diff options
Diffstat (limited to 'source/es/helpcontent2/source/text/smath/01.po')
| -rw-r--r-- | source/es/helpcontent2/source/text/smath/01.po | 616 |
1 files changed, 308 insertions, 308 deletions
diff --git a/source/es/helpcontent2/source/text/smath/01.po b/source/es/helpcontent2/source/text/smath/01.po index 500362ea710..68a569eed6a 100644 --- a/source/es/helpcontent2/source/text/smath/01.po +++ b/source/es/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: 2017-01-11 02:13+0000\n" +"PO-Revision-Date: 2017-03-06 16:43+0000\n" "Last-Translator: Adolfo Jayme Barrientos <fito@libreoffice.org>\n" "Language-Team: LANGUAGE <LL@li.org>\n" "Language: es\n" @@ -14,7 +14,7 @@ msgstr "" "Plural-Forms: nplurals=2; plural=(n != 1);\n" "X-Accelerator-Marker: ~\n" "X-Generator: Pootle 2.8\n" -"X-POOTLE-MTIME: 1484100812.000000\n" +"X-POOTLE-MTIME: 1488818593.000000\n" #: 02080000.xhp msgctxt "" @@ -441,7 +441,7 @@ msgctxt "" "par_id3151241\n" "help.text" msgid "<ahelp hid=\"smath/ui/floatingelements/RID_UNBINOPS_CAT\">You can choose various unary and binary operators to build your $[officename] Math formula. Unary refers to operators that affect one placeholder. Binary refers to operators that connect two placeholders. The lower area of the Elements pane displays the individual operators.</ahelp> The <link href=\"text/shared/00/00000001.xhp#kontextmenue\" name=\"context menu\">context menu</link> of the <emph>Commands</emph> window also contains a list of these operators, as well as additional operators. If you need an operator that is not contained in the Elements pane, use the context menu or type it directly in the <emph>Commands</emph> window." -msgstr "" +msgstr "<ahelp hid=\"smath/ui/floatingelements/RID_UNBINOPS_CAT\">Se pueden elegir varios operadores unarios y binarios para construir una fórmula de $[officename] Math. Unario se refiere a los operadores que afectan un marcador de posición. Binario se refiere a los operadores que conectan dos marcadores de posición. El panel Elementos muestra los operadores individuales.</ahelp> El <link href=\"text/shared/00/00000001.xhp#kontextmenue\" name=\"context menu\">menú contextual</link> del cuadro <emph>Órdenes</emph> también contiene una lista de estos operadores, así como también una lista de los operadores adicionales. Si necesita un operador que no está incluido en el panel Elementos, use el menú contextual o escríbalo directamente en el cuadro <emph>Órdenes</emph>." #: 03090100.xhp msgctxt "" @@ -466,7 +466,7 @@ msgctxt "" "par_idN10085\n" "help.text" msgid "<image id=\"img_id3156399\" src=\"res/helpimg/starmath/un21201.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3156399\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3156399\" src=\"res/helpimg/starmath/un21201.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3156399\">Icono</alt></image>" #: 03090100.xhp msgctxt "" @@ -492,7 +492,7 @@ msgctxt "" "par_idN100C1\n" "help.text" msgid "<image id=\"img_id3148776\" src=\"res/helpimg/starmath/un21202.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3148776\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3148776\" src=\"res/helpimg/starmath/un21202.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3148776\">Icono</alt></image>" #: 03090100.xhp msgctxt "" @@ -518,7 +518,7 @@ msgctxt "" "par_idN100FD\n" "help.text" msgid "<image id=\"img_id3150757\" src=\"res/helpimg/starmath/un21203.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3150757\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3150757\" src=\"res/helpimg/starmath/un21203.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3150757\">Icono</alt></image>" #: 03090100.xhp msgctxt "" @@ -544,7 +544,7 @@ msgctxt "" "par_idN10139\n" "help.text" msgid "<image id=\"img_id3145410\" src=\"res/helpimg/starmath/un21204.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3145410\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3145410\" src=\"res/helpimg/starmath/un21204.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3145410\">Icono</alt></image>" #: 03090100.xhp msgctxt "" @@ -570,7 +570,7 @@ msgctxt "" "par_idN10175\n" "help.text" msgid "<image id=\"img_id3151098\" src=\"res/helpimg/starmath/un21205.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3151098\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3151098\" src=\"res/helpimg/starmath/un21205.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3151098\">Icono</alt></image>" #: 03090100.xhp msgctxt "" @@ -596,7 +596,7 @@ msgctxt "" "par_idN101B0\n" "help.text" msgid "<image id=\"img_id3155898\" src=\"res/helpimg/starmath/un21206.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3155898\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3155898\" src=\"res/helpimg/starmath/un21206.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3155898\">Icono</alt></image>" #: 03090100.xhp msgctxt "" @@ -622,7 +622,7 @@ msgctxt "" "par_idN101E9\n" "help.text" msgid "<image id=\"img_id3149308\" src=\"res/helpimg/starmath/un21207.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3149308\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3149308\" src=\"res/helpimg/starmath/un21207.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3149308\">Icono</alt></image>" #: 03090100.xhp msgctxt "" @@ -648,7 +648,7 @@ msgctxt "" "par_idN10226\n" "help.text" msgid "<image id=\"img_id3148982\" src=\"res/helpimg/starmath/un21208.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3148982\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3148982\" src=\"res/helpimg/starmath/un21208.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3148982\">Icono</alt></image>" #: 03090100.xhp msgctxt "" @@ -674,7 +674,7 @@ msgctxt "" "par_idN1025F\n" "help.text" msgid "<image id=\"img_id3155140\" src=\"res/helpimg/starmath/un21209.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3155140\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3155140\" src=\"res/helpimg/starmath/un21209.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3155140\">Icono</alt></image>" #: 03090100.xhp msgctxt "" @@ -700,7 +700,7 @@ msgctxt "" "par_idN10298\n" "help.text" msgid "<image id=\"img_id3149168\" src=\"res/helpimg/starmath/un21210.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3149168\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3149168\" src=\"res/helpimg/starmath/un21210.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3149168\">Icono</alt></image>" #: 03090100.xhp msgctxt "" @@ -726,7 +726,7 @@ msgctxt "" "par_idN102D1\n" "help.text" msgid "<image id=\"img_id3148765\" src=\"res/helpimg/starmath/un21211.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3148765\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3148765\" src=\"res/helpimg/starmath/un21211.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3148765\">Icono</alt></image>" #: 03090100.xhp msgctxt "" @@ -752,7 +752,7 @@ msgctxt "" "par_idN1030A\n" "help.text" msgid "<image id=\"img_id3147418\" src=\"res/helpimg/starmath/un21212.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3147418\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3147418\" src=\"res/helpimg/starmath/un21212.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3147418\">Icono</alt></image>" #: 03090100.xhp msgctxt "" @@ -778,7 +778,7 @@ msgctxt "" "par_idN10343\n" "help.text" msgid "<image id=\"img_id3149566\" src=\"res/helpimg/starmath/un21213.png\" width=\"0.25inch\" height=\"0.25inch\"><alt id=\"alt_id3149566\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3149566\" src=\"res/helpimg/starmath/un21213.png\" width=\"0.25inch\" height=\"0.25inch\"><alt id=\"alt_id3149566\">Icono</alt></image>" #: 03090100.xhp msgctxt "" @@ -804,7 +804,7 @@ msgctxt "" "par_idN10383\n" "help.text" msgid "<image id=\"img_id3147116\" src=\"res/helpimg/starmath/un21214.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3147116\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3147116\" src=\"res/helpimg/starmath/un21214.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3147116\">Icono</alt></image>" #: 03090100.xhp msgctxt "" @@ -830,7 +830,7 @@ msgctxt "" "par_idN103C3\n" "help.text" msgid "<image id=\"img_id3148440\" src=\"res/helpimg/starmath/un21215.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3148440\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3148440\" src=\"res/helpimg/starmath/un21215.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3148440\">Icono</alt></image>" #: 03090100.xhp msgctxt "" @@ -856,7 +856,7 @@ msgctxt "" "par_idN10403\n" "help.text" msgid "<image id=\"img_id3150173\" src=\"res/helpimg/starmath/un21221.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3150173\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3150173\" src=\"res/helpimg/starmath/un21221.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3150173\">Icono</alt></image>" #: 03090100.xhp msgctxt "" @@ -1033,7 +1033,7 @@ msgctxt "" "par_idN10086\n" "help.text" msgid "<image id=\"img_id3153573\" src=\"res/helpimg/starmath/bi21301.png\" width=\"0.847cm\" height=\"0.847cm\"><alt id=\"alt_id3153573\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3153573\" src=\"res/helpimg/starmath/bi21301.png\" width=\"0.847cm\" height=\"0.847cm\"><alt id=\"alt_id3153573\">Icono</alt></image>" #: 03090200.xhp msgctxt "" @@ -1059,7 +1059,7 @@ msgctxt "" "par_idN100BF\n" "help.text" msgid "<image id=\"img_id3147523\" src=\"res/helpimg/starmath/bi21302.png\" width=\"0.847cm\" height=\"0.847cm\"><alt id=\"alt_id3147523\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3147523\" src=\"res/helpimg/starmath/bi21302.png\" width=\"0.847cm\" height=\"0.847cm\"><alt id=\"alt_id3147523\">Icono</alt></image>" #: 03090200.xhp msgctxt "" @@ -1085,7 +1085,7 @@ msgctxt "" "par_idN10101\n" "help.text" msgid "<image id=\"img_id3154196\" src=\"res/helpimg/starmath/bi21303.png\" width=\"0.847cm\" height=\"0.847cm\"><alt id=\"alt_id3154196\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3154196\" src=\"res/helpimg/starmath/bi21303.png\" width=\"0.847cm\" height=\"0.847cm\"><alt id=\"alt_id3154196\">Icono</alt></image>" #: 03090200.xhp msgctxt "" @@ -1111,7 +1111,7 @@ msgctxt "" "par_idN10140\n" "help.text" msgid "<image id=\"img_id3154835\" src=\"res/helpimg/starmath/bi21304.png\" width=\"0.847cm\" height=\"0.847cm\"><alt id=\"alt_id3154835\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3154835\" src=\"res/helpimg/starmath/bi21304.png\" width=\"0.847cm\" height=\"0.847cm\"><alt id=\"alt_id3154835\">Icono</alt></image>" #: 03090200.xhp msgctxt "" @@ -1137,7 +1137,7 @@ msgctxt "" "par_idN10182\n" "help.text" msgid "<image id=\"img_id3147321\" src=\"res/helpimg/starmath/bi21322.png\" width=\"0.847cm\" height=\"0.847cm\"><alt id=\"alt_id3147321\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3147321\" src=\"res/helpimg/starmath/bi21322.png\" width=\"0.847cm\" height=\"0.847cm\"><alt id=\"alt_id3147321\">Icono</alt></image>" #: 03090200.xhp msgctxt "" @@ -1163,7 +1163,7 @@ msgctxt "" "par_idN101BF\n" "help.text" msgid "<image id=\"img_id3151030\" src=\"res/helpimg/starmath/bi21323.png\" width=\"0.847cm\" height=\"0.847cm\"><alt id=\"alt_id3151030\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3151030\" src=\"res/helpimg/starmath/bi21323.png\" width=\"0.847cm\" height=\"0.847cm\"><alt id=\"alt_id3151030\">Icono</alt></image>" #: 03090200.xhp msgctxt "" @@ -1189,7 +1189,7 @@ msgctxt "" "par_idN101FC\n" "help.text" msgid "<image id=\"img_id3155133\" src=\"res/helpimg/starmath/bi21305.png\" width=\"0.847cm\" height=\"0.847cm\"><alt id=\"alt_id3155133\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3155133\" src=\"res/helpimg/starmath/bi21305.png\" width=\"0.847cm\" height=\"0.847cm\"><alt id=\"alt_id3155133\">Icono</alt></image>" #: 03090200.xhp msgctxt "" @@ -1215,7 +1215,7 @@ msgctxt "" "par_idN1023B\n" "help.text" msgid "<image id=\"img_id3147468\" src=\"res/helpimg/starmath/bi21306.png\" width=\"0.847cm\" height=\"0.847cm\"><alt id=\"alt_id3147468\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3147468\" src=\"res/helpimg/starmath/bi21306.png\" width=\"0.847cm\" height=\"0.847cm\"><alt id=\"alt_id3147468\">Icono</alt></image>" #: 03090200.xhp msgctxt "" @@ -1241,7 +1241,7 @@ msgctxt "" "par_idN10279\n" "help.text" msgid "<image id=\"img_id3155982\" src=\"res/helpimg/starmath/bi21307.png\" width=\"0.847cm\" height=\"0.847cm\"><alt id=\"alt_id3155982\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3155982\" src=\"res/helpimg/starmath/bi21307.png\" width=\"0.847cm\" height=\"0.847cm\"><alt id=\"alt_id3155982\">Icono</alt></image>" #: 03090200.xhp msgctxt "" @@ -1267,7 +1267,7 @@ msgctxt "" "par_idN102B5\n" "help.text" msgid "<image id=\"img_id3155773\" src=\"res/helpimg/starmath/bi21308.png\" width=\"0.566cm\" height=\"0.566cm\"><alt id=\"alt_id3155773\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3155773\" src=\"res/helpimg/starmath/bi21308.png\" width=\"0.566cm\" height=\"0.566cm\"><alt id=\"alt_id3155773\">Icono</alt></image>" #: 03090200.xhp msgctxt "" @@ -1293,7 +1293,7 @@ msgctxt "" "par_idN102F3\n" "help.text" msgid "<image id=\"img_id3148442\" src=\"res/helpimg/starmath/bi21309.png\" width=\"0.847cm\" height=\"0.847cm\"><alt id=\"alt_id3148442\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3148442\" src=\"res/helpimg/starmath/bi21309.png\" width=\"0.847cm\" height=\"0.847cm\"><alt id=\"alt_id3148442\">Icono</alt></image>" #: 03090200.xhp msgctxt "" @@ -1319,7 +1319,7 @@ msgctxt "" "par_idN10331\n" "help.text" msgid "<image id=\"img_id3153299\" src=\"res/helpimg/starmath/bi21310.png\" width=\"0.847cm\" height=\"0.847cm\"><alt id=\"alt_id3153299\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3153299\" src=\"res/helpimg/starmath/bi21310.png\" width=\"0.847cm\" height=\"0.847cm\"><alt id=\"alt_id3153299\">Icono</alt></image>" #: 03090200.xhp msgctxt "" @@ -1345,7 +1345,7 @@ msgctxt "" "par_idN1036F\n" "help.text" msgid "<image id=\"img_id3153976\" src=\"res/helpimg/starmath/bi21311.png\" width=\"0.847cm\" height=\"0.847cm\"><alt id=\"alt_id3153976\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3153976\" src=\"res/helpimg/starmath/bi21311.png\" width=\"0.847cm\" height=\"0.847cm\"><alt id=\"alt_id3153976\">Icono</alt></image>" #: 03090200.xhp msgctxt "" @@ -1371,7 +1371,7 @@ msgctxt "" "par_idN103AD\n" "help.text" msgid "<image id=\"img_id3151195\" src=\"res/helpimg/starmath/bi21312.png\" width=\"0.847cm\" height=\"0.847cm\"><alt id=\"alt_id3151195\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3151195\" src=\"res/helpimg/starmath/bi21312.png\" width=\"0.847cm\" height=\"0.847cm\"><alt id=\"alt_id3151195\">Icono</alt></image>" #: 03090200.xhp msgctxt "" @@ -1397,7 +1397,7 @@ msgctxt "" "par_idN103EB\n" "help.text" msgid "<image id=\"img_id3150103\" src=\"res/helpimg/starmath/bi21313.png\" width=\"0.847cm\" height=\"0.847cm\"><alt id=\"alt_id3150103\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3150103\" src=\"res/helpimg/starmath/bi21313.png\" width=\"0.847cm\" height=\"0.847cm\"><alt id=\"alt_id3150103\">Icono</alt></image>" #: 03090200.xhp msgctxt "" @@ -1423,7 +1423,7 @@ msgctxt "" "par_idN1042C\n" "help.text" msgid "<image id=\"img_id3151228\" src=\"res/helpimg/starmath/bi21314.png\" width=\"0.847cm\" height=\"0.847cm\"><alt id=\"alt_id3151228\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3151228\" src=\"res/helpimg/starmath/bi21314.png\" width=\"0.847cm\" height=\"0.847cm\"><alt id=\"alt_id3151228\">Icono</alt></image>" #: 03090200.xhp msgctxt "" @@ -1449,7 +1449,7 @@ msgctxt "" "par_idN1046D\n" "help.text" msgid "<image id=\"img_id3151003\" src=\"res/helpimg/starmath/bi21315.png\" width=\"0.847cm\" height=\"0.847cm\"><alt id=\"alt_id3151003\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3151003\" src=\"res/helpimg/starmath/bi21315.png\" width=\"0.847cm\" height=\"0.847cm\"><alt id=\"alt_id3151003\">Icono</alt></image>" #: 03090200.xhp msgctxt "" @@ -1475,7 +1475,7 @@ msgctxt "" "par_idN104AB\n" "help.text" msgid "<image id=\"img_id3149631\" src=\"res/helpimg/starmath/bi21316.png\" width=\"0.847cm\" height=\"0.847cm\"><alt id=\"alt_id3149631\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3149631\" src=\"res/helpimg/starmath/bi21316.png\" width=\"0.847cm\" height=\"0.847cm\"><alt id=\"alt_id3149631\">Icono</alt></image>" #: 03090200.xhp msgctxt "" @@ -1501,7 +1501,7 @@ msgctxt "" "par_idN104E7\n" "help.text" msgid "<image id=\"img_id3149969\" src=\"res/helpimg/starmath/bi21324.png\" width=\"0.847cm\" height=\"0.847cm\"><alt id=\"alt_id3149969\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3149969\" src=\"res/helpimg/starmath/bi21324.png\" width=\"0.847cm\" height=\"0.847cm\"><alt id=\"alt_id3149969\">Icono</alt></image>" #: 03090200.xhp msgctxt "" @@ -1527,7 +1527,7 @@ msgctxt "" "par_idN10525\n" "help.text" msgid "<image id=\"img_id3149516\" src=\"res/helpimg/starmath/bi21325.png\" width=\"0.847cm\" height=\"0.847cm\"><alt id=\"alt_id3149516\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3149516\" src=\"res/helpimg/starmath/bi21325.png\" width=\"0.847cm\" height=\"0.847cm\"><alt id=\"alt_id3149516\">Icono</alt></image>" #: 03090200.xhp msgctxt "" @@ -1553,7 +1553,7 @@ msgctxt "" "par_idN10563\n" "help.text" msgid "<image id=\"img_id3148697\" src=\"res/helpimg/starmath/bi21326.png\" width=\"0.847cm\" height=\"0.847cm\"><alt id=\"alt_id3148697\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3148697\" src=\"res/helpimg/starmath/bi21326.png\" width=\"0.847cm\" height=\"0.847cm\"><alt id=\"alt_id3148697\">Icono</alt></image>" #: 03090200.xhp msgctxt "" @@ -1579,7 +1579,7 @@ msgctxt "" "par_idN10564\n" "help.text" msgid "<image id=\"img_id3148698\" src=\"res/helpimg/starmath/bi21327.png\" width=\"0.847cm\" height=\"0.847cm\"><alt id=\"alt_id3148698\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3148698\" src=\"res/helpimg/starmath/bi21327.png\" width=\"0.847cm\" height=\"0.847cm\"><alt id=\"alt_id3148698\">Icono</alt></image>" #: 03090200.xhp msgctxt "" @@ -1605,7 +1605,7 @@ msgctxt "" "par_idN10565\n" "help.text" msgid "<image id=\"img_id3148699\" src=\"res/helpimg/starmath/bi21329.png\" width=\"0.847cm\" height=\"0.847cm\"><alt id=\"alt_id3148699\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3148699\" src=\"res/helpimg/starmath/bi21329.png\" width=\"0.847cm\" height=\"0.847cm\"><alt id=\"alt_id3148699\">Icono</alt></image>" #: 03090200.xhp msgctxt "" @@ -1631,7 +1631,7 @@ msgctxt "" "par_idN10566\n" "help.text" msgid "<image id=\"img_id3148700\" src=\"res/helpimg/starmath/bi21328.png\" width=\"0.847cm\" height=\"0.847cm\"><alt id=\"alt_id3148700\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3148700\" src=\"res/helpimg/starmath/bi21328.png\" width=\"0.847cm\" height=\"0.847cm\"><alt id=\"alt_id3148700\">Icono</alt></image>" #: 03090200.xhp msgctxt "" @@ -1657,7 +1657,7 @@ msgctxt "" "par_idN10567\n" "help.text" msgid "<image id=\"img_id3148701\" src=\"res/helpimg/starmath/bi21330.png\" width=\"0.847cm\" height=\"0.847cm\"><alt id=\"alt_id3148701\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3148701\" src=\"res/helpimg/starmath/bi21330.png\" width=\"0.847cm\" height=\"0.847cm\"><alt id=\"alt_id3148701\">Icono</alt></image>" #: 03090200.xhp msgctxt "" @@ -1683,7 +1683,7 @@ msgctxt "" "par_idN10568\n" "help.text" msgid "<image id=\"img_id3148702\" src=\"res/helpimg/starmath/bi21331.png\" width=\"0.847cm\" height=\"0.847cm\"><alt id=\"alt_id3148702\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3148702\" src=\"res/helpimg/starmath/bi21331.png\" width=\"0.847cm\" height=\"0.847cm\"><alt id=\"alt_id3148702\">Icono</alt></image>" #: 03090200.xhp msgctxt "" @@ -1709,7 +1709,7 @@ msgctxt "" "par_idN10569\n" "help.text" msgid "<image id=\"img_id3148703\" src=\"res/helpimg/starmath/bi21332.png\" width=\"0.847cm\" height=\"0.847cm\"><alt id=\"alt_id3148703\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3148703\" src=\"res/helpimg/starmath/bi21332.png\" width=\"0.847cm\" height=\"0.847cm\"><alt id=\"alt_id3148703\">Icono</alt></image>" #: 03090200.xhp msgctxt "" @@ -1735,7 +1735,7 @@ msgctxt "" "par_idN10570\n" "help.text" msgid "<image id=\"img_id3148704\" src=\"res/helpimg/starmath/bi21333.png\" width=\"0.847cm\" height=\"0.847cm\"><alt id=\"alt_id3148704\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3148704\" src=\"res/helpimg/starmath/bi21333.png\" width=\"0.847cm\" height=\"0.847cm\"><alt id=\"alt_id3148704\">Icono</alt></image>" #: 03090200.xhp msgctxt "" @@ -1761,7 +1761,7 @@ msgctxt "" "par_idN10571\n" "help.text" msgid "<image id=\"img_id3148705\" src=\"res/helpimg/starmath/bi21334.png\" width=\"0.847cm\" height=\"0.847cm\"><alt id=\"alt_id3148705\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3148705\" src=\"res/helpimg/starmath/bi21334.png\" width=\"0.847cm\" height=\"0.847cm\"><alt id=\"alt_id3148705\">Icono</alt></image>" #: 03090200.xhp msgctxt "" @@ -1891,7 +1891,7 @@ msgctxt "" "par_idN10088\n" "help.text" msgid "<image id=\"img_id3152944\" src=\"res/helpimg/starmath/fo21601.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3152944\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3152944\" src=\"res/helpimg/starmath/fo21601.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3152944\">Icono</alt></image>" #: 03090300.xhp msgctxt "" @@ -1917,7 +1917,7 @@ msgctxt "" "par_idN100C4\n" "help.text" msgid "<image id=\"img_id3150970\" src=\"res/helpimg/starmath/fo21602.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3150970\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3150970\" src=\"res/helpimg/starmath/fo21602.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3150970\">Icono</alt></image>" #: 03090300.xhp msgctxt "" @@ -1943,7 +1943,7 @@ msgctxt "" "par_idN10102\n" "help.text" msgid "<image id=\"img_id3146932\" src=\"res/helpimg/starmath/fo21603.png\" width=\"0.25inch\" height=\"0.25inch\"><alt id=\"alt_id3146932\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3146932\" src=\"res/helpimg/starmath/fo21603.png\" width=\"0.25inch\" height=\"0.25inch\"><alt id=\"alt_id3146932\">Icono</alt></image>" #: 03090300.xhp msgctxt "" @@ -1969,7 +1969,7 @@ msgctxt "" "par_idN1013E\n" "help.text" msgid "<image id=\"img_id3149814\" src=\"res/helpimg/starmath/fo21604.png\" width=\"0.25inch\" height=\"0.25inch\"><alt id=\"alt_id3149814\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3149814\" src=\"res/helpimg/starmath/fo21604.png\" width=\"0.25inch\" height=\"0.25inch\"><alt id=\"alt_id3149814\">Icono</alt></image>" #: 03090300.xhp msgctxt "" @@ -1995,7 +1995,7 @@ msgctxt "" "par_idN1017A\n" "help.text" msgid "<image id=\"img_id3152766\" src=\"res/helpimg/starmath/fo21613.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3152766\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3152766\" src=\"res/helpimg/starmath/fo21613.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3152766\">Icono</alt></image>" #: 03090300.xhp msgctxt "" @@ -2021,7 +2021,7 @@ msgctxt "" "par_idN101B8\n" "help.text" msgid "<image id=\"img_id3151023\" src=\"res/helpimg/starmath/fo21605.png\" width=\"0.25inch\" height=\"0.25inch\"><alt id=\"alt_id3151023\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3151023\" src=\"res/helpimg/starmath/fo21605.png\" width=\"0.25inch\" height=\"0.25inch\"><alt id=\"alt_id3151023\">Icono</alt></image>" #: 03090300.xhp msgctxt "" @@ -2047,7 +2047,7 @@ msgctxt "" "par_idN101F4\n" "help.text" msgid "<image id=\"img_id3145772\" src=\"res/helpimg/starmath/fo21606.png\" width=\"0.25inch\" height=\"0.25inch\"><alt id=\"alt_id3145772\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3145772\" src=\"res/helpimg/starmath/fo21606.png\" width=\"0.25inch\" height=\"0.25inch\"><alt id=\"alt_id3145772\">Icono</alt></image>" #: 03090300.xhp msgctxt "" @@ -2073,7 +2073,7 @@ msgctxt "" "par_idN10230\n" "help.text" msgid "<image id=\"img_id3147409\" src=\"res/helpimg/starmath/fo21607.png\" width=\"0.25inch\" height=\"0.25inch\"><alt id=\"alt_id3147409\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3147409\" src=\"res/helpimg/starmath/fo21607.png\" width=\"0.25inch\" height=\"0.25inch\"><alt id=\"alt_id3147409\">Icono</alt></image>" #: 03090300.xhp msgctxt "" @@ -2099,7 +2099,7 @@ msgctxt "" "par_idN1026C\n" "help.text" msgid "<image id=\"img_id3149562\" src=\"res/helpimg/starmath/fo21614.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3149562\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3149562\" src=\"res/helpimg/starmath/fo21614.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3149562\">Icono</alt></image>" #: 03090300.xhp msgctxt "" @@ -2125,7 +2125,7 @@ msgctxt "" "par_idN102AA\n" "help.text" msgid "<image id=\"img_id3147109\" src=\"res/helpimg/starmath/fo21609.png\" width=\"0.25inch\" height=\"0.25inch\"><alt id=\"alt_id3147109\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3147109\" src=\"res/helpimg/starmath/fo21609.png\" width=\"0.25inch\" height=\"0.25inch\"><alt id=\"alt_id3147109\">Icono</alt></image>" #: 03090300.xhp msgctxt "" @@ -2151,7 +2151,7 @@ msgctxt "" "par_idN102E6\n" "help.text" msgid "<image id=\"img_id3147055\" src=\"res/helpimg/starmath/fo21610.png\" width=\"0.25inch\" height=\"0.25inch\"><alt id=\"alt_id3147055\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3147055\" src=\"res/helpimg/starmath/fo21610.png\" width=\"0.25inch\" height=\"0.25inch\"><alt id=\"alt_id3147055\">Icono</alt></image>" #: 03090300.xhp msgctxt "" @@ -2177,7 +2177,7 @@ msgctxt "" "par_idN10322\n" "help.text" msgid "<image id=\"img_id3154578\" src=\"res/helpimg/starmath/fo21611.png\" width=\"0.25inch\" height=\"0.25inch\"><alt id=\"alt_id3154578\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3154578\" src=\"res/helpimg/starmath/fo21611.png\" width=\"0.25inch\" height=\"0.25inch\"><alt id=\"alt_id3154578\">Icono</alt></image>" #: 03090300.xhp msgctxt "" @@ -2203,7 +2203,7 @@ msgctxt "" "par_idN1035E\n" "help.text" msgid "<image id=\"img_id3149332\" src=\"res/helpimg/starmath/fo21615.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3149332\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3149332\" src=\"res/helpimg/starmath/fo21615.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3149332\">Icono</alt></image>" #: 03090300.xhp msgctxt "" @@ -2334,7 +2334,7 @@ msgctxt "" "par_idN10081\n" "help.text" msgid "<image id=\"img_id3153154\" src=\"res/helpimg/starmath/fu21505.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3153154\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3153154\" src=\"res/helpimg/starmath/fu21505.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3153154\">Icono</alt></image>" #: 03090400.xhp msgctxt "" @@ -2360,7 +2360,7 @@ msgctxt "" "par_idN100BC\n" "help.text" msgid "<image id=\"img_id3147507\" src=\"res/helpimg/starmath/fu21506.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3147507\">Icon</alt></image>" -msgstr "" +msgstr "<image id=\"img_id3147507\" src=\"res/helpimg/starmath/fu21506.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3147507\">Icono</alt></image>" #: 03090400.xhp msgctxt "" @@ -2386,7 +2386,7 @@ 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\">Icono</alt></image>" #: 03090400.xhp msgctxt "" @@ -2412,7 +2412,7 @@ 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\">Icono</alt></image>" #: 03090400.xhp msgctxt "" @@ -2438,7 +2438,7 @@ 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\">Icono</alt></image>" #: 03090400.xhp msgctxt "" @@ -2464,7 +2464,7 @@ 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\">Icono</alt></image>" #: 03090400.xhp msgctxt "" @@ -2490,7 +2490,7 @@ 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\">Icono</alt></image>" #: 03090400.xhp msgctxt "" @@ -2516,7 +2516,7 @@ 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\">Icono</alt></image>" #: 03090400.xhp msgctxt "" @@ -2542,7 +2542,7 @@ 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\">Icono</alt></image>" #: 03090400.xhp msgctxt "" @@ -2568,7 +2568,7 @@ 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\">Icono</alt></image>" #: 03090400.xhp msgctxt "" @@ -2594,7 +2594,7 @@ 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\">Icono</alt></image>" #: 03090400.xhp msgctxt "" @@ -2620,7 +2620,7 @@ 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\">Icono</alt></image>" #: 03090400.xhp msgctxt "" @@ -2646,7 +2646,7 @@ 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\">Icono</alt></image>" #: 03090400.xhp msgctxt "" @@ -2672,7 +2672,7 @@ 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\">Icono</alt></image>" #: 03090400.xhp msgctxt "" @@ -2698,7 +2698,7 @@ 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\">Icono</alt></image>" #: 03090400.xhp msgctxt "" @@ -2724,7 +2724,7 @@ 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\">Icono</alt></image>" #: 03090400.xhp msgctxt "" @@ -2750,7 +2750,7 @@ 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\">Icono</alt></image>" #: 03090400.xhp msgctxt "" @@ -2776,7 +2776,7 @@ 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\">Icono</alt></image>" #: 03090400.xhp msgctxt "" @@ -2802,7 +2802,7 @@ 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\">Icono</alt></image>" #: 03090400.xhp msgctxt "" @@ -2828,7 +2828,7 @@ 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\">Icono</alt></image>" #: 03090400.xhp msgctxt "" @@ -2854,7 +2854,7 @@ 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\">Icono</alt></image>" #: 03090400.xhp msgctxt "" @@ -2880,7 +2880,7 @@ 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\">Icono</alt></image>" #: 03090400.xhp msgctxt "" @@ -2906,7 +2906,7 @@ 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\">Icono</alt></image>" #: 03090400.xhp msgctxt "" @@ -2932,7 +2932,7 @@ 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\">Icono</alt></image>" #: 03090400.xhp msgctxt "" @@ -2958,7 +2958,7 @@ 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\">Icono</alt></image>" #: 03090400.xhp msgctxt "" @@ -3052,7 +3052,7 @@ 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\">Icono</alt></image>" #: 03090500.xhp msgctxt "" @@ -3078,7 +3078,7 @@ 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\">Icono</alt></image>" #: 03090500.xhp msgctxt "" @@ -3104,7 +3104,7 @@ 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\">Icono</alt></image>" #: 03090500.xhp msgctxt "" @@ -3130,7 +3130,7 @@ 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\">Icono</alt></image>" #: 03090500.xhp msgctxt "" @@ -3156,7 +3156,7 @@ 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\">Icono</alt></image>" #: 03090500.xhp msgctxt "" @@ -3182,7 +3182,7 @@ 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\">Icono</alt></image>" #: 03090500.xhp msgctxt "" @@ -3208,7 +3208,7 @@ 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\">Icono</alt></image>" #: 03090500.xhp msgctxt "" @@ -3234,7 +3234,7 @@ 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\">Icono</alt></image>" #: 03090500.xhp msgctxt "" @@ -3260,7 +3260,7 @@ 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\">Icono</alt></image>" #: 03090500.xhp msgctxt "" @@ -3286,7 +3286,7 @@ 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\">Icono</alt></image>" #: 03090500.xhp msgctxt "" @@ -3312,7 +3312,7 @@ 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\">Icono</alt></image>" #: 03090500.xhp msgctxt "" @@ -3338,7 +3338,7 @@ 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\">Icono</alt></image>" #: 03090500.xhp msgctxt "" @@ -3364,7 +3364,7 @@ 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\">Icono</alt></image>" #: 03090500.xhp msgctxt "" @@ -3390,7 +3390,7 @@ 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\">Icono</alt></image>" #: 03090500.xhp msgctxt "" @@ -3416,7 +3416,7 @@ 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\">Icono</alt></image>" #: 03090500.xhp msgctxt "" @@ -3442,7 +3442,7 @@ 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\">Icono</alt></image>" #: 03090500.xhp msgctxt "" @@ -3468,7 +3468,7 @@ 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\">Icono</alt></image>" #: 03090500.xhp msgctxt "" @@ -3494,7 +3494,7 @@ 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\">Icono</alt></image>" #: 03090500.xhp msgctxt "" @@ -3520,7 +3520,7 @@ 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\">Icono</alt></image>" #: 03090500.xhp msgctxt "" @@ -3741,7 +3741,7 @@ 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\">Icono</alt></image>" #: 03090600.xhp msgctxt "" @@ -3767,7 +3767,7 @@ 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\">Icono</alt></image>" #: 03090600.xhp msgctxt "" @@ -3793,7 +3793,7 @@ 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\">Icono</alt></image>" #: 03090600.xhp msgctxt "" @@ -3819,7 +3819,7 @@ 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\">Icono</alt></image>" #: 03090600.xhp msgctxt "" @@ -3845,7 +3845,7 @@ 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\">Icono</alt></image>" #: 03090600.xhp msgctxt "" @@ -3871,7 +3871,7 @@ 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\">Icono</alt></image>" #: 03090600.xhp msgctxt "" @@ -3897,7 +3897,7 @@ 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\">Icono</alt></image>" #: 03090600.xhp msgctxt "" @@ -3923,7 +3923,7 @@ 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\">Icono</alt></image>" #: 03090600.xhp msgctxt "" @@ -3949,7 +3949,7 @@ 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\">Icono</alt></image>" #: 03090600.xhp msgctxt "" @@ -3975,7 +3975,7 @@ 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\">Icono</alt></image>" #: 03090600.xhp msgctxt "" @@ -4001,7 +4001,7 @@ 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\">Icono</alt></image>" #: 03090600.xhp msgctxt "" @@ -4027,7 +4027,7 @@ 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\">Icono</alt></image>" #: 03090600.xhp msgctxt "" @@ -4053,7 +4053,7 @@ 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\">Icono</alt></image>" #: 03090600.xhp msgctxt "" @@ -4079,7 +4079,7 @@ 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\">Icono</alt></image>" #: 03090600.xhp msgctxt "" @@ -4105,7 +4105,7 @@ 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\">Icono</alt></image>" #: 03090600.xhp msgctxt "" @@ -4131,7 +4131,7 @@ 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\">Icono</alt></image>" #: 03090600.xhp msgctxt "" @@ -4157,7 +4157,7 @@ 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\">Icono</alt></image>" #: 03090600.xhp msgctxt "" @@ -4183,7 +4183,7 @@ 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\">Icono</alt></image>" #: 03090600.xhp msgctxt "" @@ -4209,7 +4209,7 @@ 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\">Icono</alt></image>" #: 03090600.xhp msgctxt "" @@ -4463,7 +4463,7 @@ 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\">Icono</alt></image>" #: 03090700.xhp msgctxt "" @@ -4489,7 +4489,7 @@ 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\">Icono</alt></image>" #: 03090700.xhp msgctxt "" @@ -4515,7 +4515,7 @@ 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\">Icono</alt></image>" #: 03090700.xhp msgctxt "" @@ -4541,7 +4541,7 @@ 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\">Icono</alt></image>" #: 03090700.xhp msgctxt "" @@ -4567,7 +4567,7 @@ 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\">Icono</alt></image>" #: 03090700.xhp msgctxt "" @@ -4593,7 +4593,7 @@ 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\">Icono</alt></image>" #: 03090700.xhp msgctxt "" @@ -4619,7 +4619,7 @@ 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\">Icono</alt></image>" #: 03090700.xhp msgctxt "" @@ -4645,7 +4645,7 @@ 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\">Icono</alt></image>" #: 03090700.xhp msgctxt "" @@ -4671,7 +4671,7 @@ 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\">Icono</alt></image>" #: 03090700.xhp msgctxt "" @@ -4697,7 +4697,7 @@ 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\">Icono</alt></image>" #: 03090700.xhp msgctxt "" @@ -4723,7 +4723,7 @@ 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\">Icono</alt></image>" #: 03090700.xhp msgctxt "" @@ -4749,7 +4749,7 @@ 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\">Icono</alt></image>" #: 03090700.xhp msgctxt "" @@ -4775,7 +4775,7 @@ 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\">Icono</alt></image>" #: 03090700.xhp msgctxt "" @@ -4801,7 +4801,7 @@ 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\">Icono</alt></image>" #: 03090700.xhp msgctxt "" @@ -4827,7 +4827,7 @@ 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\">Icono</alt></image>" #: 03090700.xhp msgctxt "" @@ -5038,7 +5038,7 @@ 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\">Icono</alt></image>" #: 03090800.xhp msgctxt "" @@ -5064,7 +5064,7 @@ 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\">Icono</alt></image>" #: 03090800.xhp msgctxt "" @@ -5090,7 +5090,7 @@ 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\">Icono</alt></image>" #: 03090800.xhp msgctxt "" @@ -5116,7 +5116,7 @@ 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\">Icono</alt></image>" #: 03090800.xhp msgctxt "" @@ -5142,7 +5142,7 @@ 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\">Icono</alt></image>" #: 03090800.xhp msgctxt "" @@ -5168,7 +5168,7 @@ 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\">Icono</alt></image>" #: 03090800.xhp msgctxt "" @@ -5194,7 +5194,7 @@ 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\">Icono</alt></image>" #: 03090800.xhp msgctxt "" @@ -5220,7 +5220,7 @@ 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\">Icono</alt></image>" #: 03090800.xhp msgctxt "" @@ -5246,7 +5246,7 @@ 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\">Icono</alt></image>" #: 03090800.xhp msgctxt "" @@ -5272,7 +5272,7 @@ 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\">Icono</alt></image>" #: 03090800.xhp msgctxt "" @@ -5298,7 +5298,7 @@ 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\">Icono</alt></image>" #: 03090800.xhp msgctxt "" @@ -5324,7 +5324,7 @@ 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\">Icono</alt></image>" #: 03090800.xhp msgctxt "" @@ -5350,7 +5350,7 @@ 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\">Icono</alt></image>" #: 03090800.xhp msgctxt "" @@ -5376,7 +5376,7 @@ 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\">Icono</alt></image>" #: 03090800.xhp msgctxt "" @@ -5402,7 +5402,7 @@ 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\">Icono</alt></image>" #: 03090800.xhp msgctxt "" @@ -5428,7 +5428,7 @@ 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\">Icono</alt></image>" #: 03090800.xhp msgctxt "" @@ -5454,7 +5454,7 @@ 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\">Icono</alt></image>" #: 03090800.xhp msgctxt "" @@ -5480,7 +5480,7 @@ 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\">Icono</alt></image>" #: 03090800.xhp msgctxt "" @@ -5506,7 +5506,7 @@ 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\">Icono</alt></image>" #: 03090800.xhp msgctxt "" @@ -5532,7 +5532,7 @@ 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\">Icono</alt></image>" #: 03090800.xhp msgctxt "" @@ -5558,7 +5558,7 @@ 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\">Icono</alt></image>" #: 03090800.xhp msgctxt "" @@ -5584,7 +5584,7 @@ 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\">Icono</alt></image>" #: 03090800.xhp msgctxt "" @@ -6976,7 +6976,7 @@ 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_\">Icono</alt></image>" #: 03091501.xhp msgctxt "" @@ -6993,7 +6993,7 @@ 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_\">Icono</alt></image>" #: 03091501.xhp msgctxt "" @@ -7010,7 +7010,7 @@ 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_\">Icono</alt></image>" #: 03091501.xhp msgctxt "" @@ -7027,7 +7027,7 @@ 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_\">Icono</alt></image>" #: 03091501.xhp msgctxt "" @@ -7044,7 +7044,7 @@ 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_\">Icono</alt></image>" #: 03091501.xhp msgctxt "" @@ -7061,7 +7061,7 @@ 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_\">Icono</alt></image>" #: 03091501.xhp msgctxt "" @@ -7078,7 +7078,7 @@ 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_\">Icono</alt></image>" #: 03091501.xhp msgctxt "" @@ -7095,7 +7095,7 @@ 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_\">Icono</alt></image>" #: 03091501.xhp msgctxt "" @@ -7120,7 +7120,7 @@ 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_\">Icono</alt></image>" #: 03091501.xhp msgctxt "" @@ -7187,7 +7187,7 @@ 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_\">Icono</alt></image>" #: 03091501.xhp msgctxt "" @@ -7204,7 +7204,7 @@ 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_\">Icono</alt></image>" #: 03091501.xhp msgctxt "" @@ -7221,7 +7221,7 @@ 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_\">Icono</alt></image>" #: 03091501.xhp msgctxt "" @@ -7238,7 +7238,7 @@ 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_\">Icono</alt></image>" #: 03091501.xhp msgctxt "" @@ -7331,7 +7331,7 @@ 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_\">Icono</alt></image>" #: 03091501.xhp msgctxt "" @@ -7365,7 +7365,7 @@ 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_\">Icono</alt></image>" #: 03091501.xhp msgctxt "" @@ -7382,7 +7382,7 @@ 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_\">Icono</alt></image>" #: 03091501.xhp msgctxt "" @@ -7490,7 +7490,7 @@ 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\">Icono</alt></image>" #: 03091502.xhp msgctxt "" @@ -7532,7 +7532,7 @@ 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\">Icono</alt></image>" #: 03091502.xhp msgctxt "" @@ -7557,7 +7557,7 @@ 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\">Icono</alt></image>" #: 03091502.xhp msgctxt "" @@ -7574,7 +7574,7 @@ 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\">Icono</alt></image>" #: 03091502.xhp msgctxt "" @@ -7599,7 +7599,7 @@ 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\">Icono</alt></image>" #: 03091502.xhp msgctxt "" @@ -7624,7 +7624,7 @@ 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\">Icono</alt></image>" #: 03091502.xhp msgctxt "" @@ -7658,7 +7658,7 @@ 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\">Icono</alt></image>" #: 03091502.xhp msgctxt "" @@ -7684,7 +7684,7 @@ 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\">Icono</alt></image>" #: 03091502.xhp msgctxt "" @@ -7701,7 +7701,7 @@ 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\">Icono</alt></image>" #: 03091502.xhp msgctxt "" @@ -7718,7 +7718,7 @@ 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\">Icono</alt></image>" #: 03091502.xhp msgctxt "" @@ -7735,7 +7735,7 @@ 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\">Icono</alt></image>" #: 03091502.xhp msgctxt "" @@ -7752,7 +7752,7 @@ 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\">Icono</alt></image>" #: 03091502.xhp msgctxt "" @@ -7769,7 +7769,7 @@ 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\">Icono</alt></image>" #: 03091502.xhp msgctxt "" @@ -7786,7 +7786,7 @@ 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\">Icono</alt></image>" #: 03091502.xhp msgctxt "" @@ -7803,7 +7803,7 @@ 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\">Icono</alt></image>" #: 03091502.xhp msgctxt "" @@ -7820,7 +7820,7 @@ 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\">Icono</alt></image>" #: 03091502.xhp msgctxt "" @@ -7837,7 +7837,7 @@ 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\">Icono</alt></image>" #: 03091502.xhp msgctxt "" @@ -7854,7 +7854,7 @@ 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\">Icono</alt></image>" #: 03091502.xhp msgctxt "" @@ -7871,7 +7871,7 @@ 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\">Icono</alt></image>" #: 03091502.xhp msgctxt "" @@ -7888,7 +7888,7 @@ 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\">Icono</alt></image>" #: 03091502.xhp msgctxt "" @@ -7905,7 +7905,7 @@ 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\">Icono</alt></image>" #: 03091502.xhp msgctxt "" @@ -7922,7 +7922,7 @@ 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\">Icono</alt></image>" #: 03091502.xhp msgctxt "" @@ -7939,7 +7939,7 @@ 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\">Icono</alt></image>" #: 03091502.xhp msgctxt "" @@ -7956,7 +7956,7 @@ 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\">Icono</alt></image>" #: 03091502.xhp msgctxt "" @@ -7973,7 +7973,7 @@ 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\">Icono</alt></image>" #: 03091502.xhp msgctxt "" @@ -7990,7 +7990,7 @@ 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\">Icono</alt></image>" #: 03091502.xhp msgctxt "" @@ -8007,7 +8007,7 @@ 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\">Icono</alt></image>" #: 03091502.xhp msgctxt "" @@ -8024,7 +8024,7 @@ 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\">Icono</alt></image>" #: 03091502.xhp msgctxt "" @@ -8041,7 +8041,7 @@ 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\">Icono</alt></image>" #: 03091502.xhp msgctxt "" @@ -8125,7 +8125,7 @@ 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\">Icono</alt></image>" #: 03091503.xhp msgctxt "" @@ -8142,7 +8142,7 @@ 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\">Icono</alt></image>" #: 03091503.xhp msgctxt "" @@ -8159,7 +8159,7 @@ 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\">Icono</alt></image>" #: 03091503.xhp msgctxt "" @@ -8176,7 +8176,7 @@ 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\">Icono</alt></image>" #: 03091503.xhp msgctxt "" @@ -8193,7 +8193,7 @@ 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\">Icono</alt></image>" #: 03091503.xhp msgctxt "" @@ -8210,7 +8210,7 @@ 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\">Icono</alt></image>" #: 03091503.xhp msgctxt "" @@ -8227,7 +8227,7 @@ 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\">Icono</alt></image>" #: 03091503.xhp msgctxt "" @@ -8244,7 +8244,7 @@ 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\">Icono</alt></image>" #: 03091503.xhp msgctxt "" @@ -8261,7 +8261,7 @@ 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\">Icono</alt></image>" #: 03091503.xhp msgctxt "" @@ -8286,7 +8286,7 @@ 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\">Icono</alt></image>" #: 03091503.xhp msgctxt "" @@ -8303,7 +8303,7 @@ 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\">Icono</alt></image>" #: 03091503.xhp msgctxt "" @@ -8328,7 +8328,7 @@ 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\">Icono</alt></image>" #: 03091503.xhp msgctxt "" @@ -8345,7 +8345,7 @@ 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\">Icono</alt></image>" #: 03091503.xhp msgctxt "" @@ -8362,7 +8362,7 @@ 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\">Icono</alt></image>" #: 03091503.xhp msgctxt "" @@ -8379,7 +8379,7 @@ 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\">Icono</alt></image>" #: 03091503.xhp msgctxt "" @@ -8396,7 +8396,7 @@ 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\">Icono</alt></image>" #: 03091503.xhp msgctxt "" @@ -8413,7 +8413,7 @@ 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\">Icono</alt></image>" #: 03091503.xhp msgctxt "" @@ -8430,7 +8430,7 @@ 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\">Icono</alt></image>" #: 03091503.xhp msgctxt "" @@ -8447,7 +8447,7 @@ 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\">Icono</alt></image>" #: 03091503.xhp msgctxt "" @@ -8464,7 +8464,7 @@ 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\">Icono</alt></image>" #: 03091503.xhp msgctxt "" @@ -8481,7 +8481,7 @@ 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\">Icono</alt></image>" #: 03091503.xhp msgctxt "" @@ -8498,7 +8498,7 @@ 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\">Icono</alt></image>" #: 03091503.xhp msgctxt "" @@ -8564,7 +8564,7 @@ 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\">Icono</alt></image>" #: 03091504.xhp msgctxt "" @@ -8581,7 +8581,7 @@ 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\">Icono</alt></image>" #: 03091504.xhp msgctxt "" @@ -8598,7 +8598,7 @@ 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\">Icono</alt></image>" #: 03091504.xhp msgctxt "" @@ -8615,7 +8615,7 @@ 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\">Icono</alt></image>" #: 03091504.xhp msgctxt "" @@ -8632,7 +8632,7 @@ 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\">Icono</alt></image>" #: 03091504.xhp msgctxt "" @@ -8649,7 +8649,7 @@ 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\">Icono</alt></image>" #: 03091504.xhp msgctxt "" @@ -8666,7 +8666,7 @@ 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\">Icono</alt></image>" #: 03091504.xhp msgctxt "" @@ -8683,7 +8683,7 @@ 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\">Icono</alt></image>" #: 03091504.xhp msgctxt "" @@ -8700,7 +8700,7 @@ 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\">Icono</alt></image>" #: 03091504.xhp msgctxt "" @@ -8726,7 +8726,7 @@ 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\">Icono</alt></image>" #: 03091504.xhp msgctxt "" @@ -8743,7 +8743,7 @@ 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\">Icono</alt></image>" #: 03091504.xhp msgctxt "" @@ -8760,7 +8760,7 @@ 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\">Icono</alt></image>" #: 03091504.xhp msgctxt "" @@ -8777,7 +8777,7 @@ 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\">Icono</alt></image>" #: 03091504.xhp msgctxt "" @@ -8794,7 +8794,7 @@ 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\">Icono</alt></image>" #: 03091504.xhp msgctxt "" @@ -8811,7 +8811,7 @@ 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\">Icono</alt></image>" #: 03091504.xhp msgctxt "" @@ -8828,7 +8828,7 @@ 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\">Icono</alt></image>" #: 03091504.xhp msgctxt "" @@ -8845,7 +8845,7 @@ 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\">Icono</alt></image>" #: 03091504.xhp msgctxt "" @@ -8862,7 +8862,7 @@ 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\">Icono</alt></image>" #: 03091504.xhp msgctxt "" @@ -8879,7 +8879,7 @@ 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\">Icono</alt></image>" #: 03091504.xhp msgctxt "" @@ -8896,7 +8896,7 @@ 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\">Icono</alt></image>" #: 03091504.xhp msgctxt "" @@ -8913,7 +8913,7 @@ 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\">Icono</alt></image>" #: 03091504.xhp msgctxt "" @@ -8930,7 +8930,7 @@ 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\">Icono</alt></image>" #: 03091504.xhp msgctxt "" @@ -8956,7 +8956,7 @@ 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\">Icono</alt></image>" #: 03091504.xhp msgctxt "" @@ -8973,7 +8973,7 @@ 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\">Icono</alt></image>" #: 03091504.xhp msgctxt "" @@ -8990,7 +8990,7 @@ 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\">Icono</alt></image>" #: 03091504.xhp msgctxt "" @@ -9056,7 +9056,7 @@ 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\">Icono</alt></image>" #: 03091505.xhp msgctxt "" @@ -9073,7 +9073,7 @@ 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\">Icono</alt></image>" #: 03091505.xhp msgctxt "" @@ -9090,7 +9090,7 @@ 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\">Icono</alt></image>" #: 03091505.xhp msgctxt "" @@ -9107,7 +9107,7 @@ 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\">Icono</alt></image>" #: 03091505.xhp msgctxt "" @@ -9124,7 +9124,7 @@ 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\">Icono</alt></image>" #: 03091505.xhp msgctxt "" @@ -9141,7 +9141,7 @@ 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\">Icono</alt></image>" #: 03091505.xhp msgctxt "" @@ -9176,7 +9176,7 @@ 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\">Icono</alt></image>" #: 03091505.xhp msgctxt "" @@ -9193,7 +9193,7 @@ 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\">Icono</alt></image>" #: 03091505.xhp msgctxt "" @@ -9210,7 +9210,7 @@ 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\">Icono</alt></image>" #: 03091505.xhp msgctxt "" @@ -9236,7 +9236,7 @@ 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\">Icono</alt></image>" #: 03091505.xhp msgctxt "" @@ -9253,7 +9253,7 @@ 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\">Icono</alt></image>" #: 03091505.xhp msgctxt "" @@ -9270,7 +9270,7 @@ 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\">Icono</alt></image>" #: 03091505.xhp msgctxt "" @@ -9287,7 +9287,7 @@ 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\">Icono</alt></image>" #: 03091505.xhp msgctxt "" @@ -9353,7 +9353,7 @@ 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\">Icono</alt></image>" #: 03091506.xhp msgctxt "" @@ -9370,7 +9370,7 @@ 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\">Icono</alt></image>" #: 03091506.xhp msgctxt "" @@ -9404,7 +9404,7 @@ 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\">Icono</alt></image>" #: 03091506.xhp msgctxt "" @@ -9421,7 +9421,7 @@ 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\">Icono</alt></image>" #: 03091506.xhp msgctxt "" @@ -9438,7 +9438,7 @@ 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\">Icono</alt></image>" #: 03091506.xhp msgctxt "" @@ -9472,7 +9472,7 @@ 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\">Icono</alt></image>" #: 03091506.xhp msgctxt "" @@ -9489,7 +9489,7 @@ 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\">Icono</alt></image>" #: 03091506.xhp msgctxt "" @@ -9506,7 +9506,7 @@ 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\">Icono</alt></image>" #: 03091506.xhp msgctxt "" @@ -9523,7 +9523,7 @@ 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\">Icono</alt></image>" #: 03091506.xhp msgctxt "" @@ -9540,7 +9540,7 @@ 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\">Icono</alt></image>" #: 03091506.xhp msgctxt "" @@ -9592,7 +9592,7 @@ 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\">Icono</alt></image>" #: 03091506.xhp msgctxt "" @@ -9609,7 +9609,7 @@ 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\">Icono</alt></image>" #: 03091506.xhp msgctxt "" @@ -9626,7 +9626,7 @@ 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\">Icono</alt></image>" #: 03091506.xhp msgctxt "" @@ -9643,7 +9643,7 @@ 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\">Icono</alt></image>" #: 03091506.xhp msgctxt "" @@ -9660,7 +9660,7 @@ 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\">Icono</alt></image>" #: 03091506.xhp msgctxt "" @@ -9677,7 +9677,7 @@ 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\">Icono</alt></image>" #: 03091506.xhp msgctxt "" @@ -9694,7 +9694,7 @@ 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\">Icono</alt></image>" #: 03091506.xhp msgctxt "" @@ -9711,7 +9711,7 @@ 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\">Icono</alt></image>" #: 03091506.xhp msgctxt "" @@ -9728,7 +9728,7 @@ 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\">Icono</alt></image>" #: 03091506.xhp msgctxt "" @@ -9803,7 +9803,7 @@ 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\">Icono</alt></image>" #: 03091507.xhp msgctxt "" @@ -9820,7 +9820,7 @@ 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\">Icono</alt></image>" #: 03091507.xhp msgctxt "" @@ -9837,7 +9837,7 @@ 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\">Icono</alt></image>" #: 03091507.xhp msgctxt "" @@ -9862,7 +9862,7 @@ 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\">Icono</alt></image>" #: 03091507.xhp msgctxt "" @@ -9879,7 +9879,7 @@ 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\">Icono</alt></image>" #: 03091507.xhp msgctxt "" @@ -9896,7 +9896,7 @@ 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\">Icono</alt></image>" #: 03091507.xhp msgctxt "" @@ -9913,7 +9913,7 @@ 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\">Icono</alt></image>" #: 03091507.xhp msgctxt "" @@ -9930,7 +9930,7 @@ 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\">Icono</alt></image>" #: 03091507.xhp msgctxt "" @@ -9947,7 +9947,7 @@ 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\">Icono</alt></image>" #: 03091507.xhp msgctxt "" @@ -9964,7 +9964,7 @@ 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\">Icono</alt></image>" #: 03091507.xhp msgctxt "" @@ -9981,7 +9981,7 @@ 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\">Icono</alt></image>" #: 03091507.xhp msgctxt "" @@ -10006,7 +10006,7 @@ 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\">Icono</alt></image>" #: 03091507.xhp msgctxt "" @@ -10023,7 +10023,7 @@ 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\">Icono</alt></image>" #: 03091507.xhp msgctxt "" @@ -10040,7 +10040,7 @@ 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\">Icono</alt></image>" #: 03091507.xhp msgctxt "" @@ -10057,7 +10057,7 @@ 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\">Icono</alt></image>" #: 03091507.xhp msgctxt "" @@ -10074,7 +10074,7 @@ 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\">Icono</alt></image>" #: 03091507.xhp msgctxt "" @@ -10091,7 +10091,7 @@ 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\">Icono</alt></image>" #: 03091507.xhp msgctxt "" @@ -10108,7 +10108,7 @@ 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\">Icono</alt></image>" #: 03091507.xhp msgctxt "" @@ -10125,7 +10125,7 @@ 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\">Icono</alt></image>" #: 03091507.xhp msgctxt "" @@ -10142,7 +10142,7 @@ 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\">Icono</alt></image>" #: 03091507.xhp msgctxt "" @@ -10207,7 +10207,7 @@ 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\">Icono</alt></image>" #: 03091508.xhp msgctxt "" @@ -10223,7 +10223,7 @@ 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\">Icono</alt></image>" #: 03091508.xhp msgctxt "" @@ -10239,7 +10239,7 @@ 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\">Icono</alt></image>" #: 03091508.xhp msgctxt "" |