléments</emph> ou à travers le menu contextuel de la fenêtre <emph>Commandes</emph>." #: 03090600.xhp msgctxt "" @@ -3742,7 +3742,7 @@ msgctxt "" "par_idN10098\n" "help.text" msgid "<image id=\"img_id3150391\" src=\"res/helpimg/starmath/at21701.png\" width=\"0.2228in\" height=\"0.2228in\"><alt id=\"alt_id3150391\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3150391\" src=\"res/helpimg/starmath/at21701.png\" width=\"0.2228in\" height=\"0.2228in\"><alt id=\"alt_id3150391\">Icône</alt></image>" #: 03090600.xhp msgctxt "" @@ -3768,7 +3768,7 @@ msgctxt "" "par_idN100D5\n" "help.text" msgid "<image id=\"img_id3154504\" src=\"res/helpimg/starmath/at21702.png\" width=\"0.2228in\" height=\"0.2228in\"><alt id=\"alt_id3154504\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3154504\" src=\"res/helpimg/starmath/at21702.png\" width=\"0.2228in\" height=\"0.2228in\"><alt id=\"alt_id3154504\">Icône</alt></image>" #: 03090600.xhp msgctxt "" @@ -3794,7 +3794,7 @@ msgctxt "" "par_idN10115\n" "help.text" msgid "<image id=\"img_id3155370\" src=\"res/helpimg/starmath/at21703.png\" width=\"0.2228in\" height=\"0.2228in\"><alt id=\"alt_id3155370\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3155370\" src=\"res/helpimg/starmath/at21703.png\" width=\"0.2228in\" height=\"0.2228in\"><alt id=\"alt_id3155370\">Icône</alt></image>" #: 03090600.xhp msgctxt "" @@ -3820,7 +3820,7 @@ msgctxt "" "par_idN1014E\n" "help.text" msgid "<image id=\"img_id3145202\" src=\"res/helpimg/starmath/at21704.png\" width=\"0.2228in\" height=\"0.2228in\"><alt id=\"alt_id3145202\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3145202\" src=\"res/helpimg/starmath/at21704.png\" width=\"0.2228in\" height=\"0.2228in\"><alt id=\"alt_id3145202\">Icône</alt></image>" #: 03090600.xhp msgctxt "" @@ -3846,7 +3846,7 @@ msgctxt "" "par_idN10187\n" "help.text" msgid "<image id=\"img_id3159179\" src=\"res/helpimg/starmath/at21709.png\" width=\"0.2228in\" height=\"0.2228in\"><alt id=\"alt_id3159179\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3159179\" src=\"res/helpimg/starmath/at21709.png\" width=\"0.2228in\" height=\"0.2228in\"><alt id=\"alt_id3159179\">Icône</alt></image>" #: 03090600.xhp msgctxt "" @@ -3872,7 +3872,7 @@ msgctxt "" "par_idN101C0\n" "help.text" msgid "<image id=\"img_id3149808\" src=\"res/helpimg/starmath/im21106.png\" width=\"0.2228in\" height=\"0.2228in\"><alt id=\"alt_id3149808\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3149808\" src=\"res/helpimg/starmath/im21106.png\" width=\"0.2228in\" height=\"0.2228in\"><alt id=\"alt_id3149808\">Icône</alt></image>" #: 03090600.xhp msgctxt "" @@ -3898,7 +3898,7 @@ msgctxt "" "par_idN101FB\n" "help.text" msgid "<image id=\"img_id3153776\" src=\"res/helpimg/starmath/at21708.png\" width=\"0.2228in\" height=\"0.2228in\"><alt id=\"alt_id3153776\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3153776\" src=\"res/helpimg/starmath/at21708.png\" width=\"0.2228in\" height=\"0.2228in\"><alt id=\"alt_id3153776\">Icône</alt></image>" #: 03090600.xhp msgctxt "" @@ -3924,7 +3924,7 @@ msgctxt "" "par_idN10236\n" "help.text" msgid "<image id=\"img_id3149695\" src=\"res/helpimg/starmath/at21707.png\" width=\"0.2228in\" height=\"0.2228in\"><alt id=\"alt_id3149695\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3149695\" src=\"res/helpimg/starmath/at21707.png\" width=\"0.2228in\" height=\"0.2228in\"><alt id=\"alt_id3149695\">Icône</alt></image>" #: 03090600.xhp msgctxt "" @@ -3950,7 +3950,7 @@ msgctxt "" "par_idN1026E\n" "help.text" msgid "<image id=\"img_id3148986\" src=\"res/helpimg/starmath/at21705.png\" width=\"0.2228in\" height=\"0.2228in\"><alt id=\"alt_id3148986\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3148986\" src=\"res/helpimg/starmath/at21705.png\" width=\"0.2228in\" height=\"0.2228in\"><alt id=\"alt_id3148986\">Icône</alt></image>" #: 03090600.xhp msgctxt "" @@ -3976,7 +3976,7 @@ msgctxt "" "par_idN102A7\n" "help.text" msgid "<image id=\"img_id3147095\" src=\"res/helpimg/starmath/at21710.png\" width=\"0.2228in\" height=\"0.2228in\"><alt id=\"alt_id3147095\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3147095\" src=\"res/helpimg/starmath/at21710.png\" width=\"0.2228in\" height=\"0.2228in\"><alt id=\"alt_id3147095\">Icône</alt></image>" #: 03090600.xhp msgctxt "" @@ -4002,7 +4002,7 @@ msgctxt "" "par_idN102E0\n" "help.text" msgid "<image id=\"img_id3147328\" src=\"res/helpimg/starmath/at21724.png\" width=\"0.2228in\" height=\"0.2228in\"><alt id=\"alt_id3147328\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3147328\" src=\"res/helpimg/starmath/at21724.png\" width=\"0.2228in\" height=\"0.2228in\"><alt id=\"alt_id3147328\">Icône</alt></image>" #: 03090600.xhp msgctxt "" @@ -4028,7 +4028,7 @@ msgctxt "" "par_idN10319\n" "help.text" msgid "<image id=\"img_id3153359\" src=\"res/helpimg/starmath/at21723.png\" width=\"0.2228in\" height=\"0.2228in\"><alt id=\"alt_id3153359\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3153359\" src=\"res/helpimg/starmath/at21723.png\" width=\"0.2228in\" height=\"0.2228in\"><alt id=\"alt_id3153359\">Icône</alt></image>" #: 03090600.xhp msgctxt "" @@ -4054,7 +4054,7 @@ msgctxt "" "par_idN10352\n" "help.text" msgid "<image id=\"img_id3155117\" src=\"res/helpimg/starmath/at21722.png\" width=\"0.2228in\" height=\"0.2228in\"><alt id=\"alt_id3155117\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3155117\" src=\"res/helpimg/starmath/at21722.png\" width=\"0.2228in\" height=\"0.2228in\"><alt id=\"alt_id3155117\">Icône</alt></image>" #: 03090600.xhp msgctxt "" @@ -4080,7 +4080,7 @@ msgctxt "" "par_idN1038B\n" "help.text" msgid "<image id=\"img_id3148873\" src=\"res/helpimg/starmath/at21711.png\" width=\"0.2228in\" height=\"0.2228in\"><alt id=\"alt_id3148873\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3148873\" src=\"res/helpimg/starmath/at21711.png\" width=\"0.2228in\" height=\"0.2228in\"><alt id=\"alt_id3148873\">Icône</alt></image>" #: 03090600.xhp msgctxt "" @@ -4106,7 +4106,7 @@ msgctxt "" "par_idN103C4\n" "help.text" msgid "<image id=\"img_id3147424\" src=\"res/helpimg/starmath/at21713.png\" width=\"0.2228in\" height=\"0.2228in\"><alt id=\"alt_id3147424\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3147424\" src=\"res/helpimg/starmath/at21713.png\" width=\"0.2228in\" height=\"0.2228in\"><alt id=\"alt_id3147424\">Icône</alt></image>" #: 03090600.xhp msgctxt "" @@ -4132,7 +4132,7 @@ msgctxt "" "par_idN103FD\n" "help.text" msgid "<image id=\"img_id3145130\" src=\"res/helpimg/starmath/at21714.png\" width=\"0.2228in\" height=\"0.2228in\"><alt id=\"alt_id3145130\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3145130\" src=\"res/helpimg/starmath/at21714.png\" width=\"0.2228in\" height=\"0.2228in\"><alt id=\"alt_id3145130\">Icône</alt></image>" #: 03090600.xhp msgctxt "" @@ -4158,7 +4158,7 @@ msgctxt "" "par_idN10436\n" "help.text" msgid "<image id=\"img_id3145318\" src=\"res/helpimg/starmath/at21715.png\" width=\"0.2228in\" height=\"0.2228in\"><alt id=\"alt_id3145318\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3145318\" src=\"res/helpimg/starmath/at21715.png\" width=\"0.2228in\" height=\"0.2228in\"><alt id=\"alt_id3145318\">Icône</alt></image>" #: 03090600.xhp msgctxt "" @@ -4184,7 +4184,7 @@ msgctxt "" "par_idN1046F\n" "help.text" msgid "<image id=\"img_id3156104\" src=\"res/helpimg/starmath/at21712.png\" width=\"0.2228in\" height=\"0.2228in\"><alt id=\"alt_id3156104\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3156104\" src=\"res/helpimg/starmath/at21712.png\" width=\"0.2228in\" height=\"0.2228in\"><alt id=\"alt_id3156104\">Icône</alt></image>" #: 03090600.xhp msgctxt "" @@ -4210,7 +4210,7 @@ msgctxt "" "par_idN104A8\n" "help.text" msgid "<image id=\"img_id3145626\" src=\"res/helpimg/starmath/at21716.png\" width=\"0.2228in\" height=\"0.2228in\"><alt id=\"alt_id3145626\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3145626\" src=\"res/helpimg/starmath/at21716.png\" width=\"0.2228in\" height=\"0.2228in\"><alt id=\"alt_id3145626\">Icône</alt></image>" #: 03090600.xhp msgctxt "" @@ -4429,7 +4429,7 @@ msgctxt "" "2\n" "help.text" msgid "<ahelp hid=\"smath/ui/floatingelements/RID_FORMAT_CAT\">You can choose among various options for formatting a $[officename] Math formula. The format options are displayed in the lower half of the Formula Elements pane.</ahelp> These options are also listed in the <link href=\"text/shared/00/00000001.xhp#kontextmenue\" name=\"context menu\">context menu</link> of the <emph>Commands</emph> window." -msgstr "" +msgstr "<ahelp hid=\"smath/ui/floatingelements/RID_FORMAT_CAT\">De nombreuses options sont à votre disposition pour formater vos formules $[officename] Math. Les options de formatage s'affichent dans la section inférieure du volet Éléments de formule.</ahelp> Ces options sont également répertoriées dans le <link href=\"text/shared/00/00000001.xhp#kontextmenue\" name=\"menu contextuel\">menu contextuel</link> de la fenêtre <emph>Commandes</emph>." #: 03090700.xhp msgctxt "" @@ -4438,7 +4438,7 @@ msgctxt "" "3\n" "help.text" msgid "The following is a complete list of all available formatting options in $[officename] Math. The icon next to the formatting option indicates that it can be accessed through the Elements pane (menu <emph>View - Elements</emph>) or through the context menu of the <emph>Commands</emph> window." -msgstr "" +msgstr "La liste suivante est une liste complète des options de formatage dans $[officename] Math. L'icône à côté de l'option de formatage indique qu'elle peut être accédée à travers le volet Éléments (menu <emph>Affichage - Éléments</emph>) ou à travers le menu contextuel de la fenêtre <emph>Commandes</emph>." #: 03090700.xhp msgctxt "" @@ -4464,7 +4464,7 @@ msgctxt "" "par_idN1008B\n" "help.text" msgid "<image id=\"img_id3150981\" src=\"res/helpimg/starmath/co21916.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3150981\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3150981\" src=\"res/helpimg/starmath/co21916.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3150981\">Icône</alt></image>" #: 03090700.xhp msgctxt "" @@ -4490,7 +4490,7 @@ msgctxt "" "par_idN100C4\n" "help.text" msgid "<image id=\"img_id3149691\" src=\"res/helpimg/starmath/co21918.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3149691\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3149691\" src=\"res/helpimg/starmath/co21918.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3149691\">Icône</alt></image>" #: 03090700.xhp msgctxt "" @@ -4516,7 +4516,7 @@ msgctxt "" "par_idN100FF\n" "help.text" msgid "<image id=\"img_id3149097\" src=\"res/helpimg/starmath/co21908.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3149097\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3149097\" src=\"res/helpimg/starmath/co21908.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3149097\">Icône</alt></image>" #: 03090700.xhp msgctxt "" @@ -4542,7 +4542,7 @@ msgctxt "" "par_idN1013E\n" "help.text" msgid "<image id=\"img_id3149044\" src=\"res/helpimg/starmath/co21905.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3149044\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3149044\" src=\"res/helpimg/starmath/co21905.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3149044\">Icône</alt></image>" #: 03090700.xhp msgctxt "" @@ -4568,7 +4568,7 @@ msgctxt "" "par_idN10179\n" "help.text" msgid "<image id=\"img_id3154390\" src=\"res/helpimg/starmath/co21901.png\" width=\"0.2228inch\" height=\"0.2228inch\"><alt id=\"alt_id3154390\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3154390\" src=\"res/helpimg/starmath/co21901.png\" width=\"0.2228inch\" height=\"0.2228inch\"><alt id=\"alt_id3154390\">Icône</alt></image>" #: 03090700.xhp msgctxt "" @@ -4594,7 +4594,7 @@ msgctxt "" "par_idN101B2\n" "help.text" msgid "<image id=\"img_id3155117\" src=\"res/helpimg/starmath/co21912.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3155117\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3155117\" src=\"res/helpimg/starmath/co21912.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3155117\">Icône</alt></image>" #: 03090700.xhp msgctxt "" @@ -4620,7 +4620,7 @@ msgctxt "" "par_idN101EB\n" "help.text" msgid "<image id=\"img_id3149544\" src=\"res/helpimg/starmath/co21917.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3149544\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3149544\" src=\"res/helpimg/starmath/co21917.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3149544\">Icône</alt></image>" #: 03090700.xhp msgctxt "" @@ -4646,7 +4646,7 @@ msgctxt "" "par_idN10226\n" "help.text" msgid "<image id=\"img_id3145265\" src=\"res/helpimg/starmath/co21904.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3145265\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3145265\" src=\"res/helpimg/starmath/co21904.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3145265\">Icône</alt></image>" #: 03090700.xhp msgctxt "" @@ -4672,7 +4672,7 @@ msgctxt "" "par_idN10265\n" "help.text" msgid "<image id=\"img_id3149220\" src=\"res/helpimg/starmath/co21906.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3149220\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3149220\" src=\"res/helpimg/starmath/co21906.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3149220\">Icône</alt></image>" #: 03090700.xhp msgctxt "" @@ -4698,7 +4698,7 @@ msgctxt "" "par_idN102A0\n" "help.text" msgid "<image id=\"img_id3149848\" src=\"res/helpimg/starmath/co21902.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3149848\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3149848\" src=\"res/helpimg/starmath/co21902.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3149848\">Icône</alt></image>" #: 03090700.xhp msgctxt "" @@ -4724,7 +4724,7 @@ msgctxt "" "par_idN102DC\n" "help.text" msgid "<image id=\"img_id3154094\" src=\"res/helpimg/starmath/co21909.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3154094\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3154094\" src=\"res/helpimg/starmath/co21909.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3154094\">Icône</alt></image>" #: 03090700.xhp msgctxt "" @@ -4750,7 +4750,7 @@ msgctxt "" "par_idN10317\n" "help.text" msgid "<image id=\"img_id3156130\" src=\"res/helpimg/starmath/co21910.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3156130\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3156130\" src=\"res/helpimg/starmath/co21910.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3156130\">Icône</alt></image>" #: 03090700.xhp msgctxt "" @@ -4776,7 +4776,7 @@ msgctxt "" "par_idN10352\n" "help.text" msgid "<image id=\"img_id3155583\" src=\"res/helpimg/starmath/co21911.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3155583\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3155583\" src=\"res/helpimg/starmath/co21911.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3155583\">Icône</alt></image>" #: 03090700.xhp msgctxt "" @@ -4802,7 +4802,7 @@ msgctxt "" "par_idN1038D\n" "help.text" msgid "<image id=\"img_id3155085\" src=\"res/helpimg/starmath/co21907.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3155085\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3155085\" src=\"res/helpimg/starmath/co21907.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3155085\">Icône</alt></image>" #: 03090700.xhp msgctxt "" @@ -4828,7 +4828,7 @@ msgctxt "" "par_idN103C9\n" "help.text" msgid "<image id=\"img_id3150027\" src=\"res/helpimg/starmath/co21903.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3150027\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3150027\" src=\"res/helpimg/starmath/co21903.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3150027\">Icône</alt></image>" #: 03090700.xhp msgctxt "" @@ -5013,7 +5013,7 @@ msgctxt "" "2\n" "help.text" msgid "<ahelp hid=\"smath/ui/floatingelements/RID_SETOPERATIONS_CAT\">Assign different set operators to the characters in your <emph>$[officename] Math</emph> formula. The individual operators are shown in the lower section of the Elements pane</ahelp>. Call the <link href=\"text/shared/00/00000001.xhp#kontextmenue\" name=\"context menu\">context menu</link> in the <emph>Commands</emph> window to see an identical list of the individual functions. Any operators not found in the Elements pane have to be entered directly in the Commands window. You can also directly insert other parts of the formula even if symbols already exist for them." -msgstr "" +msgstr "<ahelp hid=\"smath/ui/floatingelements/RID_SETOPERATIONS_CAT\">Assignez différents opérateurs d'ensemble aux caractères dans la formule <emph>$[officename] Math</emph>. Les opérateurs individuels sont affichés dans la section basse du volet Éléments</ahelp>. Appelez le <link href=\"text/shared/00/00000001.xhp#kontextmenue\" name=\"menu contextuel\">menu contextuel</link> dans la fenêtre <emph>Commandes</emph> pour voir une liste identique de fonctions individuelles. Tous les opérateurs non trouvés dans le volet Éléments doivent être saisis directement dans la fenêtre Commandes. Vous pouvez également insérer directement d'autres parties de la formule même si des symboles existent déjà." #: 03090800.xhp msgctxt "" @@ -5022,7 +5022,7 @@ msgctxt "" "3\n" "help.text" msgid "After clicking the <emph>Set Operations</emph> icon in the Elements pane additional icons will be shown in the lower part of this window. Simply click a symbol to incorporate the operator in the formula being edited in the Commands window." -msgstr "" +msgstr "Après avoir cliqué sur l'icône <emph>Opérations d'ensemble</emph> dans le volet Éléments, des icônes supplémentaires seront affichées dans la partie inférieure de la fenêtre. Cliquez simplement sur un symbole incorporer l'opérateur dans la formule en cours d'édition dans la fenêtre Commandes." #: 03090800.xhp msgctxt "" @@ -5039,7 +5039,7 @@ msgctxt "" "par_idN10081\n" "help.text" msgid "<image id=\"img_id3145418\" src=\"res/helpimg/starmath/op21401.png\" width=\"8.47mm\" height=\"8.47mm\"><alt id=\"alt_id3145418\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3145418\" src=\"res/helpimg/starmath/op21401.png\" width=\"8.47mm\" height=\"8.47mm\"><alt id=\"alt_id3145418\">Icône</alt></image>" #: 03090800.xhp msgctxt "" @@ -5065,7 +5065,7 @@ msgctxt "" "par_idN100BC\n" "help.text" msgid "<image id=\"img_id3153782\" src=\"res/helpimg/starmath/op21402.png\" width=\"8.47mm\" height=\"8.47mm\"><alt id=\"alt_id3153782\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3153782\" src=\"res/helpimg/starmath/op21402.png\" width=\"8.47mm\" height=\"8.47mm\"><alt id=\"alt_id3153782\">Icône</alt></image>" #: 03090800.xhp msgctxt "" @@ -5091,7 +5091,7 @@ msgctxt "" "par_idN100F7\n" "help.text" msgid "<image id=\"img_id3150972\" src=\"res/helpimg/starmath/op21403.png\" width=\"8.47mm\" height=\"8.47mm\"><alt id=\"alt_id3150972\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3150972\" src=\"res/helpimg/starmath/op21403.png\" width=\"8.47mm\" height=\"8.47mm\"><alt id=\"alt_id3150972\">Icône</alt></image>" #: 03090800.xhp msgctxt "" @@ -5117,7 +5117,7 @@ msgctxt "" "par_idN10135\n" "help.text" msgid "<image id=\"img_id3155180\" src=\"res/helpimg/starmath/op22002.png\" width=\"8.47mm\" height=\"8.47mm\"><alt id=\"alt_id3155180\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3155180\" src=\"res/helpimg/starmath/op22002.png\" width=\"8.47mm\" height=\"8.47mm\"><alt id=\"alt_id3155180\">Icône</alt></image>" #: 03090800.xhp msgctxt "" @@ -5143,7 +5143,7 @@ msgctxt "" "par_idN1016E\n" "help.text" msgid "<image id=\"img_id3147093\" src=\"res/helpimg/starmath/op21405.png\" width=\"8.47mm\" height=\"8.47mm\"><alt id=\"alt_id3147093\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3147093\" src=\"res/helpimg/starmath/op21405.png\" width=\"8.47mm\" height=\"8.47mm\"><alt id=\"alt_id3147093\">Icône</alt></image>" #: 03090800.xhp msgctxt "" @@ -5169,7 +5169,7 @@ msgctxt "" "par_idN101A7\n" "help.text" msgid "<image id=\"img_id3155147\" src=\"res/helpimg/starmath/op21406.png\" width=\"8.47mm\" height=\"8.47mm\"><alt id=\"alt_id3155147\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3155147\" src=\"res/helpimg/starmath/op21406.png\" width=\"8.47mm\" height=\"8.47mm\"><alt id=\"alt_id3155147\">Icône</alt></image>" #: 03090800.xhp msgctxt "" @@ -5195,7 +5195,7 @@ msgctxt "" "par_idN101E0\n" "help.text" msgid "<image id=\"img_id3154922\" src=\"res/helpimg/starmath/op21407.png\" width=\"8.47mm\" height=\"8.47mm\"><alt id=\"alt_id3154922\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3154922\" src=\"res/helpimg/starmath/op21407.png\" width=\"8.47mm\" height=\"8.47mm\"><alt id=\"alt_id3154922\">Icône</alt></image>" #: 03090800.xhp msgctxt "" @@ -5221,7 +5221,7 @@ msgctxt "" "par_idN1021C\n" "help.text" msgid "<image id=\"img_id3148889\" src=\"res/helpimg/starmath/op21408.png\" width=\"8.47mm\" height=\"8.47mm\"><alt id=\"alt_id3148889\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3148889\" src=\"res/helpimg/starmath/op21408.png\" width=\"8.47mm\" height=\"8.47mm\"><alt id=\"alt_id3148889\">Icône</alt></image>" #: 03090800.xhp msgctxt "" @@ -5247,7 +5247,7 @@ msgctxt "" "par_idN10255\n" "help.text" msgid "<image id=\"img_id3147473\" src=\"res/helpimg/starmath/op22001.png\" width=\"8.47mm\" height=\"8.47mm\"><alt id=\"alt_id3147473\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3147473\" src=\"res/helpimg/starmath/op22001.png\" width=\"8.47mm\" height=\"8.47mm\"><alt id=\"alt_id3147473\">Icône</alt></image>" #: 03090800.xhp msgctxt "" @@ -5273,7 +5273,7 @@ msgctxt "" "par_idN1028E\n" "help.text" msgid "<image id=\"img_id3155974\" src=\"res/helpimg/starmath/op21409.png\" width=\"8.47mm\" height=\"8.47mm\"><alt id=\"alt_id3155974\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3155974\" src=\"res/helpimg/starmath/op21409.png\" width=\"8.47mm\" height=\"8.47mm\"><alt id=\"alt_id3155974\">Icône</alt></image>" #: 03090800.xhp msgctxt "" @@ -5299,7 +5299,7 @@ msgctxt "" "par_idN102C9\n" "help.text" msgid "<image id=\"img_id3147119\" src=\"res/helpimg/starmath/op21410.png\" width=\"8.47mm\" height=\"8.47mm\"><alt id=\"alt_id3147119\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3147119\" src=\"res/helpimg/starmath/op21410.png\" width=\"8.47mm\" height=\"8.47mm\"><alt id=\"alt_id3147119\">Icône</alt></image>" #: 03090800.xhp msgctxt "" @@ -5325,7 +5325,7 @@ msgctxt "" "par_idN10304\n" "help.text" msgid "<image id=\"img_id3147065\" src=\"res/helpimg/starmath/op21411.png\" width=\"8.47mm\" height=\"8.47mm\"><alt id=\"alt_id3147065\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3147065\" src=\"res/helpimg/starmath/op21411.png\" width=\"8.47mm\" height=\"8.47mm\"><alt id=\"alt_id3147065\">Icône</alt></image>" #: 03090800.xhp msgctxt "" @@ -5351,7 +5351,7 @@ msgctxt "" "par_idN1033F\n" "help.text" msgid "<image id=\"img_id3154590\" src=\"res/helpimg/starmath/op21412.png\" width=\"8.47mm\" height=\"8.47mm\"><alt id=\"alt_id3154590\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3154590\" src=\"res/helpimg/starmath/op21412.png\" width=\"8.47mm\" height=\"8.47mm\"><alt id=\"alt_id3154590\">Icône</alt></image>" #: 03090800.xhp msgctxt "" @@ -5377,7 +5377,7 @@ msgctxt "" "par_idN1037A\n" "help.text" msgid "<image id=\"img_id3149318\" src=\"res/helpimg/starmath/op21413.png\" width=\"8.47mm\" height=\"8.47mm\"><alt id=\"alt_id3149318\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3149318\" src=\"res/helpimg/starmath/op21413.png\" width=\"8.47mm\" height=\"8.47mm\"><alt id=\"alt_id3149318\">Icône</alt></image>" #: 03090800.xhp msgctxt "" @@ -5403,7 +5403,7 @@ msgctxt "" "par_idN103B7\n" "help.text" msgid "<image id=\"img_id3151193\" src=\"res/helpimg/starmath/op21414.png\" width=\"8.47mm\" height=\"8.47mm\"><alt id=\"alt_id3151193\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3151193\" src=\"res/helpimg/starmath/op21414.png\" width=\"8.47mm\" height=\"8.47mm\"><alt id=\"alt_id3151193\">Icône</alt></image>" #: 03090800.xhp msgctxt "" @@ -5429,7 +5429,7 @@ msgctxt "" "par_idN103F4\n" "help.text" msgid "<image id=\"img_id3146956\" src=\"res/helpimg/starmath/op21415.png\" width=\"8.47mm\" height=\"8.47mm\"><alt id=\"alt_id3146956\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3146956\" src=\"res/helpimg/starmath/op21415.png\" width=\"8.47mm\" height=\"8.47mm\"><alt id=\"alt_id3146956\">Icône</alt></image>" #: 03090800.xhp msgctxt "" @@ -5455,7 +5455,7 @@ msgctxt "" "par_idN10431\n" "help.text" msgid "<image id=\"img_id3151223\" src=\"res/helpimg/starmath/op21416.png\" width=\"8.47mm\" height=\"8.47mm\"><alt id=\"alt_id3151223\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3151223\" src=\"res/helpimg/starmath/op21416.png\" width=\"8.47mm\" height=\"8.47mm\"><alt id=\"alt_id3151223\">Icône</alt></image>" #: 03090800.xhp msgctxt "" @@ -5481,7 +5481,7 @@ msgctxt "" "par_idN1046E\n" "help.text" msgid "<image id=\"img_id3156087\" src=\"res/helpimg/starmath/op21417.png\" width=\"8.47mm\" height=\"8.47mm\"><alt id=\"alt_id3156087\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3156087\" src=\"res/helpimg/starmath/op21417.png\" width=\"8.47mm\" height=\"8.47mm\"><alt id=\"alt_id3156087\">Icône</alt></image>" #: 03090800.xhp msgctxt "" @@ -5507,7 +5507,7 @@ msgctxt "" "par_idN104A7\n" "help.text" msgid "<image id=\"img_id3147383\" src=\"res/helpimg/starmath/op21418.png\" width=\"8.47mm\" height=\"8.47mm\"><alt id=\"alt_id3147383\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3147383\" src=\"res/helpimg/starmath/op21418.png\" width=\"8.47mm\" height=\"8.47mm\"><alt id=\"alt_id3147383\">Icône</alt></image>" #: 03090800.xhp msgctxt "" @@ -5533,7 +5533,7 @@ msgctxt "" "par_idN104E0\n" "help.text" msgid "<image id=\"img_id3154038\" src=\"res/helpimg/starmath/op21419.png\" width=\"8.47mm\" height=\"8.47mm\"><alt id=\"alt_id3154038\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3154038\" src=\"res/helpimg/starmath/op21419.png\" width=\"8.47mm\" height=\"8.47mm\"><alt id=\"alt_id3154038\">Icône</alt></image>" #: 03090800.xhp msgctxt "" @@ -5559,7 +5559,7 @@ msgctxt "" "par_idN10519\n" "help.text" msgid "<image id=\"img_id3149625\" src=\"res/helpimg/starmath/op21420.png\" width=\"8.47mm\" height=\"8.47mm\"><alt id=\"alt_id3149625\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3149625\" src=\"res/helpimg/starmath/op21420.png\" width=\"8.47mm\" height=\"8.47mm\"><alt id=\"alt_id3149625\">Icône</alt></image>" #: 03090800.xhp msgctxt "" @@ -5585,7 +5585,7 @@ msgctxt "" "par_idN10552\n" "help.text" msgid "<image id=\"img_id3155555\" src=\"res/helpimg/starmath/op21421.png\" width=\"8.47mm\" height=\"8.47mm\"><alt id=\"alt_id3155555\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3155555\" src=\"res/helpimg/starmath/op21421.png\" width=\"8.47mm\" height=\"8.47mm\"><alt id=\"alt_id3155555\">Icône</alt></image>" #: 03090800.xhp msgctxt "" @@ -6109,7 +6109,7 @@ msgctxt "" "5\n" "help.text" msgid "Set brackets were previously inserted in the Elements pane or directly in the Commands window as \"left lbrace <?> right rbrace\". Now, a left and a right set bracket can also be inserted using \"lbrace\" and \"rbrace\", with or without wildcards." -msgstr "" +msgstr "Des parenthèses d'ensemble ont été insérées précédemment dans le volet Éléments ou directement dans la fenêtre Commandes comme \"left lbrace <?> right rbrace\". Maintemant, une parenthèse d'ensemble gauche et droite peut aussi être insérée en utilisant \"lbrace\" et \"rbrace\" avec ou sans jokers." #: 03091100.xhp msgctxt "" @@ -6960,7 +6960,7 @@ msgctxt "" "par_id3151388\n" "help.text" msgid "Symbol in Elements pane" -msgstr "" +msgstr "Symbole dans le volet Éléments" #: 03091501.xhp msgctxt "" @@ -6977,7 +6977,7 @@ msgctxt "" "par_id3156276\n" "help.text" msgid "<image id=\"Graphic10\" src=\"res/helpimg/starmath/un21209.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"Graphic10\" src=\"res/helpimg/starmath/un21209.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_\">Icône</alt></image>" #: 03091501.xhp msgctxt "" @@ -6994,7 +6994,7 @@ msgctxt "" "par_id3163824\n" "help.text" msgid "<image id=\"Graphic21\" src=\"res/helpimg/starmath/un21202.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"Graphic21\" src=\"res/helpimg/starmath/un21202.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_\">Icône</alt></image>" #: 03091501.xhp msgctxt "" @@ -7011,7 +7011,7 @@ msgctxt "" "par_id3147514\n" "help.text" msgid "<image id=\"Graphic4\" src=\"res/helpimg/starmath/un21204.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"Graphic4\" src=\"res/helpimg/starmath/un21204.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_\">Icône</alt></image>" #: 03091501.xhp msgctxt "" @@ -7028,7 +7028,7 @@ msgctxt "" "par_id3154821\n" "help.text" msgid "<image id=\"Graphic13\" src=\"res/helpimg/starmath/un21212.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"Graphic13\" src=\"res/helpimg/starmath/un21212.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_\">Icône</alt></image>" #: 03091501.xhp msgctxt "" @@ -7045,7 +7045,7 @@ msgctxt "" "par_id3155179\n" "help.text" msgid "<image id=\"Graphic7\" src=\"res/helpimg/starmath/un21208.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"Graphic7\" src=\"res/helpimg/starmath/un21208.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_\">Icône</alt></image>" #: 03091501.xhp msgctxt "" @@ -7062,7 +7062,7 @@ msgctxt "" "par_id3150832\n" "help.text" msgid "<image id=\"Graphic6\" src=\"res/helpimg/starmath/un21205.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"Graphic6\" src=\"res/helpimg/starmath/un21205.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_\">Icône</alt></image>" #: 03091501.xhp msgctxt "" @@ -7079,7 +7079,7 @@ msgctxt "" "par_id3145590\n" "help.text" msgid "<image id=\"Graphic2\" src=\"res/helpimg/starmath/un21201.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"Graphic2\" src=\"res/helpimg/starmath/un21201.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_\">Icône</alt></image>" #: 03091501.xhp msgctxt "" @@ -7096,7 +7096,7 @@ msgctxt "" "par_id3150764\n" "help.text" msgid "<image id=\"Graphic3\" src=\"res/helpimg/starmath/un21203.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"Graphic3\" src=\"res/helpimg/starmath/un21203.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_\">Icône</alt></image>" #: 03091501.xhp msgctxt "" @@ -7121,7 +7121,7 @@ msgctxt "" "par_id3146336\n" "help.text" msgid "<image id=\"Graphic14\" src=\"res/helpimg/starmath/un21214.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"Graphic14\" src=\"res/helpimg/starmath/un21214.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_\">Icône</alt></image>" #: 03091501.xhp msgctxt "" @@ -7188,7 +7188,7 @@ msgctxt "" "par_id3147212\n" "help.text" msgid "<image id=\"Graphic8\" src=\"res/helpimg/starmath/un21206.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"Graphic8\" src=\"res/helpimg/starmath/un21206.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_\">Icône</alt></image>" #: 03091501.xhp msgctxt "" @@ -7205,7 +7205,7 @@ msgctxt "" "par_id3151130\n" "help.text" msgid "<image id=\"Graphic16\" src=\"res/helpimg/starmath/un21221.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"Graphic16\" src=\"res/helpimg/starmath/un21221.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_\">Icône</alt></image>" #: 03091501.xhp msgctxt "" @@ -7222,7 +7222,7 @@ msgctxt "" "par_id3147470\n" "help.text" msgid "<image id=\"Graphic12\" src=\"res/helpimg/starmath/un21211.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"Graphic12\" src=\"res/helpimg/starmath/un21211.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_\">Icône</alt></image>" #: 03091501.xhp msgctxt "" @@ -7239,7 +7239,7 @@ msgctxt "" "par_id3151319\n" "help.text" msgid "<image id=\"Graphic5\" src=\"res/helpimg/starmath/un21213.png\" width=\"0.25inch\" height=\"0.25inch\"><alt id=\"alt_\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"Graphic5\" src=\"res/helpimg/starmath/un21213.png\" width=\"0.25inch\" height=\"0.25inch\"><alt id=\"alt_\">Icône</alt></image>" #: 03091501.xhp msgctxt "" @@ -7332,7 +7332,7 @@ msgctxt "" "par_id3147065\n" "help.text" msgid "<image id=\"Graphic15\" src=\"res/helpimg/starmath/un21215.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"Graphic15\" src=\"res/helpimg/starmath/un21215.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_\">Icône</alt></image>" #: 03091501.xhp msgctxt "" @@ -7366,7 +7366,7 @@ msgctxt "" "par_id3148873\n" "help.text" msgid "<image id=\"Graphic11\" src=\"res/helpimg/starmath/un21210.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"Graphic11\" src=\"res/helpimg/starmath/un21210.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_\">Icône</alt></image>" #: 03091501.xhp msgctxt "" @@ -7383,7 +7383,7 @@ msgctxt "" "par_id3147073\n" "help.text" msgid "<image id=\"Graphic9\" src=\"res/helpimg/starmath/un21207.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"Graphic9\" src=\"res/helpimg/starmath/un21207.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_\">Icône</alt></image>" #: 03091501.xhp msgctxt "" @@ -7466,7 +7466,7 @@ msgctxt "" "par_id3154032\n" "help.text" msgid "Symbol in Elements pane" -msgstr "" +msgstr "Symbole dans le volet Éléments" #: 03091502.xhp msgctxt "" @@ -7491,7 +7491,7 @@ msgctxt "" "par_id3156247\n" "help.text" msgid "<image id=\"img_id3156253\" src=\"res/helpimg/starmath/bi21305.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3156253\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3156253\" src=\"res/helpimg/starmath/bi21305.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3156253\">Icône</alt></image>" #: 03091502.xhp msgctxt "" @@ -7533,7 +7533,7 @@ msgctxt "" "par_id3153031\n" "help.text" msgid "<image id=\"img_id3153037\" src=\"res/helpimg/starmath/bi21313.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3153037\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3153037\" src=\"res/helpimg/starmath/bi21313.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3153037\">Icône</alt></image>" #: 03091502.xhp msgctxt "" @@ -7558,7 +7558,7 @@ msgctxt "" "par_id3155548\n" "help.text" msgid "<image id=\"img_id3155554\" src=\"res/helpimg/starmath/bi21302.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3155554\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3155554\" src=\"res/helpimg/starmath/bi21302.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3155554\">Icône</alt></image>" #: 03091502.xhp msgctxt "" @@ -7575,7 +7575,7 @@ msgctxt "" "par_id3150600\n" "help.text" msgid "<image id=\"img_id3150606\" src=\"res/helpimg/starmath/bi21301.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3150606\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3150606\" src=\"res/helpimg/starmath/bi21301.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3150606\">Icône</alt></image>" #: 03091502.xhp msgctxt "" @@ -7600,7 +7600,7 @@ msgctxt "" "par_id3152978\n" "help.text" msgid "<image id=\"img_id3152984\" src=\"res/helpimg/starmath/bi21306.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3152984\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3152984\" src=\"res/helpimg/starmath/bi21306.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3152984\">Icône</alt></image>" #: 03091502.xhp msgctxt "" @@ -7625,7 +7625,7 @@ msgctxt "" "par_id3152741\n" "help.text" msgid "<image id=\"img_id3153876\" src=\"res/helpimg/starmath/bi21314.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3153876\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3153876\" src=\"res/helpimg/starmath/bi21314.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3153876\">Icône</alt></image>" #: 03091502.xhp msgctxt "" @@ -7659,7 +7659,7 @@ msgctxt "" "par_id3150840\n" "help.text" msgid "<image id=\"img_id3150846\" src=\"res/helpimg/starmath/bi21307.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3150846\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3150846\" src=\"res/helpimg/starmath/bi21307.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3150846\">Icône</alt></image>" #: 03091502.xhp msgctxt "" @@ -7685,7 +7685,7 @@ msgctxt "" "par_id3154050\n" "help.text" msgid "<image id=\"img_id3154056\" src=\"res/helpimg/starmath/bi21322.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3154056\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3154056\" src=\"res/helpimg/starmath/bi21322.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3154056\">Icône</alt></image>" #: 03091502.xhp msgctxt "" @@ -7702,7 +7702,7 @@ msgctxt "" "par_id3150419\n" "help.text" msgid "<image id=\"img_id3150425\" src=\"res/helpimg/starmath/bi21324.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3150425\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3150425\" src=\"res/helpimg/starmath/bi21324.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3150425\">Icône</alt></image>" #: 03091502.xhp msgctxt "" @@ -7719,7 +7719,7 @@ msgctxt "" "par_id3154424\n" "help.text" msgid "<image id=\"img_id3154429\" src=\"res/helpimg/starmath/bi21325.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3154429\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3154429\" src=\"res/helpimg/starmath/bi21325.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3154429\">Icône</alt></image>" #: 03091502.xhp msgctxt "" @@ -7736,7 +7736,7 @@ msgctxt "" "par_id3155410\n" "help.text" msgid "<image id=\"img_id3155417\" src=\"res/helpimg/starmath/bi21326.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3155417\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3155417\" src=\"res/helpimg/starmath/bi21326.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3155417\">Icône</alt></image>" #: 03091502.xhp msgctxt "" @@ -7753,7 +7753,7 @@ msgctxt "" "par_id3153373\n" "help.text" msgid "<image id=\"img_id3153379\" src=\"res/helpimg/starmath/bi21303.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3153379\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3153379\" src=\"res/helpimg/starmath/bi21303.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3153379\">Icône</alt></image>" #: 03091502.xhp msgctxt "" @@ -7770,7 +7770,7 @@ msgctxt "" "par_id3149139\n" "help.text" msgid "<image id=\"img_id3149145\" src=\"res/helpimg/starmath/bi21310.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3149145\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3149145\" src=\"res/helpimg/starmath/bi21310.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3149145\">Icône</alt></image>" #: 03091502.xhp msgctxt "" @@ -7787,7 +7787,7 @@ msgctxt "" "par_id3153648\n" "help.text" msgid "<image id=\"img_id3153653\" src=\"res/helpimg/starmath/bi21309.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3153653\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3153653\" src=\"res/helpimg/starmath/bi21309.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3153653\">Icône</alt></image>" #: 03091502.xhp msgctxt "" @@ -7804,7 +7804,7 @@ msgctxt "" "par_id3145098\n" "help.text" msgid "<image id=\"img_id3145104\" src=\"res/helpimg/starmath/bi21323.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3145104\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3145104\" src=\"res/helpimg/starmath/bi21323.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3145104\">Icône</alt></image>" #: 03091502.xhp msgctxt "" @@ -7821,7 +7821,7 @@ msgctxt "" "par_id3152809\n" "help.text" msgid "<image id=\"img_id3150267\" src=\"res/helpimg/starmath/bi21304.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3150267\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3150267\" src=\"res/helpimg/starmath/bi21304.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3150267\">Icône</alt></image>" #: 03091502.xhp msgctxt "" @@ -7838,7 +7838,7 @@ msgctxt "" "par_id3153161\n" "help.text" msgid "<image id=\"img_id3153168\" src=\"res/helpimg/starmath/bi21308.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3153168\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3153168\" src=\"res/helpimg/starmath/bi21308.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3153168\">Icône</alt></image>" #: 03091502.xhp msgctxt "" @@ -7855,7 +7855,7 @@ msgctxt "" "par_id3150336\n" "help.text" msgid "<image id=\"img_id3148396\" src=\"res/helpimg/starmath/bi21312.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3148396\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3148396\" src=\"res/helpimg/starmath/bi21312.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3148396\">Icône</alt></image>" #: 03091502.xhp msgctxt "" @@ -7872,7 +7872,7 @@ msgctxt "" "par_id3154416\n" "help.text" msgid "<image id=\"img_id3154422\" src=\"res/helpimg/starmath/bi21315.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3154422\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3154422\" src=\"res/helpimg/starmath/bi21315.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3154422\">Icône</alt></image>" #: 03091502.xhp msgctxt "" @@ -7889,7 +7889,7 @@ msgctxt "" "par_id3149265\n" "help.text" msgid "<image id=\"img_id3149271\" src=\"res/helpimg/starmath/bi21311.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3149271\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3149271\" src=\"res/helpimg/starmath/bi21311.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3149271\">Icône</alt></image>" #: 03091502.xhp msgctxt "" @@ -7906,7 +7906,7 @@ msgctxt "" "par_id3153957\n" "help.text" msgid "<image id=\"img_id3153962\" src=\"res/helpimg/starmath/bi21316.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3153962\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3153962\" src=\"res/helpimg/starmath/bi21316.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3153962\">Icône</alt></image>" #: 03091502.xhp msgctxt "" @@ -7923,7 +7923,7 @@ msgctxt "" "par_id3153958\n" "help.text" msgid "<image id=\"img_id3153963\" src=\"res/helpimg/starmath/bi21327.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3153963\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3153963\" src=\"res/helpimg/starmath/bi21327.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3153963\">Icône</alt></image>" #: 03091502.xhp msgctxt "" @@ -7940,7 +7940,7 @@ msgctxt "" "par_id3153959\n" "help.text" msgid "<image id=\"img_id3153964\" src=\"res/helpimg/starmath/bi21328.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3153964\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3153964\" src=\"res/helpimg/starmath/bi21328.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3153964\">Icône</alt></image>" #: 03091502.xhp msgctxt "" @@ -7957,7 +7957,7 @@ msgctxt "" "par_id3153960\n" "help.text" msgid "<image id=\"img_id3153965\" src=\"res/helpimg/starmath/bi21329.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3153965\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3153965\" src=\"res/helpimg/starmath/bi21329.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3153965\">Icône</alt></image>" #: 03091502.xhp msgctxt "" @@ -7974,7 +7974,7 @@ msgctxt "" "par_id3153961\n" "help.text" msgid "<image id=\"img_id3153966\" src=\"res/helpimg/starmath/bi21330.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3153966\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3153966\" src=\"res/helpimg/starmath/bi21330.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3153966\">Icône</alt></image>" #: 03091502.xhp msgctxt "" @@ -7991,7 +7991,7 @@ msgctxt "" "par_id3153962\n" "help.text" msgid "<image id=\"img_id3153967\" src=\"res/helpimg/starmath/bi21331.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3153967\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3153967\" src=\"res/helpimg/starmath/bi21331.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3153967\">Icône</alt></image>" #: 03091502.xhp msgctxt "" @@ -8008,7 +8008,7 @@ msgctxt "" "par_id3153963\n" "help.text" msgid "<image id=\"img_id3153968\" src=\"res/helpimg/starmath/bi21332.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3153968\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3153968\" src=\"res/helpimg/starmath/bi21332.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3153968\">Icône</alt></image>" #: 03091502.xhp msgctxt "" @@ -8025,7 +8025,7 @@ msgctxt "" "par_id3153964\n" "help.text" msgid "<image id=\"img_id3153969\" src=\"res/helpimg/starmath/bi21333.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3153969\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3153969\" src=\"res/helpimg/starmath/bi21333.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3153969\">Icône</alt></image>" #: 03091502.xhp msgctxt "" @@ -8042,7 +8042,7 @@ msgctxt "" "par_id3153965\n" "help.text" msgid "<image id=\"img_id3153970\" src=\"res/helpimg/starmath/bi21334.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3153970\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3153970\" src=\"res/helpimg/starmath/bi21334.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3153970\">Icône</alt></image>" #: 03091502.xhp msgctxt "" @@ -8109,7 +8109,7 @@ msgctxt "" "par_id3145724\n" "help.text" msgid "Symbol in Elements pane" -msgstr "" +msgstr "Symbole dans le volet Éléments" #: 03091503.xhp msgctxt "" @@ -8126,7 +8126,7 @@ msgctxt "" "par_id3146505\n" "help.text" msgid "<image id=\"img_id3146512\" src=\"res/helpimg/starmath/op22001.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3146512\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3146512\" src=\"res/helpimg/starmath/op22001.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3146512\">Icône</alt></image>" #: 03091503.xhp msgctxt "" @@ -8143,7 +8143,7 @@ msgctxt "" "par_id3159379\n" "help.text" msgid "<image id=\"img_id3159386\" src=\"res/helpimg/starmath/op22002.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3159386\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3159386\" src=\"res/helpimg/starmath/op22002.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3159386\">Icône</alt></image>" #: 03091503.xhp msgctxt "" @@ -8160,7 +8160,7 @@ msgctxt "" "par_id3158166\n" "help.text" msgid "<image id=\"img_id3158173\" src=\"res/helpimg/starmath/op21401.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3158173\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3158173\" src=\"res/helpimg/starmath/op21401.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3158173\">Icône</alt></image>" #: 03091503.xhp msgctxt "" @@ -8177,7 +8177,7 @@ msgctxt "" "par_id3152402\n" "help.text" msgid "<image id=\"img_id3152408\" src=\"res/helpimg/starmath/op21405.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3152408\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3152408\" src=\"res/helpimg/starmath/op21405.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3152408\">Icône</alt></image>" #: 03091503.xhp msgctxt "" @@ -8194,7 +8194,7 @@ msgctxt "" "par_id3158212\n" "help.text" msgid "<image id=\"img_id3158218\" src=\"res/helpimg/starmath/op21402.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3158218\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3158218\" src=\"res/helpimg/starmath/op21402.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3158218\">Icône</alt></image>" #: 03091503.xhp msgctxt "" @@ -8211,7 +8211,7 @@ msgctxt "" "par_id3158819\n" "help.text" msgid "<image id=\"img_id3158825\" src=\"res/helpimg/starmath/op21413.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3158825\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3158825\" src=\"res/helpimg/starmath/op21413.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3158825\">Icône</alt></image>" #: 03091503.xhp msgctxt "" @@ -8228,7 +8228,7 @@ msgctxt "" "par_id3158966\n" "help.text" msgid "<image id=\"img_id3158973\" src=\"res/helpimg/starmath/op21414.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3158973\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3158973\" src=\"res/helpimg/starmath/op21414.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3158973\">Icône</alt></image>" #: 03091503.xhp msgctxt "" @@ -8245,7 +8245,7 @@ msgctxt "" "par_id3159114\n" "help.text" msgid "<image id=\"img_id3159120\" src=\"res/helpimg/starmath/op21415.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3159120\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3159120\" src=\"res/helpimg/starmath/op21415.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3159120\">Icône</alt></image>" #: 03091503.xhp msgctxt "" @@ -8262,7 +8262,7 @@ msgctxt "" "par_id3163002\n" "help.text" msgid "<image id=\"img_id3163008\" src=\"res/helpimg/starmath/op21416.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3163008\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3163008\" src=\"res/helpimg/starmath/op21416.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3163008\">Icône</alt></image>" #: 03091503.xhp msgctxt "" @@ -8287,7 +8287,7 @@ msgctxt "" "par_id3158359\n" "help.text" msgid "<image id=\"img_id3158366\" src=\"res/helpimg/starmath/op21403.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3158366\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3158366\" src=\"res/helpimg/starmath/op21403.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3158366\">Icône</alt></image>" #: 03091503.xhp msgctxt "" @@ -8304,7 +8304,7 @@ msgctxt "" "par_id3156480\n" "help.text" msgid "<image id=\"img_id3156486\" src=\"res/helpimg/starmath/op21421.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3156486\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3156486\" src=\"res/helpimg/starmath/op21421.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3156486\">Icône</alt></image>" #: 03091503.xhp msgctxt "" @@ -8329,7 +8329,7 @@ msgctxt "" "par_id3145932\n" "help.text" msgid "<image id=\"img_id3145938\" src=\"res/helpimg/starmath/op21407.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3145938\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3145938\" src=\"res/helpimg/starmath/op21407.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3145938\">Icône</alt></image>" #: 03091503.xhp msgctxt "" @@ -8346,7 +8346,7 @@ msgctxt "" "par_id3163149\n" "help.text" msgid "<image id=\"img_id3163156\" src=\"res/helpimg/starmath/op21417.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3163156\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3163156\" src=\"res/helpimg/starmath/op21417.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3163156\">Icône</alt></image>" #: 03091503.xhp msgctxt "" @@ -8363,7 +8363,7 @@ msgctxt "" "par_id3163444\n" "help.text" msgid "<image id=\"img_id3163450\" src=\"res/helpimg/starmath/op21419.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3163450\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3163450\" src=\"res/helpimg/starmath/op21419.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3163450\">Icône</alt></image>" #: 03091503.xhp msgctxt "" @@ -8380,7 +8380,7 @@ msgctxt "" "par_id3163591\n" "help.text" msgid "<image id=\"img_id3163598\" src=\"res/helpimg/starmath/op21420.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3163598\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3163598\" src=\"res/helpimg/starmath/op21420.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3163598\">Icône</alt></image>" #: 03091503.xhp msgctxt "" @@ -8397,7 +8397,7 @@ msgctxt "" "par_id3163296\n" "help.text" msgid "<image id=\"img_id3163303\" src=\"res/helpimg/starmath/op21418.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3163303\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3163303\" src=\"res/helpimg/starmath/op21418.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3163303\">Icône</alt></image>" #: 03091503.xhp msgctxt "" @@ -8414,7 +8414,7 @@ msgctxt "" "par_id3146357\n" "help.text" msgid "<image id=\"img_id3146363\" src=\"res/helpimg/starmath/op21408.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3146363\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3146363\" src=\"res/helpimg/starmath/op21408.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3146363\">Icône</alt></image>" #: 03091503.xhp msgctxt "" @@ -8431,7 +8431,7 @@ msgctxt "" "par_id3146652\n" "help.text" msgid "<image id=\"img_id3146659\" src=\"res/helpimg/starmath/op21409.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3146659\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3146659\" src=\"res/helpimg/starmath/op21409.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3146659\">Icône</alt></image>" #: 03091503.xhp msgctxt "" @@ -8448,7 +8448,7 @@ msgctxt "" "par_id3146800\n" "help.text" msgid "<image id=\"img_id3146806\" src=\"res/helpimg/starmath/op21410.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3146806\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3146806\" src=\"res/helpimg/starmath/op21410.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3146806\">Icône</alt></image>" #: 03091503.xhp msgctxt "" @@ -8465,7 +8465,7 @@ msgctxt "" "par_id3158524\n" "help.text" msgid "<image id=\"img_id3158530\" src=\"res/helpimg/starmath/op21411.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3158530\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3158530\" src=\"res/helpimg/starmath/op21411.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3158530\">Icône</alt></image>" #: 03091503.xhp msgctxt "" @@ -8482,7 +8482,7 @@ msgctxt "" "par_id3158671\n" "help.text" msgid "<image id=\"img_id3158678\" src=\"res/helpimg/starmath/op21412.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3158678\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3158678\" src=\"res/helpimg/starmath/op21412.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3158678\">Icône</alt></image>" #: 03091503.xhp msgctxt "" @@ -8499,7 +8499,7 @@ msgctxt "" "par_id3152548\n" "help.text" msgid "<image id=\"img_id3152555\" src=\"res/helpimg/starmath/op21406.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3152555\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3152555\" src=\"res/helpimg/starmath/op21406.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3152555\">Icône</alt></image>" #: 03091503.xhp msgctxt "" @@ -8548,7 +8548,7 @@ msgctxt "" "par_id3156681\n" "help.text" msgid "Symbol in Elements pane" -msgstr "" +msgstr "Symbole dans le volet Éléments" #: 03091504.xhp msgctxt "" @@ -8565,7 +8565,7 @@ msgctxt "" "par_id3166018\n" "help.text" msgid "<image id=\"img_id3166024\" src=\"res/helpimg/starmath/fu21501.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3166024\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3166024\" src=\"res/helpimg/starmath/fu21501.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3166024\">Icône</alt></image>" #: 03091504.xhp msgctxt "" @@ -8582,7 +8582,7 @@ msgctxt "" "par_id3164840\n" "help.text" msgid "<image id=\"img_id3164847\" src=\"res/helpimg/starmath/fu21518.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3164847\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3164847\" src=\"res/helpimg/starmath/fu21518.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3164847\">Icône</alt></image>" #: 03091504.xhp msgctxt "" @@ -8599,7 +8599,7 @@ msgctxt "" "par_id3165134\n" "help.text" msgid "<image id=\"img_id3165141\" src=\"res/helpimg/starmath/fu21520.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3165141\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3165141\" src=\"res/helpimg/starmath/fu21520.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3165141\">Icône</alt></image>" #: 03091504.xhp msgctxt "" @@ -8616,7 +8616,7 @@ msgctxt "" "par_id3166312\n" "help.text" msgid "<image id=\"img_id3166318\" src=\"res/helpimg/starmath/fu21522.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3166318\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3166318\" src=\"res/helpimg/starmath/fu21522.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3166318\">Icône</alt></image>" #: 03091504.xhp msgctxt "" @@ -8633,7 +8633,7 @@ msgctxt "" "par_id3143430\n" "help.text" msgid "<image id=\"img_id3143436\" src=\"res/helpimg/starmath/fu21524.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3143436\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3143436\" src=\"res/helpimg/starmath/fu21524.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3143436\">Icône</alt></image>" #: 03091504.xhp msgctxt "" @@ -8650,7 +8650,7 @@ msgctxt "" "par_id3152238\n" "help.text" msgid "<image id=\"img_id3152244\" src=\"res/helpimg/starmath/fu21517.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3152244\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3152244\" src=\"res/helpimg/starmath/fu21517.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3152244\">Icône</alt></image>" #: 03091504.xhp msgctxt "" @@ -8667,7 +8667,7 @@ msgctxt "" "par_id3164987\n" "help.text" msgid "<image id=\"img_id3164994\" src=\"res/helpimg/starmath/fu21519.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3164994\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3164994\" src=\"res/helpimg/starmath/fu21519.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3164994\">Icône</alt></image>" #: 03091504.xhp msgctxt "" @@ -8684,7 +8684,7 @@ msgctxt "" "par_id3166165\n" "help.text" msgid "<image id=\"img_id3166172\" src=\"res/helpimg/starmath/fu21521.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3166172\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3166172\" src=\"res/helpimg/starmath/fu21521.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3166172\">Icône</alt></image>" #: 03091504.xhp msgctxt "" @@ -8701,7 +8701,7 @@ msgctxt "" "par_id3166459\n" "help.text" msgid "<image id=\"img_id3166465\" src=\"res/helpimg/starmath/fu21523.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3166465\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3166465\" src=\"res/helpimg/starmath/fu21523.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3166465\">Icône</alt></image>" #: 03091504.xhp msgctxt "" @@ -8727,7 +8727,7 @@ msgctxt "" "par_id3151649\n" "help.text" msgid "<image id=\"img_id3151656\" src=\"res/helpimg/starmath/fu21510.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3151656\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3151656\" src=\"res/helpimg/starmath/fu21510.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3151656\">Icône</alt></image>" #: 03091504.xhp msgctxt "" @@ -8744,7 +8744,7 @@ msgctxt "" "par_id3165576\n" "help.text" msgid "<image id=\"img_id3165583\" src=\"res/helpimg/starmath/fu21514.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3165583\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3165583\" src=\"res/helpimg/starmath/fu21514.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3165583\">Icône</alt></image>" #: 03091504.xhp msgctxt "" @@ -8761,7 +8761,7 @@ msgctxt "" "par_id3151944\n" "help.text" msgid "<image id=\"img_id3151950\" src=\"res/helpimg/starmath/fu21512.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3151950\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3151950\" src=\"res/helpimg/starmath/fu21512.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3151950\">Icône</alt></image>" #: 03091504.xhp msgctxt "" @@ -8778,7 +8778,7 @@ msgctxt "" "par_id3165871\n" "help.text" msgid "<image id=\"img_id3165877\" src=\"res/helpimg/starmath/fu21516.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3165877\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3165877\" src=\"res/helpimg/starmath/fu21516.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3165877\">Icône</alt></image>" #: 03091504.xhp msgctxt "" @@ -8795,7 +8795,7 @@ msgctxt "" "par_id3157074\n" "help.text" msgid "<image id=\"img_id3157080\" src=\"res/helpimg/starmath/fu21507.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3157080\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3157080\" src=\"res/helpimg/starmath/fu21507.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3157080\">Icône</alt></image>" #: 03091504.xhp msgctxt "" @@ -8812,7 +8812,7 @@ msgctxt "" "par_id3143577\n" "help.text" msgid "<image id=\"img_id3143584\" src=\"res/helpimg/starmath/fu21502.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3143584\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3143584\" src=\"res/helpimg/starmath/fu21502.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3143584\">Icône</alt></image>" #: 03091504.xhp msgctxt "" @@ -8829,7 +8829,7 @@ msgctxt "" "par_id3156780\n" "help.text" msgid "<image id=\"img_id3156786\" src=\"res/helpimg/starmath/fu21505.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3156786\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3156786\" src=\"res/helpimg/starmath/fu21505.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3156786\">Icône</alt></image>" #: 03091504.xhp msgctxt "" @@ -8846,7 +8846,7 @@ msgctxt "" "par_id3156927\n" "help.text" msgid "<image id=\"img_id3156934\" src=\"res/helpimg/starmath/fu21506.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3156934\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3156934\" src=\"res/helpimg/starmath/fu21506.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3156934\">Icône</alt></image>" #: 03091504.xhp msgctxt "" @@ -8863,7 +8863,7 @@ msgctxt "" "par_id3157220\n" "help.text" msgid "<image id=\"img_id3157227\" src=\"res/helpimg/starmath/fu21508.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3157227\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3157227\" src=\"res/helpimg/starmath/fu21508.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3157227\">Icône</alt></image>" #: 03091504.xhp msgctxt "" @@ -8880,7 +8880,7 @@ msgctxt "" "par_id3165282\n" "help.text" msgid "<image id=\"img_id3165288\" src=\"res/helpimg/starmath/fu21504.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3165288\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3165288\" src=\"res/helpimg/starmath/fu21504.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3165288\">Icône</alt></image>" #: 03091504.xhp msgctxt "" @@ -8897,7 +8897,7 @@ msgctxt "" "par_id3151502\n" "help.text" msgid "<image id=\"img_id3151509\" src=\"res/helpimg/starmath/fu21509.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3151509\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3151509\" src=\"res/helpimg/starmath/fu21509.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3151509\">Icône</alt></image>" #: 03091504.xhp msgctxt "" @@ -8914,7 +8914,7 @@ msgctxt "" "par_id3165429\n" "help.text" msgid "<image id=\"img_id3165436\" src=\"res/helpimg/starmath/fu21513.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3165436\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3165436\" src=\"res/helpimg/starmath/fu21513.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3165436\">Icône</alt></image>" #: 03091504.xhp msgctxt "" @@ -8931,7 +8931,7 @@ msgctxt "" "par_id3152091\n" "help.text" msgid "<image id=\"img_id3152097\" src=\"res/helpimg/starmath/fu21503.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3152097\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3152097\" src=\"res/helpimg/starmath/fu21503.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3152097\">Icône</alt></image>" #: 03091504.xhp msgctxt "" @@ -8957,7 +8957,7 @@ msgctxt "" "par_id3157368\n" "help.text" msgid "<image id=\"img_id3157375\" src=\"res/helpimg/starmath/fu21908.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3157375\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3157375\" src=\"res/helpimg/starmath/fu21908.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3157375\">Icône</alt></image>" #: 03091504.xhp msgctxt "" @@ -8974,7 +8974,7 @@ msgctxt "" "par_id3151796\n" "help.text" msgid "<image id=\"img_id3151803\" src=\"res/helpimg/starmath/fu21511.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3151803\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3151803\" src=\"res/helpimg/starmath/fu21511.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3151803\">Icône</alt></image>" #: 03091504.xhp msgctxt "" @@ -8991,7 +8991,7 @@ msgctxt "" "par_id3165723\n" "help.text" msgid "<image id=\"img_id3165730\" src=\"res/helpimg/starmath/fu21515.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3165730\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3165730\" src=\"res/helpimg/starmath/fu21515.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3165730\">Icône</alt></image>" #: 03091504.xhp msgctxt "" @@ -9040,7 +9040,7 @@ msgctxt "" "par_id3143994\n" "help.text" msgid "Symbol in Elements pane" -msgstr "" +msgstr "Symbole dans le volet Éléments" #: 03091505.xhp msgctxt "" @@ -9057,7 +9057,7 @@ msgctxt "" "par_id3144534\n" "help.text" msgid "<image id=\"img_id3144541\" src=\"res/helpimg/starmath/fo21604.png\" width=\"0.25inch\" height=\"0.25inch\"><alt id=\"alt_id3144541\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3144541\" src=\"res/helpimg/starmath/fo21604.png\" width=\"0.25inch\" height=\"0.25inch\"><alt id=\"alt_id3144541\">Icône</alt></image>" #: 03091505.xhp msgctxt "" @@ -9074,7 +9074,7 @@ msgctxt "" "par_id3166611\n" "help.text" msgid "<image id=\"img_id3166618\" src=\"res/helpimg/starmath/fo21614.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3166618\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3166618\" src=\"res/helpimg/starmath/fo21614.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3166618\">Icône</alt></image>" #: 03091505.xhp msgctxt "" @@ -9091,7 +9091,7 @@ msgctxt "" "par_id3144681\n" "help.text" msgid "<image id=\"img_id3144688\" src=\"res/helpimg/starmath/fo21613.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3144688\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3144688\" src=\"res/helpimg/starmath/fo21613.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3144688\">Icône</alt></image>" #: 03091505.xhp msgctxt "" @@ -9108,7 +9108,7 @@ msgctxt "" "par_id3145083\n" "help.text" msgid "<image id=\"img_id3166470\" src=\"res/helpimg/starmath/fo21607.png\" width=\"0.25inch\" height=\"0.25inch\"><alt id=\"alt_id3166470\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3166470\" src=\"res/helpimg/starmath/fo21607.png\" width=\"0.25inch\" height=\"0.25inch\"><alt id=\"alt_id3166470\">Icône</alt></image>" #: 03091505.xhp msgctxt "" @@ -9125,7 +9125,7 @@ msgctxt "" "par_id3144936\n" "help.text" msgid "<image id=\"img_id3144943\" src=\"res/helpimg/starmath/fo21606.png\" width=\"0.25inch\" height=\"0.25inch\"><alt id=\"alt_id3144943\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3144943\" src=\"res/helpimg/starmath/fo21606.png\" width=\"0.25inch\" height=\"0.25inch\"><alt id=\"alt_id3144943\">Icône</alt></image>" #: 03091505.xhp msgctxt "" @@ -9142,7 +9142,7 @@ msgctxt "" "par_id3144789\n" "help.text" msgid "<image id=\"img_id3144796\" src=\"res/helpimg/starmath/fo21605.png\" width=\"0.25inch\" height=\"0.25inch\"><alt id=\"alt_id3144796\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3144796\" src=\"res/helpimg/starmath/fo21605.png\" width=\"0.25inch\" height=\"0.25inch\"><alt id=\"alt_id3144796\">Icône</alt></image>" #: 03091505.xhp msgctxt "" @@ -9177,7 +9177,7 @@ msgctxt "" "par_id3166719\n" "help.text" msgid "<image id=\"img_id3166725\" src=\"res/helpimg/starmath/fo21609.png\" width=\"0.25inch\" height=\"0.25inch\"><alt id=\"alt_id3166725\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3166725\" src=\"res/helpimg/starmath/fo21609.png\" width=\"0.25inch\" height=\"0.25inch\"><alt id=\"alt_id3166725\">Icône</alt></image>" #: 03091505.xhp msgctxt "" @@ -9194,7 +9194,7 @@ msgctxt "" "par_id3166866\n" "help.text" msgid "<image id=\"img_id3166872\" src=\"res/helpimg/starmath/fo21610.png\" width=\"0.25inch\" height=\"0.25inch\"><alt id=\"alt_id3166872\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3166872\" src=\"res/helpimg/starmath/fo21610.png\" width=\"0.25inch\" height=\"0.25inch\"><alt id=\"alt_id3166872\">Icône</alt></image>" #: 03091505.xhp msgctxt "" @@ -9211,7 +9211,7 @@ msgctxt "" "par_id3167013\n" "help.text" msgid "<image id=\"img_id3167020\" src=\"res/helpimg/starmath/fo21611.png\" width=\"0.25inch\" height=\"0.25inch\"><alt id=\"alt_id3167020\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3167020\" src=\"res/helpimg/starmath/fo21611.png\" width=\"0.25inch\" height=\"0.25inch\"><alt id=\"alt_id3167020\">Icône</alt></image>" #: 03091505.xhp msgctxt "" @@ -9237,7 +9237,7 @@ msgctxt "" "par_id3144387\n" "help.text" msgid "<image id=\"img_id3144394\" src=\"res/helpimg/starmath/fo21603.png\" width=\"0.25inch\" height=\"0.25inch\"><alt id=\"alt_id3144394\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3144394\" src=\"res/helpimg/starmath/fo21603.png\" width=\"0.25inch\" height=\"0.25inch\"><alt id=\"alt_id3144394\">Icône</alt></image>" #: 03091505.xhp msgctxt "" @@ -9254,7 +9254,7 @@ msgctxt "" "par_id3144240\n" "help.text" msgid "<image id=\"img_id3144247\" src=\"res/helpimg/starmath/fo21602.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3144247\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3144247\" src=\"res/helpimg/starmath/fo21602.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3144247\">Icône</alt></image>" #: 03091505.xhp msgctxt "" @@ -9271,7 +9271,7 @@ msgctxt "" "par_id3167161\n" "help.text" msgid "<image id=\"img_id3167167\" src=\"res/helpimg/starmath/fo21615.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3167167\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3167167\" src=\"res/helpimg/starmath/fo21615.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3167167\">Icône</alt></image>" #: 03091505.xhp msgctxt "" @@ -9288,7 +9288,7 @@ msgctxt "" "par_id3144093\n" "help.text" msgid "<image id=\"img_id3144100\" src=\"res/helpimg/starmath/fo21601.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3144100\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3144100\" src=\"res/helpimg/starmath/fo21601.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3144100\">Icône</alt></image>" #: 03091505.xhp msgctxt "" @@ -9337,7 +9337,7 @@ msgctxt "" "par_id3167610\n" "help.text" msgid "Symbol in Elements pane" -msgstr "" +msgstr "Symbole dans le volet Éléments" #: 03091506.xhp msgctxt "" @@ -9354,7 +9354,7 @@ msgctxt "" "par_id3167709\n" "help.text" msgid "<image id=\"img_id3167716\" src=\"res/helpimg/starmath/at21701.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3167716\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3167716\" src=\"res/helpimg/starmath/at21701.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3167716\">Icône</alt></image>" #: 03091506.xhp msgctxt "" @@ -9371,7 +9371,7 @@ msgctxt "" "par_id3159771\n" "help.text" msgid "<image id=\"img_id3159778\" src=\"res/helpimg/starmath/at21705.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3159778\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3159778\" src=\"res/helpimg/starmath/at21705.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3159778\">Icône</alt></image>" #: 03091506.xhp msgctxt "" @@ -9405,7 +9405,7 @@ msgctxt "" "par_id3168153\n" "help.text" msgid "<image id=\"img_id3168160\" src=\"res/helpimg/starmath/at21704.png\" width=\"0.25inch\" height=\"0.25inch\"><alt id=\"alt_id3168160\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3168160\" src=\"res/helpimg/starmath/at21704.png\" width=\"0.25inch\" height=\"0.25inch\"><alt id=\"alt_id3168160\">Icône</alt></image>" #: 03091506.xhp msgctxt "" @@ -9422,7 +9422,7 @@ msgctxt "" "par_id3168006\n" "help.text" msgid "<image id=\"img_id3168012\" src=\"res/helpimg/starmath/at21703.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3168012\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3168012\" src=\"res/helpimg/starmath/at21703.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3168012\">Icône</alt></image>" #: 03091506.xhp msgctxt "" @@ -9439,7 +9439,7 @@ msgctxt "" "par_id3168303\n" "help.text" msgid "<image id=\"img_id3168309\" src=\"res/helpimg/starmath/at21709.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3168309\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3168309\" src=\"res/helpimg/starmath/at21709.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3168309\">Icône</alt></image>" #: 03091506.xhp msgctxt "" @@ -9473,7 +9473,7 @@ msgctxt "" "par_id3161104\n" "help.text" msgid "<image id=\"img_id3161111\" src=\"res/helpimg/starmath/at21712.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3161111\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3161111\" src=\"res/helpimg/starmath/at21712.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3161111\">Icône</alt></image>" #: 03091506.xhp msgctxt "" @@ -9490,7 +9490,7 @@ msgctxt "" "par_id3160512\n" "help.text" msgid "<image id=\"img_id3160519\" src=\"res/helpimg/starmath/at21711.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3160519\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3160519\" src=\"res/helpimg/starmath/at21711.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3160519\">Icône</alt></image>" #: 03091506.xhp msgctxt "" @@ -9507,7 +9507,7 @@ msgctxt "" "par_id3159919\n" "help.text" msgid "<image id=\"img_id3159926\" src=\"res/helpimg/starmath/at21710.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3159926\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3159926\" src=\"res/helpimg/starmath/at21710.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3159926\">Icône</alt></image>" #: 03091506.xhp msgctxt "" @@ -9524,7 +9524,7 @@ msgctxt "" "par_id3167857\n" "help.text" msgid "<image id=\"img_id3167864\" src=\"res/helpimg/starmath/at21702.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3167864\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3167864\" src=\"res/helpimg/starmath/at21702.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3167864\">Icône</alt></image>" #: 03091506.xhp msgctxt "" @@ -9541,7 +9541,7 @@ msgctxt "" "par_id3159622\n" "help.text" msgid "<image id=\"img_id3159628\" src=\"res/helpimg/starmath/at21707.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3159628\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3159628\" src=\"res/helpimg/starmath/at21707.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3159628\">Icône</alt></image>" #: 03091506.xhp msgctxt "" @@ -9593,7 +9593,7 @@ msgctxt "" "par_id3160659\n" "help.text" msgid "<image id=\"img_id3160666\" src=\"res/helpimg/starmath/at21713.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3160666\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3160666\" src=\"res/helpimg/starmath/at21713.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3160666\">Icône</alt></image>" #: 03091506.xhp msgctxt "" @@ -9610,7 +9610,7 @@ msgctxt "" "par_id3160956\n" "help.text" msgid "<image id=\"img_id3160962\" src=\"res/helpimg/starmath/at21715.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3160962\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3160962\" src=\"res/helpimg/starmath/at21715.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3160962\">Icône</alt></image>" #: 03091506.xhp msgctxt "" @@ -9627,7 +9627,7 @@ msgctxt "" "par_id3161252\n" "help.text" msgid "<image id=\"img_id3161259\" src=\"res/helpimg/starmath/at21716.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3161259\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3161259\" src=\"res/helpimg/starmath/at21716.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3161259\">Icône</alt></image>" #: 03091506.xhp msgctxt "" @@ -9644,7 +9644,7 @@ msgctxt "" "par_id3168599\n" "help.text" msgid "<image id=\"img_id3168605\" src=\"res/helpimg/starmath/at21708.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3168605\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3168605\" src=\"res/helpimg/starmath/at21708.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3168605\">Icône</alt></image>" #: 03091506.xhp msgctxt "" @@ -9661,7 +9661,7 @@ msgctxt "" "par_id3160808\n" "help.text" msgid "<image id=\"img_id3160814\" src=\"res/helpimg/starmath/at21714.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3160814\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3160814\" src=\"res/helpimg/starmath/at21714.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3160814\">Icône</alt></image>" #: 03091506.xhp msgctxt "" @@ -9678,7 +9678,7 @@ msgctxt "" "par_id3168451\n" "help.text" msgid "<image id=\"img_id3168457\" src=\"res/helpimg/starmath/im21106.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3168457\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3168457\" src=\"res/helpimg/starmath/im21106.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3168457\">Icône</alt></image>" #: 03091506.xhp msgctxt "" @@ -9695,7 +9695,7 @@ msgctxt "" "par_id3160364\n" "help.text" msgid "<image id=\"img_id3160370\" src=\"res/helpimg/starmath/at21722.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3160370\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3160370\" src=\"res/helpimg/starmath/at21722.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3160370\">Icône</alt></image>" #: 03091506.xhp msgctxt "" @@ -9712,7 +9712,7 @@ msgctxt "" "par_id3160215\n" "help.text" msgid "<image id=\"img_id3160222\" src=\"res/helpimg/starmath/at21723.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3160222\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3160222\" src=\"res/helpimg/starmath/at21723.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3160222\">Icône</alt></image>" #: 03091506.xhp msgctxt "" @@ -9729,7 +9729,7 @@ msgctxt "" "par_id3160067\n" "help.text" msgid "<image id=\"img_id3160074\" src=\"res/helpimg/starmath/at21724.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3160074\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3160074\" src=\"res/helpimg/starmath/at21724.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3160074\">Icône</alt></image>" #: 03091506.xhp msgctxt "" @@ -9778,7 +9778,7 @@ msgctxt "" "par_id3162086\n" "help.text" msgid "Symbol in Elements pane" -msgstr "" +msgstr "Symbole dans le volet Éléments" #: 03091507.xhp msgctxt "" @@ -9804,7 +9804,7 @@ msgctxt "" "par_id3179931\n" "help.text" msgid "<image id=\"img_id3179937\" src=\"res/helpimg/starmath/mi22008.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3179937\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3179937\" src=\"res/helpimg/starmath/mi22008.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3179937\">Icône</alt></image>" #: 03091507.xhp msgctxt "" @@ -9821,7 +9821,7 @@ msgctxt "" "par_id3180374\n" "help.text" msgid "<image id=\"img_id3180380\" src=\"res/helpimg/starmath/mi22010.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3180380\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3180380\" src=\"res/helpimg/starmath/mi22010.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3180380\">Icône</alt></image>" #: 03091507.xhp msgctxt "" @@ -9838,7 +9838,7 @@ msgctxt "" "par_id3179784\n" "help.text" msgid "<image id=\"img_id3179790\" src=\"res/helpimg/starmath/mi22011.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3179790\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3179790\" src=\"res/helpimg/starmath/mi22011.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3179790\">Icône</alt></image>" #: 03091507.xhp msgctxt "" @@ -9863,7 +9863,7 @@ msgctxt "" "par_id3180078\n" "help.text" msgid "<image id=\"img_id3180085\" src=\"res/helpimg/starmath/mi22009.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3180085\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3180085\" src=\"res/helpimg/starmath/mi22009.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3180085\">Icône</alt></image>" #: 03091507.xhp msgctxt "" @@ -9880,7 +9880,7 @@ msgctxt "" "par_id3180226\n" "help.text" msgid "<image id=\"img_id3180233\" src=\"res/helpimg/starmath/mi22012.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3180233\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3180233\" src=\"res/helpimg/starmath/mi22012.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3180233\">Icône</alt></image>" #: 03091507.xhp msgctxt "" @@ -9897,7 +9897,7 @@ msgctxt "" "par_id3179636\n" "help.text" msgid "<image id=\"img_id3179643\" src=\"res/helpimg/starmath/mi22019.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3179643\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3179643\" src=\"res/helpimg/starmath/mi22019.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3179643\">Icône</alt></image>" #: 03091507.xhp msgctxt "" @@ -9914,7 +9914,7 @@ msgctxt "" "par_id3162627\n" "help.text" msgid "<image id=\"img_id3162633\" src=\"res/helpimg/starmath/mi21608.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3162633\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3162633\" src=\"res/helpimg/starmath/mi21608.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3162633\">Icône</alt></image>" #: 03091507.xhp msgctxt "" @@ -9931,7 +9931,7 @@ msgctxt "" "par_idA3162627\n" "help.text" msgid "<image id=\"img_idA3162633\" src=\"res/helpimg/starmath/mi21618.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_idA3162633\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_idA3162633\" src=\"res/helpimg/starmath/mi21618.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_idA3162633\">Icône</alt></image>" #: 03091507.xhp msgctxt "" @@ -9948,7 +9948,7 @@ msgctxt "" "par_id3162775\n" "help.text" msgid "<image id=\"img_id3162781\" src=\"res/helpimg/starmath/mi21612.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3162781\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3162781\" src=\"res/helpimg/starmath/mi21612.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3162781\">Icône</alt></image>" #: 03091507.xhp msgctxt "" @@ -9965,7 +9965,7 @@ msgctxt "" "par_id3162922\n" "help.text" msgid "<image id=\"img_id3178464\" src=\"res/helpimg/starmath/mi22014.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3178464\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3178464\" src=\"res/helpimg/starmath/mi22014.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3178464\">Icône</alt></image>" #: 03091507.xhp msgctxt "" @@ -9982,7 +9982,7 @@ msgctxt "" "par_id3178900\n" "help.text" msgid "<image id=\"img_id3178906\" src=\"res/helpimg/starmath/mi22004.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3178906\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3178906\" src=\"res/helpimg/starmath/mi22004.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3178906\">Icône</alt></image>" #: 03091507.xhp msgctxt "" @@ -10007,7 +10007,7 @@ msgctxt "" "par_id3162185\n" "help.text" msgid "<image id=\"img_id3162192\" src=\"res/helpimg/starmath/mi22005.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3162192\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3162192\" src=\"res/helpimg/starmath/mi22005.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3162192\">Icône</alt></image>" #: 03091507.xhp msgctxt "" @@ -10024,7 +10024,7 @@ msgctxt "" "par_id3178604\n" "help.text" msgid "<image id=\"img_id3178611\" src=\"res/helpimg/starmath/mi22015.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3178611\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3178611\" src=\"res/helpimg/starmath/mi22015.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3178611\">Icône</alt></image>" #: 03091507.xhp msgctxt "" @@ -10041,7 +10041,7 @@ msgctxt "" "par_id3179195\n" "help.text" msgid "<image id=\"img_id3179201\" src=\"res/helpimg/starmath/mi22016.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3179201\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3179201\" src=\"res/helpimg/starmath/mi22016.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3179201\">Icône</alt></image>" #: 03091507.xhp msgctxt "" @@ -10058,7 +10058,7 @@ msgctxt "" "par_id3162480\n" "help.text" msgid "<image id=\"img_id3162486\" src=\"res/helpimg/starmath/mi22013.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3162486\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3162486\" src=\"res/helpimg/starmath/mi22013.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3162486\">Icône</alt></image>" #: 03091507.xhp msgctxt "" @@ -10075,7 +10075,7 @@ msgctxt "" "par_id3162332\n" "help.text" msgid "<image id=\"img_id3162339\" src=\"res/helpimg/starmath/mi22006.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3162339\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3162339\" src=\"res/helpimg/starmath/mi22006.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3162339\">Icône</alt></image>" #: 03091507.xhp msgctxt "" @@ -10092,7 +10092,7 @@ msgctxt "" "par_id3178752\n" "help.text" msgid "<image id=\"img_id3178759\" src=\"res/helpimg/starmath/mi22003.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3178759\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3178759\" src=\"res/helpimg/starmath/mi22003.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3178759\">Icône</alt></image>" #: 03091507.xhp msgctxt "" @@ -10109,7 +10109,7 @@ msgctxt "" "par_id3179342\n" "help.text" msgid "<image id=\"img_id3179349\" src=\"res/helpimg/starmath/mi22017.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3179349\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3179349\" src=\"res/helpimg/starmath/mi22017.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3179349\">Icône</alt></image>" #: 03091507.xhp msgctxt "" @@ -10126,7 +10126,7 @@ msgctxt "" "par_id3179489\n" "help.text" msgid "<image id=\"img_id3179496\" src=\"res/helpimg/starmath/mi22018.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3179496\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3179496\" src=\"res/helpimg/starmath/mi22018.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3179496\">Icône</alt></image>" #: 03091507.xhp msgctxt "" @@ -10143,7 +10143,7 @@ msgctxt "" "par_id3179047\n" "help.text" msgid "<image id=\"img_id3179054\" src=\"res/helpimg/starmath/mi22007.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3179054\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3179054\" src=\"res/helpimg/starmath/mi22007.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3179054\">Icône</alt></image>" #: 03091507.xhp msgctxt "" @@ -10192,7 +10192,7 @@ msgctxt "" "par_id3180684\n" "help.text" msgid "Symbol in Elements pane" -msgstr "" +msgstr "Symbole dans le volet Éléments" #: 03091508.xhp msgctxt "" @@ -10208,7 +10208,7 @@ msgctxt "" "par_id3180783\n" "help.text" msgid "<image id=\"img_id3180789\" src=\"res/helpimg/starmath/al21801.png\" width=\"0.566cm\" height=\"0.566cm\"><alt id=\"alt_id3180789\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3180789\" src=\"res/helpimg/starmath/al21801.png\" width=\"0.566cm\" height=\"0.566cm\"><alt id=\"alt_id3180789\">Icône</alt></image>" #: 03091508.xhp msgctxt "" @@ -10224,7 +10224,7 @@ msgctxt "" "par_id3180930\n" "help.text" msgid "<image id=\"img_id3180936\" src=\"res/helpimg/starmath/al21802.png\" width=\"0.566cm\" height=\"0.566cm\"><alt id=\"alt_id3180936\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3180936\" src=\"res/helpimg/starmath/al21802.png\" width=\"0.566cm\" height=\"0.566cm\"><alt id=\"alt_id3180936\">Icône</alt></image>" #: 03091508.xhp msgctxt "" @@ -10240,7 +10240,7 @@ msgctxt "" "par_id3181078\n" "help.text" msgid "<image id=\"img_id3181084\" src=\"res/helpimg/starmath/al21823.png\" width=\"0.566cm\" height=\"0.566cm\"><alt id=\"alt_id3181084\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3181084\" src=\"res/helpimg/starmath/al21823.png\" width=\"0.566cm\" height=\"0.566cm\"><alt id=\"alt_id3181084\">Icône</alt></image>" #: 03091508.xhp msgctxt "" @@ -10256,7 +10256,7 @@ msgctxt "" "par_id3181229\n" "help.text" msgid "<image id=\"img_id3181235\" src=\"res/helpimg/starmath/al21805.png\" width=\"0.566cm\" height=\"0.566cm\"><alt id=\"alt_id3181235\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3181235\" src=\"res/helpimg/starmath/al21805.png\" width=\"0.566cm\" height=\"0.566cm\"><alt id=\"alt_id3181235\">Icône</alt></image>" #: 03091508.xhp msgctxt "" @@ -10272,7 +10272,7 @@ msgctxt "" "par_id3181377\n" "help.text" msgid "<image id=\"img_id3181384\" src=\"res/helpimg/starmath/al21806.png\" width=\"0.566cm\" height=\"0.566cm\"><alt id=\"alt_id3181384\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3181384\" src=\"res/helpimg/starmath/al21806.png\" width=\"0.566cm\" height=\"0.566cm\"><alt id=\"alt_id3181384\">Icône</alt></image>" #: 03091508.xhp msgctxt "" @@ -10288,7 +10288,7 @@ msgctxt "" "par_id3181525\n" "help.text" msgid "<image id=\"img_id3181532\" src=\"res/helpimg/starmath/al21804.png\" width=\"0.566cm\" height=\"0.566cm\"><alt id=\"alt_id3181532\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3181532\" src=\"res/helpimg/starmath/al21804.png\" width=\"0.566cm\" height=\"0.566cm\"><alt id=\"alt_id3181532\">Icône</alt></image>" #: 03091508.xhp msgctxt "" @@ -10304,7 +10304,7 @@ msgctxt "" "par_id3181674\n" "help.text" msgid "<image id=\"img_id3181680\" src=\"res/helpimg/starmath/al21803.png\" width=\"0.566cm\" height=\"0.566cm\"><alt id=\"alt_id3181680\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3181680\" src=\"res/helpimg/starmath/al21803.png\" width=\"0.566cm\" height=\"0.566cm\"><alt id=\"alt_id3181680\">Icône</alt></image>" #: 03091508.xhp msgctxt "" @@ -10320,7 +10320,7 @@ msgctxt "" "par_id3181822\n" "help.text" msgid "<image id=\"img_id3181828\" src=\"res/helpimg/starmath/al21821.png\" width=\"0.566cm\" height=\"0.566cm\"><alt id=\"alt_id3181828\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3181828\" src=\"res/helpimg/starmath/al21821.png\" width=\"0.566cm\" height=\"0.566cm\"><alt id=\"alt_id3181828\">Icône</alt></image>" #: 03091508.xhp msgctxt "" @@ -10336,7 +10336,7 @@ msgctxt "" "par_id3181973\n" "help.text" msgid "<image id=\"img_id3181980\" src=\"res/helpimg/starmath/al21808.png\" width=\"0.566cm\" height=\"0.566cm\"><alt id=\"alt_id3181980\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3181980\" src=\"res/helpimg/starmath/al21808.png\" width=\"0.566cm\" height=\"0.566cm\"><alt id=\"alt_id3181980\">Icône</alt></image>" #: 03091508.xhp msgctxt "" @@ -10352,7 +10352,7 @@ msgctxt "" "par_id3182083\n" "help.text" msgid "<image id=\"img_id3182090\" src=\"res/helpimg/starmath/al21809.png\" width=\"0.566cm\" height=\"0.566cm\"><alt id=\"alt_id3182090\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3182090\" src=\"res/helpimg/starmath/al21809.png\" width=\"0.566cm\" height=\"0.566cm\"><alt id=\"alt_id3182090\">Icône</alt></image>" #: 03091508.xhp msgctxt "" @@ -10368,7 +10368,7 @@ msgctxt "" "par_id3182210\n" "help.text" msgid "<image id=\"img_id3182216\" src=\"res/helpimg/starmath/al21810.png\" width=\"0.566cm\" height=\"0.566cm\"><alt id=\"alt_id3182216\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3182216\" src=\"res/helpimg/starmath/al21810.png\" width=\"0.566cm\" height=\"0.566cm\"><alt id=\"alt_id3182216\">Icône</alt></image>" #: 03091508.xhp msgctxt "" @@ -10384,7 +10384,7 @@ msgctxt "" "par_id3182332\n" "help.text" msgid "<image id=\"img_id3182339\" src=\"res/helpimg/starmath/al21824.png\" width=\"0.566cm\" height=\"0.566cm\"><alt id=\"alt_id3182339\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3182339\" src=\"res/helpimg/starmath/al21824.png\" width=\"0.566cm\" height=\"0.566cm\"><alt id=\"alt_id3182339\">Icône</alt></image>" #: 03091508.xhp msgctxt "" @@ -10400,7 +10400,7 @@ msgctxt "" "par_id3182456\n" "help.text" msgid "<image id=\"img_id3182463\" src=\"res/helpimg/starmath/al21812.png\" width=\"0.566cm\" height=\"0.566cm\"><alt id=\"alt_id3182463\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3182463\" src=\"res/helpimg/starmath/al21812.png\" width=\"0.566cm\" height=\"0.566cm\"><alt id=\"alt_id3182463\">Icône</alt></image>" #: 03091508.xhp msgctxt "" @@ -10416,7 +10416,7 @@ msgctxt "" "par_id3182579\n" "help.text" msgid "<image id=\"img_id3182586\" src=\"res/helpimg/starmath/al21813.png\" width=\"0.566cm\" height=\"0.566cm\"><alt id=\"alt_id3182586\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3182586\" src=\"res/helpimg/starmath/al21813.png\" width=\"0.566cm\" height=\"0.566cm\"><alt id=\"alt_id3182586\">Icône</alt></image>" #: 03091508.xhp msgctxt "" @@ -10432,7 +10432,7 @@ msgctxt "" "par_id3182702\n" "help.text" msgid "<image id=\"img_id3182709\" src=\"res/helpimg/starmath/al21814.png\" width=\"0.566cm\" height=\"0.566cm\"><alt id=\"alt_id3182709\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3182709\" src=\"res/helpimg/starmath/al21814.png\" width=\"0.566cm\" height=\"0.566cm\"><alt id=\"alt_id3182709\">Icône</alt></image>" #: 03091508.xhp msgctxt "" @@ -10448,7 +10448,7 @@ msgctxt "" "par_id3182825\n" "help.text" msgid "<image id=\"img_id3182832\" src=\"res/helpimg/starmath/al21811.png\" width=\"0.566cm\" height=\"0.566cm\"><alt id=\"alt_id3182832\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3182832\" src=\"res/helpimg/starmath/al21811.png\" width=\"0.566cm\" height=\"0.566cm\"><alt id=\"alt_id3182832\">Icône</alt></image>" #: 03091508.xhp msgctxt "" @@ -10464,7 +10464,7 @@ msgctxt "" "par_id3182948\n" "help.text" msgid "<image id=\"img_id3182955\" src=\"res/helpimg/starmath/al21822.png\" width=\"0.566cm\" height=\"0.566cm\"><alt id=\"alt_id3182955\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3182955\" src=\"res/helpimg/starmath/al21822.png\" width=\"0.566cm\" height=\"0.566cm\"><alt id=\"alt_id3182955\">Icône</alt></image>" #: 03091508.xhp msgctxt "" @@ -10480,7 +10480,7 @@ msgctxt "" "par_id3183072\n" "help.text" msgid "<image id=\"img_id3183078\" src=\"res/helpimg/starmath/al21825.png\" width=\"0.566cm\" height=\"0.566cm\"><alt id=\"alt_id3183078\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3183078\" src=\"res/helpimg/starmath/al21825.png\" width=\"0.566cm\" height=\"0.566cm\"><alt id=\"alt_id3183078\">Icône</alt></image>" #: 03091508.xhp msgctxt "" @@ -10496,7 +10496,7 @@ msgctxt "" "par_id3183223\n" "help.text" msgid "<image id=\"img_id3183230\" src=\"res/helpimg/starmath/al21826.png\" width=\"0.566cm\" height=\"0.566cm\"><alt id=\"alt_id3183230\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3183230\" src=\"res/helpimg/starmath/al21826.png\" width=\"0.566cm\" height=\"0.566cm\"><alt id=\"alt_id3183230\">Icône</alt></image>" #: 03091508.xhp msgctxt "" @@ -10648,7 +10648,7 @@ msgctxt "" "par_id3184320\n" "help.text" msgid "Symbol in Elements pane" -msgstr "" +msgstr "Symbole dans le volet Éléments" #: 03091509.xhp msgctxt "" @@ -10665,7 +10665,7 @@ msgctxt "" "par_id3184418\n" "help.text" msgid "<image id=\"img_id3184425\" src=\"res/helpimg/starmath/co21916.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3184425\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3184425\" src=\"res/helpimg/starmath/co21916.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3184425\">Icône</alt></image>" #: 03091509.xhp msgctxt "" @@ -10682,7 +10682,7 @@ msgctxt "" "par_id3184566\n" "help.text" msgid "<image id=\"img_id3184572\" src=\"res/helpimg/starmath/co21918.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3184572\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3184572\" src=\"res/helpimg/starmath/co21918.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3184572\">Icône</alt></image>" #: 03091509.xhp msgctxt "" @@ -10707,7 +10707,7 @@ msgctxt "" "par_id3184717\n" "help.text" msgid "<image id=\"img_id3184724\" src=\"res/helpimg/starmath/co21908.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3184724\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3184724\" src=\"res/helpimg/starmath/co21908.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3184724\">Icône</alt></image>" #: 03091509.xhp msgctxt "" @@ -10724,7 +10724,7 @@ msgctxt "" "par_id3184864\n" "help.text" msgid "<image id=\"img_id3184871\" src=\"res/helpimg/starmath/co21905.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3184871\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3184871\" src=\"res/helpimg/starmath/co21905.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3184871\">Icône</alt></image>" #: 03091509.xhp msgctxt "" @@ -10741,7 +10741,7 @@ msgctxt "" "par_id3185011\n" "help.text" msgid "<image id=\"img_id3185018\" src=\"res/helpimg/starmath/co21901.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3185018\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3185018\" src=\"res/helpimg/starmath/co21901.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3185018\">Icône</alt></image>" #: 03091509.xhp msgctxt "" @@ -10758,7 +10758,7 @@ msgctxt "" "par_id3185119\n" "help.text" msgid "<image id=\"img_id3185126\" src=\"res/helpimg/starmath/co21912.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3185126\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3185126\" src=\"res/helpimg/starmath/co21912.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3185126\">Icône</alt></image>" #: 03091509.xhp msgctxt "" @@ -10775,7 +10775,7 @@ msgctxt "" "par_id3185267\n" "help.text" msgid "<image id=\"img_id3185274\" src=\"res/helpimg/starmath/co21917.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3185274\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3185274\" src=\"res/helpimg/starmath/co21917.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3185274\">Icône</alt></image>" #: 03091509.xhp msgctxt "" @@ -10800,7 +10800,7 @@ msgctxt "" "par_id3185418\n" "help.text" msgid "<image id=\"img_id3185425\" src=\"res/helpimg/starmath/co21904.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3185425\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3185425\" src=\"res/helpimg/starmath/co21904.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3185425\">Icône</alt></image>" #: 03091509.xhp msgctxt "" @@ -10817,7 +10817,7 @@ msgctxt "" "par_id3185566\n" "help.text" msgid "<image id=\"img_id3185573\" src=\"res/helpimg/starmath/co21906.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3185573\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3185573\" src=\"res/helpimg/starmath/co21906.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3185573\">Icône</alt></image>" #: 03091509.xhp msgctxt "" @@ -10834,7 +10834,7 @@ msgctxt "" "par_id3185714\n" "help.text" msgid "<image id=\"img_id3185721\" src=\"res/helpimg/starmath/co21902.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3185721\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3185721\" src=\"res/helpimg/starmath/co21902.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3185721\">Icône</alt></image>" #: 03091509.xhp msgctxt "" @@ -10851,7 +10851,7 @@ msgctxt "" "par_id3185823\n" "help.text" msgid "<image id=\"img_id3185829\" src=\"res/helpimg/starmath/co21909.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3185829\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3185829\" src=\"res/helpimg/starmath/co21909.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3185829\">Icône</alt></image>" #: 03091509.xhp msgctxt "" @@ -10868,7 +10868,7 @@ msgctxt "" "par_id3185931\n" "help.text" msgid "<image id=\"img_id3185937\" src=\"res/helpimg/starmath/co21910.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3185937\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3185937\" src=\"res/helpimg/starmath/co21910.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3185937\">Icône</alt></image>" #: 03091509.xhp msgctxt "" @@ -10885,7 +10885,7 @@ msgctxt "" "par_id3186039\n" "help.text" msgid "<image id=\"img_id3186046\" src=\"res/helpimg/starmath/co21911.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3186046\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3186046\" src=\"res/helpimg/starmath/co21911.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3186046\">Icône</alt></image>" #: 03091509.xhp msgctxt "" @@ -10902,7 +10902,7 @@ msgctxt "" "par_id3186147\n" "help.text" msgid "<image id=\"img_id3186154\" src=\"res/helpimg/starmath/co21907.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3186154\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3186154\" src=\"res/helpimg/starmath/co21907.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3186154\">Icône</alt></image>" #: 03091509.xhp msgctxt "" @@ -10919,7 +10919,7 @@ msgctxt "" "par_id3186295\n" "help.text" msgid "<image id=\"img_id3186302\" src=\"res/helpimg/starmath/co21903.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3186302\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3186302\" src=\"res/helpimg/starmath/co21903.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3186302\">Icône</alt></image>" #: 03091509.xhp msgctxt "" @@ -10987,7 +10987,7 @@ msgctxt "" "par_id3145171\n" "help.text" msgid "<image id=\"img_id3145177\" src=\"res/helpimg/starmath/mi22006.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3145177\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3145177\" src=\"res/helpimg/starmath/mi22006.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3145177\">Icône</alt></image>" #: 03091600.xhp msgctxt "" @@ -11013,7 +11013,7 @@ msgctxt "" "par_id3152782\n" "help.text" msgid "<image id=\"img_id3152788\" src=\"res/helpimg/starmath/mi22005.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3152788\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3152788\" src=\"res/helpimg/starmath/mi22005.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3152788\">Icône</alt></image>" #: 03091600.xhp msgctxt "" @@ -11039,7 +11039,7 @@ msgctxt "" "par_id3150217\n" "help.text" msgid "<image id=\"img_id3150223\" src=\"res/helpimg/starmath/mi22013.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3150223\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3150223\" src=\"res/helpimg/starmath/mi22013.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3150223\">Icône</alt></image>" #: 03091600.xhp msgctxt "" @@ -11065,7 +11065,7 @@ msgctxt "" "par_id3155330\n" "help.text" msgid "<image id=\"img_id3155336\" src=\"res/helpimg/starmath/mi21608.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3155336\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3155336\" src=\"res/helpimg/starmath/mi21608.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3155336\">Icône</alt></image>" #: 03091600.xhp msgctxt "" @@ -11091,7 +11091,7 @@ msgctxt "" "par_idA3155330\n" "help.text" msgid "<image id=\"img_idA3155336\" src=\"res/helpimg/starmath/mi21618.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_idA3155336\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_idA3155336\" src=\"res/helpimg/starmath/mi21618.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_idA3155336\">Icône</alt></image>" #: 03091600.xhp msgctxt "" @@ -11117,7 +11117,7 @@ msgctxt "" "par_id3151296\n" "help.text" msgid "<image id=\"img_id3151302\" src=\"res/helpimg/starmath/mi21612.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3151302\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3151302\" src=\"res/helpimg/starmath/mi21612.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3151302\">Icône</alt></image>" #: 03091600.xhp msgctxt "" @@ -11143,7 +11143,7 @@ msgctxt "" "par_id3153023\n" "help.text" msgid "<image id=\"img_id3153030\" src=\"res/helpimg/starmath/mi22014.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3153030\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3153030\" src=\"res/helpimg/starmath/mi22014.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3153030\">Icône</alt></image>" #: 03091600.xhp msgctxt "" @@ -11169,7 +11169,7 @@ msgctxt "" "par_id3153908\n" "help.text" msgid "<image id=\"img_id3153256\" src=\"res/helpimg/starmath/mi22015.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3153256\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3153256\" src=\"res/helpimg/starmath/mi22015.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3153256\">Icône</alt></image>" #: 03091600.xhp msgctxt "" @@ -11195,7 +11195,7 @@ msgctxt "" "par_id3150651\n" "help.text" msgid "<image id=\"img_id3154285\" src=\"res/helpimg/starmath/mi22003.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3154285\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3154285\" src=\"res/helpimg/starmath/mi22003.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3154285\">Icône</alt></image>" #: 03091600.xhp msgctxt "" @@ -11221,7 +11221,7 @@ msgctxt "" "par_id3154543\n" "help.text" msgid "<image id=\"img_id3154553\" src=\"res/helpimg/starmath/mi22004.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3154553\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3154553\" src=\"res/helpimg/starmath/mi22004.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3154553\">Icône</alt></image>" #: 03091600.xhp msgctxt "" @@ -11247,7 +11247,7 @@ msgctxt "" "par_id3154156\n" "help.text" msgid "<image id=\"img_id3154162\" src=\"res/helpimg/starmath/mi22007.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3154162\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3154162\" src=\"res/helpimg/starmath/mi22007.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3154162\">Icône</alt></image>" #: 03091600.xhp msgctxt "" @@ -11273,7 +11273,7 @@ msgctxt "" "par_id3155267\n" "help.text" msgid "<image id=\"img_id3155273\" src=\"res/helpimg/starmath/mi22016.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3155273\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3155273\" src=\"res/helpimg/starmath/mi22016.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3155273\">Icône</alt></image>" #: 03091600.xhp msgctxt "" @@ -11299,7 +11299,7 @@ msgctxt "" "par_id3149923\n" "help.text" msgid "<image id=\"img_id3149929\" src=\"res/helpimg/starmath/mi22017.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3149929\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3149929\" src=\"res/helpimg/starmath/mi22017.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3149929\">Icône</alt></image>" #: 03091600.xhp msgctxt "" @@ -11325,7 +11325,7 @@ msgctxt "" "par_id3148506\n" "help.text" msgid "<image id=\"img_id3148512\" src=\"res/helpimg/starmath/mi22018.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3148512\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3148512\" src=\"res/helpimg/starmath/mi22018.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3148512\">Icône</alt></image>" #: 03091600.xhp msgctxt "" @@ -11351,7 +11351,7 @@ msgctxt "" "par_id3157946\n" "help.text" msgid "<image id=\"img_id3157951\" src=\"res/helpimg/starmath/mi22019.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3157951\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3157951\" src=\"res/helpimg/starmath/mi22019.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3157951\">Icône</alt></image>" #: 03091600.xhp msgctxt "" @@ -11377,7 +11377,7 @@ msgctxt "" "par_id3154997\n" "help.text" msgid "<image id=\"img_id3155003\" src=\"res/helpimg/starmath/mi22011.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3155003\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3155003\" src=\"res/helpimg/starmath/mi22011.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3155003\">Icône</alt></image>" #: 03091600.xhp msgctxt "" @@ -11403,7 +11403,7 @@ msgctxt "" "par_id3163719\n" "help.text" msgid "<image id=\"img_id3163726\" src=\"res/helpimg/starmath/mi22008.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3163726\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3163726\" src=\"res/helpimg/starmath/mi22008.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3163726\">Icône</alt></image>" #: 03091600.xhp msgctxt "" @@ -11429,7 +11429,7 @@ msgctxt "" "par_id3146829\n" "help.text" msgid "<image id=\"img_id3146835\" src=\"res/helpimg/starmath/mi22012.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3146835\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3146835\" src=\"res/helpimg/starmath/mi22012.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3146835\">Icône</alt></image>" #: 03091600.xhp msgctxt "" @@ -11455,7 +11455,7 @@ msgctxt "" "par_id3109675\n" "help.text" msgid "<image id=\"img_id3109681\" src=\"res/helpimg/starmath/mi22009.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3109681\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3109681\" src=\"res/helpimg/starmath/mi22009.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3109681\">Icône</alt></image>" #: 03091600.xhp msgctxt "" @@ -11481,7 +11481,7 @@ msgctxt "" "par_id3158234\n" "help.text" msgid "<image id=\"img_id3158240\" src=\"res/helpimg/starmath/mi22010.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3158240\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3158240\" src=\"res/helpimg/starmath/mi22010.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3158240\">Icône</alt></image>" #: 03091600.xhp msgctxt "" |