diff options
Diffstat (limited to 'source/tr/helpcontent2/source/text/smath/01.po')
| -rw-r--r-- | source/tr/helpcontent2/source/text/smath/01.po | 1080 |
1 files changed, 540 insertions, 540 deletions
diff --git a/source/tr/helpcontent2/source/text/smath/01.po b/source/tr/helpcontent2/source/text/smath/01.po index 4d311c708e2..0861fff4c0a 100644 --- a/source/tr/helpcontent2/source/text/smath/01.po +++ b/source/tr/helpcontent2/source/text/smath/01.po @@ -3,7 +3,7 @@ msgid "" msgstr "" "Project-Id-Version: \n" "Report-Msgid-Bugs-To: https://bugs.libreoffice.org/enter_bug.cgi?product=LibreOffice&bug_status=UNCONFIRMED&component=UI\n" -"POT-Creation-Date: 2020-05-05 14:59+0200\n" +"POT-Creation-Date: 2020-07-02 14:37+0200\n" "PO-Revision-Date: 2018-11-12 14:10+0000\n" "Last-Translator: Anonymous Pootle User\n" "Language-Team: Turkish <kde-i18n-doc@kde.org>\n" @@ -6991,14 +6991,14 @@ msgctxt "" msgid "Meaning" msgstr "Anlam" -#. bd5Gm +#. RNcGN #: 03091501.xhp msgctxt "" "03091501.xhp\n" "par_id3156276\n" "help.text" -msgid "<image id=\"Graphic10\" src=\"media/helpimg/starmath/un21209.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_\">Icon</alt></image>" -msgstr "<image id=\"Graphic10\" src=\"media/helpimg/starmath/un21209.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_\">Simge</alt></image>" +msgid "<image id=\"Graphic10\" src=\"media/helpimg/starmath/un21209.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_\">Icon</alt></image>" +msgstr "" #. xVtpD #: 03091501.xhp @@ -7009,14 +7009,14 @@ msgctxt "" msgid "Subtraction" msgstr "Çıkarma" -#. MpuBV +#. aRMFB #: 03091501.xhp msgctxt "" "03091501.xhp\n" "par_id3163824\n" "help.text" -msgid "<image id=\"Graphic21\" src=\"media/helpimg/starmath/un21202.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_\">Icon</alt></image>" -msgstr "<image id=\"Graphic21\" src=\"media/helpimg/starmath/un21202.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_\">Simge</alt></image>" +msgid "<image id=\"Graphic21\" src=\"media/helpimg/starmath/un21202.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_\">Icon</alt></image>" +msgstr "" #. zm8mC #: 03091501.xhp @@ -7027,14 +7027,14 @@ msgctxt "" msgid "- Sign" msgstr "- İşareti" -#. JBxAq +#. FEQKC #: 03091501.xhp msgctxt "" "03091501.xhp\n" "par_id3147514\n" "help.text" -msgid "<image id=\"Graphic4\" src=\"media/helpimg/starmath/un21204.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_\">Icon</alt></image>" -msgstr "<image id=\"Graphic4\" src=\"media/helpimg/starmath/un21204.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_\">Simge</alt></image>" +msgid "<image id=\"Graphic4\" src=\"media/helpimg/starmath/un21204.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_\">Icon</alt></image>" +msgstr "" #. d8Bed #: 03091501.xhp @@ -7045,14 +7045,14 @@ msgctxt "" msgid "Minus/Plus" msgstr "Eksi/Artı" -#. TizLh +#. 94wBS #: 03091501.xhp msgctxt "" "03091501.xhp\n" "par_id3154821\n" "help.text" -msgid "<image id=\"Graphic13\" src=\"media/helpimg/starmath/un21212.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_\">Icon</alt></image>" -msgstr "<image id=\"Graphic13\" src=\"media/helpimg/starmath/un21212.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_\">Simge</alt></image>" +msgid "<image id=\"Graphic13\" src=\"media/helpimg/starmath/un21212.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_\">Icon</alt></image>" +msgstr "" #. xBiRw #: 03091501.xhp @@ -7063,14 +7063,14 @@ msgctxt "" msgid "Division" msgstr "Bölme" -#. NRcQm +#. X6Mrq #: 03091501.xhp msgctxt "" "03091501.xhp\n" "par_id3155179\n" "help.text" -msgid "<image id=\"Graphic7\" src=\"media/helpimg/starmath/un21208.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_\">Icon</alt></image>" -msgstr "<image id=\"Graphic7\" src=\"media/helpimg/starmath/un21208.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_\">Simge</alt></image>" +msgid "<image id=\"Graphic7\" src=\"media/helpimg/starmath/un21208.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_\">Icon</alt></image>" +msgstr "" #. mcf5B #: 03091501.xhp @@ -7081,14 +7081,14 @@ msgctxt "" msgid "Multiplication" msgstr "Çarpım" -#. V8uub +#. e8Ga8 #: 03091501.xhp msgctxt "" "03091501.xhp\n" "par_id3150832\n" "help.text" -msgid "<image id=\"Graphic6\" src=\"media/helpimg/starmath/un21205.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_\">Icon</alt></image>" -msgstr "<image id=\"Graphic6\" src=\"media/helpimg/starmath/un21205.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_\">Simge</alt></image>" +msgid "<image id=\"Graphic6\" src=\"media/helpimg/starmath/un21205.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_\">Icon</alt></image>" +msgstr "" #. akctZ #: 03091501.xhp @@ -7099,14 +7099,14 @@ msgctxt "" msgid "Addition" msgstr "Toplama" -#. ep6XE +#. XGnMB #: 03091501.xhp msgctxt "" "03091501.xhp\n" "par_id3145590\n" "help.text" -msgid "<image id=\"Graphic2\" src=\"media/helpimg/starmath/un21201.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_\">Icon</alt></image>" -msgstr "<image id=\"Graphic2\" src=\"media/helpimg/starmath/un21201.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_\">Simge</alt></image>" +msgid "<image id=\"Graphic2\" src=\"media/helpimg/starmath/un21201.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_\">Icon</alt></image>" +msgstr "" #. 3RD4E #: 03091501.xhp @@ -7117,14 +7117,14 @@ msgctxt "" msgid "+ Sign" msgstr "+ İşareti" -#. Xg66q +#. QFphu #: 03091501.xhp msgctxt "" "03091501.xhp\n" "par_id3150764\n" "help.text" -msgid "<image id=\"Graphic3\" src=\"media/helpimg/starmath/un21203.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_\">Icon</alt></image>" -msgstr "<image id=\"Graphic3\" src=\"media/helpimg/starmath/un21203.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_\">Simge</alt></image>" +msgid "<image id=\"Graphic3\" src=\"media/helpimg/starmath/un21203.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_\">Icon</alt></image>" +msgstr "" #. QGgTn #: 03091501.xhp @@ -7135,23 +7135,23 @@ msgctxt "" msgid "Plus/Minus" msgstr "Artı/Eksi" -#. GTFbn +#. sNRLY #: 03091501.xhp msgctxt "" "03091501.xhp\n" "par_idN10A6B\n" "help.text" -msgid "<item type=\"literal\">and</item> or <item type=\"literal\">&</item>" -msgstr "<item type=\"literal\">ve</item> veya <item type=\"literal\">&</item>" +msgid "<literal>and</literal> or <literal>&</literal>" +msgstr "" -#. MgE2Q +#. 63ybQ #: 03091501.xhp msgctxt "" "03091501.xhp\n" "par_id3146336\n" "help.text" -msgid "<image id=\"Graphic14\" src=\"media/helpimg/starmath/un21214.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_\">Icon</alt></image>" -msgstr "<image id=\"Graphic14\" src=\"media/helpimg/starmath/un21214.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_\">Simge</alt></image>" +msgid "<image id=\"Graphic14\" src=\"media/helpimg/starmath/un21214.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_\">Icon</alt></image>" +msgstr "" #. CQAn6 #: 03091501.xhp @@ -7162,23 +7162,14 @@ msgctxt "" msgid "Boolean AND operation" msgstr "Mantıksal VE işlemi" -#. XiyEs +#. tGc9A #: 03091501.xhp msgctxt "" "03091501.xhp\n" "par_id3903317\n" "help.text" -msgid "No symbol. Usage:" -msgstr "Sembol yok. Kullanım:" - -#. PM2xT -#: 03091501.xhp -msgctxt "" -"03091501.xhp\n" -"par_id8633686\n" -"help.text" -msgid "a boper %SYM1 b" -msgstr "bir boper %SYM1 b" +msgid "No symbol." +msgstr "" #. psyQg #: 03091501.xhp @@ -7189,23 +7180,23 @@ msgctxt "" msgid "Binary operator. A user-defined symbol follows, which is used as a binary operator." msgstr "İkilik operatör. İkilik bir operatör olarak kullanılan kullanıcı tanımlı bir sembol takip eder." -#. jpuhm +#. rvEQE #: 03091501.xhp msgctxt "" "03091501.xhp\n" -"par_id1713309\n" +"par_id8633686\n" "help.text" -msgid "No symbol. Usage:" -msgstr "Sembol yok. Kullanım:" +msgid "Usage <input>a boper %SYM1 b</input>" +msgstr "" -#. KBSeG +#. QnWMJ #: 03091501.xhp msgctxt "" "03091501.xhp\n" -"par_id4594256\n" +"par_id1713309\n" "help.text" -msgid "uoper %SYM2 b" -msgstr "uoper %SYM2 b" +msgid "No symbol" +msgstr "" #. z75ev #: 03091501.xhp @@ -7216,14 +7207,23 @@ msgctxt "" msgid "Unary operator. A user-defined symbol follows, which is a used as a unary operator." msgstr "Tek operantlı operatör. Tek operantlı bir operatör olarak kullanılan kullanıcı tanımlı bir sembol takip eder." -#. CWBU8 +#. oEBR5 +#: 03091501.xhp +msgctxt "" +"03091501.xhp\n" +"par_id4594256\n" +"help.text" +msgid "Usage: <input>uoper %SYM2 b</input>" +msgstr "" + +#. RNbM5 #: 03091501.xhp msgctxt "" "03091501.xhp\n" "par_id3147212\n" "help.text" -msgid "<image id=\"Graphic8\" src=\"media/helpimg/starmath/un21206.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_\">Icon</alt></image>" -msgstr "<image id=\"Graphic8\" src=\"media/helpimg/starmath/un21206.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_\">Simge</alt></image>" +msgid "<image id=\"Graphic8\" src=\"media/helpimg/starmath/un21206.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_\">Icon</alt></image>" +msgstr "" #. 35CPM #: 03091501.xhp @@ -7234,14 +7234,14 @@ msgctxt "" msgid "Multiplication, small multiply symbol" msgstr "Çarpma, küçük çarpım sembolü" -#. oBvDA +#. 96wnq #: 03091501.xhp msgctxt "" "03091501.xhp\n" "par_id3151130\n" "help.text" -msgid "<image id=\"Graphic16\" src=\"media/helpimg/starmath/un21221.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_\">Icon</alt></image>" -msgstr "<image id=\"Graphic16\" src=\"media/helpimg/starmath/un21221.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_\">Simge</alt></image>" +msgid "<image id=\"Graphic16\" src=\"media/helpimg/starmath/un21221.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_\">Icon</alt></image>" +msgstr "" #. bpEo6 #: 03091501.xhp @@ -7252,14 +7252,14 @@ msgctxt "" msgid "Concatenate symbols" msgstr "Sembolleri birleştir." -#. FZEpd +#. 4hw4E #: 03091501.xhp msgctxt "" "03091501.xhp\n" "par_id3147470\n" "help.text" -msgid "<image id=\"Graphic12\" src=\"media/helpimg/starmath/un21211.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_\">Icon</alt></image>" -msgstr "<image id=\"Graphic12\" src=\"media/helpimg/starmath/un21211.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_\">Simge</alt></image>" +msgid "<image id=\"Graphic12\" src=\"media/helpimg/starmath/un21211.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_\">Icon</alt></image>" +msgstr "" #. XUDiv #: 03091501.xhp @@ -7270,14 +7270,14 @@ msgctxt "" msgid "Division" msgstr "Bölme" -#. XQs9k +#. AcMQR #: 03091501.xhp msgctxt "" "03091501.xhp\n" "par_id3151319\n" "help.text" -msgid "<image id=\"Graphic5\" src=\"media/helpimg/starmath/un21213.png\" width=\"0.25inch\" height=\"0.25inch\"><alt id=\"alt_\">Icon</alt></image>" -msgstr "<image id=\"Graphic5\" src=\"media/helpimg/starmath/un21213.png\" width=\"0.25inch\" height=\"0.25inch\"><alt id=\"alt_\">Simge</alt></image>" +msgid "<image id=\"Graphic5\" src=\"media/helpimg/starmath/un21213.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_\">Icon</alt></image>" +msgstr "" #. xFRty #: 03091501.xhp @@ -7360,23 +7360,23 @@ msgctxt "" msgid "Add symbol in circle" msgstr "Daire içindeki toplama sembolü" -#. i2F9A +#. 6LZcw #: 03091501.xhp msgctxt "" "03091501.xhp\n" "par_idN10AB0\n" "help.text" -msgid "<item type=\"literal\">or</item> or <item type=\"literal\">|</item>" -msgstr "<item type=\"literal\">veya</item> ya da <item type=\"literal\">|</item>" +msgid "<literal>or</literal> or <literal>|</literal>" +msgstr "" -#. 7ZDSS +#. gnH4b #: 03091501.xhp msgctxt "" "03091501.xhp\n" "par_id3147065\n" "help.text" -msgid "<image id=\"Graphic15\" src=\"media/helpimg/starmath/un21215.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_\">Icon</alt></image>" -msgstr "<image id=\"Graphic15\" src=\"media/helpimg/starmath/un21215.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_\">Simge</alt></image>" +msgid "<image id=\"Graphic15\" src=\"media/helpimg/starmath/un21215.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_\">Icon</alt></image>" +msgstr "" #. nLgpA #: 03091501.xhp @@ -7405,14 +7405,14 @@ msgctxt "" msgid "Multiply symbol times in circle" msgstr "Daire içinde çarpım sembolü" -#. KAbap +#. RGPG4 #: 03091501.xhp msgctxt "" "03091501.xhp\n" "par_id3148873\n" "help.text" -msgid "<image id=\"Graphic11\" src=\"media/helpimg/starmath/un21210.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_\">Icon</alt></image>" -msgstr "<image id=\"Graphic11\" src=\"media/helpimg/starmath/un21210.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_\">Simge</alt></image>" +msgid "<image id=\"Graphic11\" src=\"media/helpimg/starmath/un21210.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_\">Icon</alt></image>" +msgstr "" #. MBV9p #: 03091501.xhp @@ -7423,14 +7423,14 @@ msgctxt "" msgid "Division/Fraction" msgstr "Bölüm/Kesir" -#. skE8t +#. X79Le #: 03091501.xhp msgctxt "" "03091501.xhp\n" "par_id3147073\n" "help.text" -msgid "<image id=\"Graphic9\" src=\"media/helpimg/starmath/un21207.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_\">Icon</alt></image>" -msgstr "<image id=\"Graphic9\" src=\"media/helpimg/starmath/un21207.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_\">Simge</alt></image>" +msgid "<image id=\"Graphic9\" src=\"media/helpimg/starmath/un21207.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_\">Icon</alt></image>" +msgstr "" #. VE3wD #: 03091501.xhp @@ -7531,23 +7531,23 @@ msgctxt "" msgid "Meaning" msgstr "Anlam" -#. zrExd +#. T4DXZ #: 03091502.xhp msgctxt "" "03091502.xhp\n" "par_idN10E08\n" "help.text" -msgid "<item type=\"literal\"><</item> or <item type=\"literal\">lt</item>" -msgstr "<item type=\"literal\"><</item> veya <item type=\"literal\">lt</item>" +msgid "<literal><</literal> or <literal>lt</literal>" +msgstr "" -#. UFx7p +#. XEZdc #: 03091502.xhp msgctxt "" "03091502.xhp\n" "par_id3156247\n" "help.text" -msgid "<image id=\"img_id3156253\" src=\"media/helpimg/starmath/bi21305.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3156253\">Icon</alt></image>" -msgstr "<image id=\"img_id3156253\" src=\"media/helpimg/starmath/bi21305.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3156253\">Simge</alt></image>" +msgid "<image id=\"img_id3156253\" src=\"media/helpimg/starmath/bi21305.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3156253\">Icon</alt></image>" +msgstr "" #. sxCGL #: 03091502.xhp @@ -7558,14 +7558,14 @@ msgctxt "" msgid "Less than" msgstr "Küçüktür" -#. BFuCF +#. ZC7pU #: 03091502.xhp msgctxt "" "03091502.xhp\n" "par_id9464726\n" "help.text" -msgid "<item type=\"literal\"><<</item> or <item type=\"literal\">ll</item>" -msgstr "<item type=\"literal\"><<</item> veya <item type=\"literal\">ll</item>" +msgid "<literal><<</literal> or <literal>ll</literal>" +msgstr "" #. AGcXA #: 03091502.xhp @@ -7576,23 +7576,23 @@ msgctxt "" msgid "Much less than" msgstr "Çok çok küçüktür" -#. sLBJP +#. Ctj6Y #: 03091502.xhp msgctxt "" "03091502.xhp\n" "par_idN11059\n" "help.text" -msgid "<item type=\"literal\"><=</item> or <item type=\"literal\">le</item>" -msgstr "<item type=\"literal\"><=</item> veya <item type=\"literal\">le</item>" +msgid "<literal><=</literal> or <literal>le</literal>" +msgstr "" -#. Yybes +#. DATT6 #: 03091502.xhp msgctxt "" "03091502.xhp\n" "par_id3153031\n" "help.text" -msgid "<image id=\"img_id3153037\" src=\"media/helpimg/starmath/bi21313.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3153037\">Icon</alt></image>" -msgstr "<image id=\"img_id3153037\" src=\"media/helpimg/starmath/bi21313.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3153037\">Simge</alt></image>" +msgid "<image id=\"img_id3153037\" src=\"media/helpimg/starmath/bi21313.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3153037\">Icon</alt></image>" +msgstr "" #. zuQPg #: 03091502.xhp @@ -7603,23 +7603,23 @@ msgctxt "" msgid "Less than or equal to" msgstr "Küçüktür ya da eşittir" -#. FUsS8 +#. uuTLA #: 03091502.xhp msgctxt "" "03091502.xhp\n" "par_idN10D00\n" "help.text" -msgid "<item type=\"literal\"><></item> or <item type=\"literal\">neq</item>" -msgstr "<item type=\"literal\"><></item> veya <item type=\"literal\">neq</item>" +msgid "<literal><></literal> or <literal>neq</literal>" +msgstr "" -#. wynif +#. w3GaC #: 03091502.xhp msgctxt "" "03091502.xhp\n" "par_id3155548\n" "help.text" -msgid "<image id=\"img_id3155554\" src=\"media/helpimg/starmath/bi21302.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3155554\">Icon</alt></image>" -msgstr "<image id=\"img_id3155554\" src=\"media/helpimg/starmath/bi21302.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3155554\">Simge</alt></image>" +msgid "<image id=\"img_id3155554\" src=\"media/helpimg/starmath/bi21302.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3155554\">Icon</alt></image>" +msgstr "" #. e4kvY #: 03091502.xhp @@ -7630,14 +7630,14 @@ msgctxt "" msgid "Not equal" msgstr "Eşit değildir" -#. rdYVn +#. knizy #: 03091502.xhp msgctxt "" "03091502.xhp\n" "par_id3150600\n" "help.text" -msgid "<image id=\"img_id3150606\" src=\"media/helpimg/starmath/bi21301.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3150606\">Icon</alt></image>" -msgstr "<image id=\"img_id3150606\" src=\"media/helpimg/starmath/bi21301.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3150606\">Simge</alt></image>" +msgid "<image id=\"img_id3150606\" src=\"media/helpimg/starmath/bi21301.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3150606\">Icon</alt></image>" +msgstr "" #. CyvDN #: 03091502.xhp @@ -7648,23 +7648,23 @@ msgctxt "" msgid "Equation" msgstr "Denklem" -#. jYXBo +#. i8XeE #: 03091502.xhp msgctxt "" "03091502.xhp\n" "par_idN10E4D\n" "help.text" -msgid "<item type=\"literal\">></item> or <item type=\"literal\">gt</item>" -msgstr "<item type=\"literal\">></item> veya <item type=\"literal\">gt</item>" +msgid "<literal>></literal> or <literal>gt</literal>" +msgstr "" -#. 3wiVR +#. DeNKA #: 03091502.xhp msgctxt "" "03091502.xhp\n" "par_id3152978\n" "help.text" -msgid "<image id=\"img_id3152984\" src=\"media/helpimg/starmath/bi21306.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3152984\">Icon</alt></image>" -msgstr "<image id=\"img_id3152984\" src=\"media/helpimg/starmath/bi21306.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3152984\">Simge</alt></image>" +msgid "<image id=\"img_id3152984\" src=\"media/helpimg/starmath/bi21306.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3152984\">Icon</alt></image>" +msgstr "" #. krNBR #: 03091502.xhp @@ -7675,23 +7675,23 @@ msgctxt "" msgid "Greater than" msgstr "Büyüktür" -#. XDczY +#. qkejs #: 03091502.xhp msgctxt "" "03091502.xhp\n" "par_idN1109E\n" "help.text" -msgid "<item type=\"literal\">>=</item> or <item type=\"literal\">ge</item>" -msgstr "<item type=\"literal\">>=</item> veya <item type=\"literal\">ge</item>" +msgid "<literal>>=</literal> or <literal>ge</literal>" +msgstr "" -#. Cb59Y +#. UAKHS #: 03091502.xhp msgctxt "" "03091502.xhp\n" "par_id3152741\n" "help.text" -msgid "<image id=\"img_id3153876\" src=\"media/helpimg/starmath/bi21314.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3153876\">Icon</alt></image>" -msgstr "<image id=\"img_id3153876\" src=\"media/helpimg/starmath/bi21314.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3153876\">Simge</alt></image>" +msgid "<image id=\"img_id3153876\" src=\"media/helpimg/starmath/bi21314.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3153876\">Icon</alt></image>" +msgstr "" #. ABJYz #: 03091502.xhp @@ -7702,14 +7702,14 @@ msgctxt "" msgid "Greater than or equal to" msgstr "Büyük ya da eşittir" -#. ofUyR +#. eCG2B #: 03091502.xhp msgctxt "" "03091502.xhp\n" "par_idN11183\n" "help.text" -msgid "<item type=\"literal\">>></item> or <item type=\"literal\">gg</item>" -msgstr "<item type=\"literal\">>></item> veya <item type=\"literal\">gg</item>" +msgid "<literal>>></literal> or <literal>gg</literal>" +msgstr "" #. 8auBb #: 03091502.xhp @@ -7720,14 +7720,14 @@ msgctxt "" msgid "Much greater than" msgstr "Çok çok büyüktür" -#. 9FTAJ +#. khFKC #: 03091502.xhp msgctxt "" "03091502.xhp\n" "par_id3150840\n" "help.text" -msgid "<image id=\"img_id3150846\" src=\"media/helpimg/starmath/bi21307.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3150846\">Icon</alt></image>" -msgstr "<image id=\"img_id3150846\" src=\"media/helpimg/starmath/bi21307.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3150846\">Simge</alt></image>" +msgid "<image id=\"img_id3150846\" src=\"media/helpimg/starmath/bi21307.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3150846\">Icon</alt></image>" +msgstr "" #. UHrCb #: 03091502.xhp @@ -7747,14 +7747,14 @@ msgctxt "" msgid "is defined as/by definition equal to" msgstr "tanım sayesinde/nedeniyle eşittir" -#. GvZuD +#. EpywP #: 03091502.xhp msgctxt "" "03091502.xhp\n" "par_id3154050\n" "help.text" -msgid "<image id=\"img_id3154056\" src=\"media/helpimg/starmath/bi21322.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3154056\">Icon</alt></image>" -msgstr "<image id=\"img_id3154056\" src=\"media/helpimg/starmath/bi21322.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3154056\">Simge</alt></image>" +msgid "<image id=\"img_id3154056\" src=\"media/helpimg/starmath/bi21322.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3154056\">Icon</alt></image>" +msgstr "" #. wArgv #: 03091502.xhp @@ -7765,14 +7765,14 @@ msgctxt "" msgid "divides" msgstr "böler" -#. nHKuC +#. EDSXx #: 03091502.xhp msgctxt "" "03091502.xhp\n" "par_id3150419\n" "help.text" -msgid "<image id=\"img_id3150425\" src=\"media/helpimg/starmath/bi21324.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3150425\">Icon</alt></image>" -msgstr "<image id=\"img_id3150425\" src=\"media/helpimg/starmath/bi21324.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3150425\">Simge</alt></image>" +msgid "<image id=\"img_id3150425\" src=\"media/helpimg/starmath/bi21324.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3150425\">Icon</alt></image>" +msgstr "" #. GziuK #: 03091502.xhp @@ -7783,14 +7783,14 @@ msgctxt "" msgid "Arrow with double line to the left" msgstr "Sola doğru çiftli ok" -#. At5ah +#. HEVAm #: 03091502.xhp msgctxt "" "03091502.xhp\n" "par_id3154424\n" "help.text" -msgid "<image id=\"img_id3154429\" src=\"media/helpimg/starmath/bi21325.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3154429\">Icon</alt></image>" -msgstr "<image id=\"img_id3154429\" src=\"media/helpimg/starmath/bi21325.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3154429\">Simge</alt></image>" +msgid "<image id=\"img_id3154429\" src=\"media/helpimg/starmath/bi21325.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3154429\">Icon</alt></image>" +msgstr "" #. 6ZsLj #: 03091502.xhp @@ -7801,14 +7801,14 @@ msgctxt "" msgid "Arrow with double line to the left and the right" msgstr "Çift yöne çiftli ok" -#. GFxPG +#. wbvER #: 03091502.xhp msgctxt "" "03091502.xhp\n" "par_id3155410\n" "help.text" -msgid "<image id=\"img_id3155417\" src=\"media/helpimg/starmath/bi21326.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3155417\">Icon</alt></image>" -msgstr "<image id=\"img_id3155417\" src=\"media/helpimg/starmath/bi21326.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3155417\">Simge</alt></image>" +msgid "<image id=\"img_id3155417\" src=\"media/helpimg/starmath/bi21326.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3155417\">Icon</alt></image>" +msgstr "" #. DJd7B #: 03091502.xhp @@ -7819,14 +7819,14 @@ msgctxt "" msgid "Arrow with double line to the right" msgstr "Sağa doğru çiftli ok" -#. eUMy3 +#. CdjUn #: 03091502.xhp msgctxt "" "03091502.xhp\n" "par_id3153373\n" "help.text" -msgid "<image id=\"img_id3153379\" src=\"media/helpimg/starmath/bi21303.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3153379\">Icon</alt></image>" -msgstr "<image id=\"img_id3153379\" src=\"media/helpimg/starmath/bi21303.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3153379\">Simge</alt></image>" +msgid "<image id=\"img_id3153379\" src=\"media/helpimg/starmath/bi21303.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3153379\">Icon</alt></image>" +msgstr "" #. C3MkN #: 03091502.xhp @@ -7837,14 +7837,14 @@ msgctxt "" msgid "Is equivalent/congruent to" msgstr "eşittir/kongridenttir" -#. ASpBh +#. Fg3Gh #: 03091502.xhp msgctxt "" "03091502.xhp\n" "par_id3149139\n" "help.text" -msgid "<image id=\"img_id3149145\" src=\"media/helpimg/starmath/bi21310.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3149145\">Icon</alt></image>" -msgstr "<image id=\"img_id3149145\" src=\"media/helpimg/starmath/bi21310.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3149145\">Simge</alt></image>" +msgid "<image id=\"img_id3149145\" src=\"media/helpimg/starmath/bi21310.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3149145\">Icon</alt></image>" +msgstr "" #. XjCZC #: 03091502.xhp @@ -7855,14 +7855,14 @@ msgctxt "" msgid "Greater than-equal to" msgstr "Büyüktür - eşittir" -#. aAKU3 +#. sxkrJ #: 03091502.xhp msgctxt "" "03091502.xhp\n" "par_id3153648\n" "help.text" -msgid "<image id=\"img_id3153653\" src=\"media/helpimg/starmath/bi21309.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3153653\">Icon</alt></image>" -msgstr "<image id=\"img_id3153653\" src=\"media/helpimg/starmath/bi21309.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3153653\">Simge</alt></image>" +msgid "<image id=\"img_id3153653\" src=\"media/helpimg/starmath/bi21309.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3153653\">Icon</alt></image>" +msgstr "" #. STPBc #: 03091502.xhp @@ -7873,14 +7873,14 @@ msgctxt "" msgid "Less than-equal to" msgstr "Küçüktür - eşittir" -#. CAmyk +#. FD6rV #: 03091502.xhp msgctxt "" "03091502.xhp\n" "par_id3145098\n" "help.text" -msgid "<image id=\"img_id3145104\" src=\"media/helpimg/starmath/bi21323.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3145104\">Icon</alt></image>" -msgstr "<image id=\"img_id3145104\" src=\"media/helpimg/starmath/bi21323.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3145104\">Simge</alt></image>" +msgid "<image id=\"img_id3145104\" src=\"media/helpimg/starmath/bi21323.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3145104\">Icon</alt></image>" +msgstr "" #. S9xpS #: 03091502.xhp @@ -7891,14 +7891,14 @@ msgctxt "" msgid "does not divide" msgstr "bölmez" -#. cJGvt +#. Pejj6 #: 03091502.xhp msgctxt "" "03091502.xhp\n" "par_id3152809\n" "help.text" -msgid "<image id=\"img_id3150267\" src=\"media/helpimg/starmath/bi21304.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3150267\">Icon</alt></image>" -msgstr "<image id=\"img_id3150267\" src=\"media/helpimg/starmath/bi21304.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3150267\">Simge</alt></image>" +msgid "<image id=\"img_id3150267\" src=\"media/helpimg/starmath/bi21304.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3150267\">Icon</alt></image>" +msgstr "" #. wPLhC #: 03091502.xhp @@ -7909,14 +7909,14 @@ msgctxt "" msgid "Is orthogonal to" msgstr "diktir" -#. AuFEr +#. vtFA8 #: 03091502.xhp msgctxt "" "03091502.xhp\n" "par_id3153161\n" "help.text" -msgid "<image id=\"img_id3153168\" src=\"media/helpimg/starmath/bi21308.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3153168\">Icon</alt></image>" -msgstr "<image id=\"img_id3153168\" src=\"media/helpimg/starmath/bi21308.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3153168\">Simge</alt></image>" +msgid "<image id=\"img_id3153168\" src=\"media/helpimg/starmath/bi21308.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3153168\">Icon</alt></image>" +msgstr "" #. eLZQa #: 03091502.xhp @@ -7927,14 +7927,14 @@ msgctxt "" msgid "Is parallel to" msgstr "paraleldir" -#. mNXRa +#. r8jzh #: 03091502.xhp msgctxt "" "03091502.xhp\n" "par_id3150336\n" "help.text" -msgid "<image id=\"img_id3148396\" src=\"media/helpimg/starmath/bi21312.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3148396\">Icon</alt></image>" -msgstr "<image id=\"img_id3148396\" src=\"media/helpimg/starmath/bi21312.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3148396\">Simge</alt></image>" +msgid "<image id=\"img_id3148396\" src=\"media/helpimg/starmath/bi21312.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3148396\">Icon</alt></image>" +msgstr "" #. BJ3Cz #: 03091502.xhp @@ -7945,14 +7945,14 @@ msgctxt "" msgid "Is proportional to" msgstr "orantılıdır" -#. CqhEU +#. zsZWT #: 03091502.xhp msgctxt "" "03091502.xhp\n" "par_id3154416\n" "help.text" -msgid "<image id=\"img_id3154422\" src=\"media/helpimg/starmath/bi21315.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3154422\">Icon</alt></image>" -msgstr "<image id=\"img_id3154422\" src=\"media/helpimg/starmath/bi21315.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3154422\">Simge</alt></image>" +msgid "<image id=\"img_id3154422\" src=\"media/helpimg/starmath/bi21315.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3154422\">Icon</alt></image>" +msgstr "" #. qR3Ar #: 03091502.xhp @@ -7963,14 +7963,14 @@ msgctxt "" msgid "Is similar to" msgstr "benzer" -#. hTDfx +#. UBBTk #: 03091502.xhp msgctxt "" "03091502.xhp\n" "par_id3149265\n" "help.text" -msgid "<image id=\"img_id3149271\" src=\"media/helpimg/starmath/bi21311.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3149271\">Icon</alt></image>" -msgstr "<image id=\"img_id3149271\" src=\"media/helpimg/starmath/bi21311.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3149271\">Simge</alt></image>" +msgid "<image id=\"img_id3149271\" src=\"media/helpimg/starmath/bi21311.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3149271\">Icon</alt></image>" +msgstr "" #. CDtUh #: 03091502.xhp @@ -7981,14 +7981,14 @@ msgctxt "" msgid "Is similar or equal to" msgstr "Benzer ya da eşittir" -#. SEyKo +#. vDUo6 #: 03091502.xhp msgctxt "" "03091502.xhp\n" "par_id3153957\n" "help.text" -msgid "<image id=\"img_id3153962\" src=\"media/helpimg/starmath/bi21316.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3153962\">Icon</alt></image>" -msgstr "<image id=\"img_id3153962\" src=\"media/helpimg/starmath/bi21316.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3153962\">Simge</alt></image>" +msgid "<image id=\"img_id3153962\" src=\"media/helpimg/starmath/bi21316.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3153962\">Icon</alt></image>" +msgstr "" #. FVEYx #: 03091502.xhp @@ -7999,14 +7999,14 @@ msgctxt "" msgid "Toward" msgstr "Sağa ok" -#. xXcup +#. k6fm3 #: 03091502.xhp msgctxt "" "03091502.xhp\n" "par_id3153958\n" "help.text" -msgid "<image id=\"img_id3153963\" src=\"media/helpimg/starmath/bi21327.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3153963\">Icon</alt></image>" -msgstr "<image id=\"img_id3153963\" src=\"media/helpimg/starmath/bi21327.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3153963\">Simge</alt></image>" +msgid "<image id=\"img_id3153963\" src=\"media/helpimg/starmath/bi21327.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3153963\">Icon</alt></image>" +msgstr "" #. gGMFP #: 03091502.xhp @@ -8017,14 +8017,14 @@ msgctxt "" msgid "Precedes" msgstr "Önceler" -#. sqjxt +#. AoFoH #: 03091502.xhp msgctxt "" "03091502.xhp\n" "par_id3153959\n" "help.text" -msgid "<image id=\"img_id3153964\" src=\"media/helpimg/starmath/bi21328.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3153964\">Icon</alt></image>" -msgstr "<image id=\"img_id3153964\" src=\"media/helpimg/starmath/bi21328.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3153964\">Simge</alt></image>" +msgid "<image id=\"img_id3153964\" src=\"media/helpimg/starmath/bi21328.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3153964\">Icon</alt></image>" +msgstr "" #. wMUAe #: 03091502.xhp @@ -8035,14 +8035,14 @@ msgctxt "" msgid "Not precedes" msgstr "Önce gelmez" -#. mGXCn +#. EVhP6 #: 03091502.xhp msgctxt "" "03091502.xhp\n" "par_id3153960\n" "help.text" -msgid "<image id=\"img_id3153965\" src=\"media/helpimg/starmath/bi21329.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3153965\">Icon</alt></image>" -msgstr "<image id=\"img_id3153965\" src=\"media/helpimg/starmath/bi21329.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3153965\">Simge</alt></image>" +msgid "<image id=\"img_id3153965\" src=\"media/helpimg/starmath/bi21329.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3153965\">Icon</alt></image>" +msgstr "" #. VxJ9r #: 03091502.xhp @@ -8053,14 +8053,14 @@ msgctxt "" msgid "Succeeds" msgstr "Sonra gelir" -#. HzC9a +#. dcz5q #: 03091502.xhp msgctxt "" "03091502.xhp\n" "par_id3153961\n" "help.text" -msgid "<image id=\"img_id3153966\" src=\"media/helpimg/starmath/bi21330.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3153966\">Icon</alt></image>" -msgstr "<image id=\"img_id3153966\" src=\"media/helpimg/starmath/bi21330.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3153966\">Simge</alt></image>" +msgid "<image id=\"img_id3153966\" src=\"media/helpimg/starmath/bi21330.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3153966\">Icon</alt></image>" +msgstr "" #. EwXma #: 03091502.xhp @@ -8071,14 +8071,14 @@ msgctxt "" msgid "Not succeeds" msgstr "Sonra gelmez" -#. jBGjQ +#. RMQ7H #: 03091502.xhp msgctxt "" "03091502.xhp\n" "par_id3153962\n" "help.text" -msgid "<image id=\"img_id3153967\" src=\"media/helpimg/starmath/bi21331.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3153967\">Icon</alt></image>" -msgstr "<image id=\"img_id3153967\" src=\"media/helpimg/starmath/bi21331.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3153967\">Simge</alt></image>" +msgid "<image id=\"img_id3153967\" src=\"media/helpimg/starmath/bi21331.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3153967\">Icon</alt></image>" +msgstr "" #. 7GtUu #: 03091502.xhp @@ -8089,14 +8089,14 @@ msgctxt "" msgid "Precedes or equal to" msgstr "Önce gelir ya da eşittir" -#. zwmEu +#. pXwjF #: 03091502.xhp msgctxt "" "03091502.xhp\n" "par_id3153963\n" "help.text" -msgid "<image id=\"img_id3153968\" src=\"media/helpimg/starmath/bi21332.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3153968\">Icon</alt></image>" -msgstr "<image id=\"img_id3153968\" src=\"media/helpimg/starmath/bi21332.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3153968\">Simge</alt></image>" +msgid "<image id=\"img_id3153968\" src=\"media/helpimg/starmath/bi21332.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3153968\">Icon</alt></image>" +msgstr "" #. CSE3L #: 03091502.xhp @@ -8107,14 +8107,14 @@ msgctxt "" msgid "Succeeds or equal to" msgstr "Sonra gelir ya da eşittir" -#. sSFRm +#. pohD3 #: 03091502.xhp msgctxt "" "03091502.xhp\n" "par_id3153964\n" "help.text" -msgid "<image id=\"img_id3153969\" src=\"media/helpimg/starmath/bi21333.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3153969\">Icon</alt></image>" -msgstr "<image id=\"img_id3153969\" src=\"media/helpimg/starmath/bi21333.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3153969\">Simge</alt></image>" +msgid "<image id=\"img_id3153969\" src=\"media/helpimg/starmath/bi21333.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3153969\">Icon</alt></image>" +msgstr "" #. 4QGmN #: 03091502.xhp @@ -8125,14 +8125,14 @@ msgctxt "" msgid "Precedes or equivalent to" msgstr "Önce gelir ya da denktir" -#. n7DAE +#. FoGBL #: 03091502.xhp msgctxt "" "03091502.xhp\n" "par_id3153965\n" "help.text" -msgid "<image id=\"img_id3153970\" src=\"media/helpimg/starmath/bi21334.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3153970\">Icon</alt></image>" -msgstr "<image id=\"img_id3153970\" src=\"media/helpimg/starmath/bi21334.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3153970\">Simge</alt></image>" +msgid "<image id=\"img_id3153970\" src=\"media/helpimg/starmath/bi21334.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3153970\">Icon</alt></image>" +msgstr "" #. uCzoV #: 03091502.xhp @@ -8215,14 +8215,14 @@ msgctxt "" msgid "Meaning" msgstr "Anlam" -#. QpPcE +#. LFLpD #: 03091503.xhp msgctxt "" "03091503.xhp\n" "par_id3146505\n" "help.text" -msgid "<image id=\"img_id3146512\" src=\"media/helpimg/starmath/op22001.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3146512\">Icon</alt></image>" -msgstr "<image id=\"img_id3146512\" src=\"media/helpimg/starmath/op22001.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3146512\">Simge</alt></image>" +msgid "<image id=\"img_id3146512\" src=\"media/helpimg/starmath/op22001.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3146512\">Icon</alt></image>" +msgstr "" #. FFGfs #: 03091503.xhp @@ -8233,14 +8233,14 @@ msgctxt "" msgid "Cardinal number" msgstr "Nicel sayı" -#. xRDan +#. Pht2f #: 03091503.xhp msgctxt "" "03091503.xhp\n" "par_id3159379\n" "help.text" -msgid "<image id=\"img_id3159386\" src=\"media/helpimg/starmath/op22002.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3159386\">Icon</alt></image>" -msgstr "<image id=\"img_id3159386\" src=\"media/helpimg/starmath/op22002.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3159386\">Simge</alt></image>" +msgid "<image id=\"img_id3159386\" src=\"media/helpimg/starmath/op22002.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3159386\">Icon</alt></image>" +msgstr "" #. mGRyB #: 03091503.xhp @@ -8251,14 +8251,14 @@ msgctxt "" msgid "Empty set" msgstr "Boş küme" -#. MBRbK +#. aXVxh #: 03091503.xhp msgctxt "" "03091503.xhp\n" "par_id3158166\n" "help.text" -msgid "<image id=\"img_id3158173\" src=\"media/helpimg/starmath/op21401.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3158173\">Icon</alt></image>" -msgstr "<image id=\"img_id3158173\" src=\"media/helpimg/starmath/op21401.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3158173\">Simge</alt></image>" +msgid "<image id=\"img_id3158173\" src=\"media/helpimg/starmath/op21401.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3158173\">Icon</alt></image>" +msgstr "" #. sm4Rg #: 03091503.xhp @@ -8269,14 +8269,14 @@ msgctxt "" msgid "is contained in" msgstr "içerilir" -#. r8yFV +#. 6WhsY #: 03091503.xhp msgctxt "" "03091503.xhp\n" "par_id3152402\n" "help.text" -msgid "<image id=\"img_id3152408\" src=\"media/helpimg/starmath/op21405.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3152408\">Icon</alt></image>" -msgstr "<image id=\"img_id3152408\" src=\"media/helpimg/starmath/op21405.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3152408\">Simge</alt></image>" +msgid "<image id=\"img_id3152408\" src=\"media/helpimg/starmath/op21405.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3152408\">Icon</alt></image>" +msgstr "" #. GEEMZ #: 03091503.xhp @@ -8287,14 +8287,14 @@ msgctxt "" msgid "Intersection of sets" msgstr "Kümelerin kesişimi" -#. uNnuD +#. LcNPM #: 03091503.xhp msgctxt "" "03091503.xhp\n" "par_id3158212\n" "help.text" -msgid "<image id=\"img_id3158218\" src=\"media/helpimg/starmath/op21402.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3158218\">Icon</alt></image>" -msgstr "<image id=\"img_id3158218\" src=\"media/helpimg/starmath/op21402.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3158218\">Simge</alt></image>" +msgid "<image id=\"img_id3158218\" src=\"media/helpimg/starmath/op21402.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3158218\">Icon</alt></image>" +msgstr "" #. UzuDG #: 03091503.xhp @@ -8305,14 +8305,14 @@ msgctxt "" msgid "is not contained in" msgstr "içerilmez" -#. QDACw +#. eLm8p #: 03091503.xhp msgctxt "" "03091503.xhp\n" "par_id3158819\n" "help.text" -msgid "<image id=\"img_id3158825\" src=\"media/helpimg/starmath/op21413.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3158825\">Icon</alt></image>" -msgstr "<image id=\"img_id3158825\" src=\"media/helpimg/starmath/op21413.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3158825\">Simge</alt></image>" +msgid "<image id=\"img_id3158825\" src=\"media/helpimg/starmath/op21413.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3158825\">Icon</alt></image>" +msgstr "" #. qdSN4 #: 03091503.xhp @@ -8323,14 +8323,14 @@ msgctxt "" msgid "Not subset to" msgstr "Alt kümesi değildir" -#. 2NzER +#. fjQEM #: 03091503.xhp msgctxt "" "03091503.xhp\n" "par_id3158966\n" "help.text" -msgid "<image id=\"img_id3158973\" src=\"media/helpimg/starmath/op21414.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3158973\">Icon</alt></image>" -msgstr "<image id=\"img_id3158973\" src=\"media/helpimg/starmath/op21414.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3158973\">Simge</alt></image>" +msgid "<image id=\"img_id3158973\" src=\"media/helpimg/starmath/op21414.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3158973\">Icon</alt></image>" +msgstr "" #. Ndiik #: 03091503.xhp @@ -8341,14 +8341,14 @@ msgctxt "" msgid "Not subset or equal to" msgstr "Alt küme veya eşit değil" -#. 3cRnz +#. E47CZ #: 03091503.xhp msgctxt "" "03091503.xhp\n" "par_id3159114\n" "help.text" -msgid "<image id=\"img_id3159120\" src=\"media/helpimg/starmath/op21415.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3159120\">Icon</alt></image>" -msgstr "<image id=\"img_id3159120\" src=\"media/helpimg/starmath/op21415.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3159120\">Simge</alt></image>" +msgid "<image id=\"img_id3159120\" src=\"media/helpimg/starmath/op21415.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3159120\">Icon</alt></image>" +msgstr "" #. DuaNY #: 03091503.xhp @@ -8359,14 +8359,14 @@ msgctxt "" msgid "Not superset" msgstr "Üst küme değil" -#. CYB2E +#. tN9jP #: 03091503.xhp msgctxt "" "03091503.xhp\n" "par_id3163002\n" "help.text" -msgid "<image id=\"img_id3163008\" src=\"media/helpimg/starmath/op21416.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3163008\">Icon</alt></image>" -msgstr "<image id=\"img_id3163008\" src=\"media/helpimg/starmath/op21416.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3163008\">Simge</alt></image>" +msgid "<image id=\"img_id3163008\" src=\"media/helpimg/starmath/op21416.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3163008\">Icon</alt></image>" +msgstr "" #. UwbsN #: 03091503.xhp @@ -8377,23 +8377,23 @@ msgctxt "" msgid "Not superset or equal to" msgstr "Üst küme veya eşit değil" -#. Emk6Y +#. xL7Xa #: 03091503.xhp msgctxt "" "03091503.xhp\n" "par_idN112D9\n" "help.text" -msgid "<item type=\"literal\">owns</item> or <item type=\"literal\">ni</item>" -msgstr "<item type=\"literal\">owns</item> veya <item type=\"literal\">ni</item>" +msgid "<literal>owns</literal> or <literal>ni</literal>" +msgstr "" -#. FA8CC +#. VSBTG #: 03091503.xhp msgctxt "" "03091503.xhp\n" "par_id3158359\n" "help.text" -msgid "<image id=\"img_id3158366\" src=\"media/helpimg/starmath/op21403.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3158366\">Icon</alt></image>" -msgstr "<image id=\"img_id3158366\" src=\"media/helpimg/starmath/op21403.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3158366\">Simge</alt></image>" +msgid "<image id=\"img_id3158366\" src=\"media/helpimg/starmath/op21403.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3158366\">Icon</alt></image>" +msgstr "" #. YQptA #: 03091503.xhp @@ -8404,14 +8404,14 @@ msgctxt "" msgid "Contains" msgstr "İçerir" -#. i9rCX +#. BVzpV #: 03091503.xhp msgctxt "" "03091503.xhp\n" "par_id3156480\n" "help.text" -msgid "<image id=\"img_id3156486\" src=\"media/helpimg/starmath/op21421.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3156486\">Icon</alt></image>" -msgstr "<image id=\"img_id3156486\" src=\"media/helpimg/starmath/op21421.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3156486\">Simge</alt></image>" +msgid "<image id=\"img_id3156486\" src=\"media/helpimg/starmath/op21421.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3156486\">Icon</alt></image>" +msgstr "" #. wmvnm #: 03091503.xhp @@ -8422,23 +8422,23 @@ msgctxt "" msgid "Complex number" msgstr "Kompleks sayı" -#. wD86F +#. 8WKRJ #: 03091503.xhp msgctxt "" "03091503.xhp\n" "par_idN113E5\n" "help.text" -msgid "<item type=\"literal\">setminus</item> or <item type=\"literal\">bslash</item>" -msgstr "<item type=\"literal\">setminus</item> veya <item type=\"literal\">bslash</item>" +msgid "<literal>setminus</literal> or <literal>bslash</literal>" +msgstr "" -#. m2XRe +#. uukK3 #: 03091503.xhp msgctxt "" "03091503.xhp\n" "par_id3145932\n" "help.text" -msgid "<image id=\"img_id3145938\" src=\"media/helpimg/starmath/op21407.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3145938\">Icon</alt></image>" -msgstr "<image id=\"img_id3145938\" src=\"media/helpimg/starmath/op21407.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3145938\">Simge</alt></image>" +msgid "<image id=\"img_id3145938\" src=\"media/helpimg/starmath/op21407.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3145938\">Icon</alt></image>" +msgstr "" #. W8PY7 #: 03091503.xhp @@ -8449,14 +8449,14 @@ msgctxt "" msgid "Difference between sets" msgstr "Küme farkı" -#. j7ecz +#. PjEX5 #: 03091503.xhp msgctxt "" "03091503.xhp\n" "par_id3163149\n" "help.text" -msgid "<image id=\"img_id3163156\" src=\"media/helpimg/starmath/op21417.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3163156\">Icon</alt></image>" -msgstr "<image id=\"img_id3163156\" src=\"media/helpimg/starmath/op21417.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3163156\">Simge</alt></image>" +msgid "<image id=\"img_id3163156\" src=\"media/helpimg/starmath/op21417.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3163156\">Icon</alt></image>" +msgstr "" #. juEAq #: 03091503.xhp @@ -8467,14 +8467,14 @@ msgctxt "" msgid "Natural number" msgstr "Doğal sayı" -#. gDTGa +#. cFkYB #: 03091503.xhp msgctxt "" "03091503.xhp\n" "par_id3163444\n" "help.text" -msgid "<image id=\"img_id3163450\" src=\"media/helpimg/starmath/op21419.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3163450\">Icon</alt></image>" -msgstr "<image id=\"img_id3163450\" src=\"media/helpimg/starmath/op21419.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3163450\">Simge</alt></image>" +msgid "<image id=\"img_id3163450\" src=\"media/helpimg/starmath/op21419.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3163450\">Icon</alt></image>" +msgstr "" #. eTC9Q #: 03091503.xhp @@ -8485,14 +8485,14 @@ msgctxt "" msgid "Rational number" msgstr "Rasyonel sayı" -#. 8Gk4A +#. ntda2 #: 03091503.xhp msgctxt "" "03091503.xhp\n" "par_id3163591\n" "help.text" -msgid "<image id=\"img_id3163598\" src=\"media/helpimg/starmath/op21420.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3163598\">Icon</alt></image>" -msgstr "<image id=\"img_id3163598\" src=\"media/helpimg/starmath/op21420.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3163598\">Simge</alt></image>" +msgid "<image id=\"img_id3163598\" src=\"media/helpimg/starmath/op21420.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3163598\">Icon</alt></image>" +msgstr "" #. CVXPR #: 03091503.xhp @@ -8503,14 +8503,14 @@ msgctxt "" msgid "Real number" msgstr "Reel sayı" -#. pD3AL +#. BW8JE #: 03091503.xhp msgctxt "" "03091503.xhp\n" "par_id3163296\n" "help.text" -msgid "<image id=\"img_id3163303\" src=\"media/helpimg/starmath/op21418.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3163303\">Icon</alt></image>" -msgstr "<image id=\"img_id3163303\" src=\"media/helpimg/starmath/op21418.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3163303\">Simge</alt></image>" +msgid "<image id=\"img_id3163303\" src=\"media/helpimg/starmath/op21418.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3163303\">Icon</alt></image>" +msgstr "" #. 2BFXD #: 03091503.xhp @@ -8521,14 +8521,14 @@ msgctxt "" msgid "Integer" msgstr "Tamsayı" -#. fnsnu +#. ywfCP #: 03091503.xhp msgctxt "" "03091503.xhp\n" "par_id3146357\n" "help.text" -msgid "<image id=\"img_id3146363\" src=\"media/helpimg/starmath/op21408.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3146363\">Icon</alt></image>" -msgstr "<image id=\"img_id3146363\" src=\"media/helpimg/starmath/op21408.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3146363\">Simge</alt></image>" +msgid "<image id=\"img_id3146363\" src=\"media/helpimg/starmath/op21408.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3146363\">Icon</alt></image>" +msgstr "" #. bX3jf #: 03091503.xhp @@ -8539,14 +8539,14 @@ msgctxt "" msgid "Slash / for quotient set (slash) between characters" msgstr "Karakterler arasına bölüm işareti / (bölü)" -#. 2PNgA +#. RWuAq #: 03091503.xhp msgctxt "" "03091503.xhp\n" "par_id3146652\n" "help.text" -msgid "<image id=\"img_id3146659\" src=\"media/helpimg/starmath/op21409.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3146659\">Icon</alt></image>" -msgstr "<image id=\"img_id3146659\" src=\"media/helpimg/starmath/op21409.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3146659\">Simge</alt></image>" +msgid "<image id=\"img_id3146659\" src=\"media/helpimg/starmath/op21409.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3146659\">Icon</alt></image>" +msgstr "" #. NGHLF #: 03091503.xhp @@ -8557,14 +8557,14 @@ msgctxt "" msgid "Subset" msgstr "Alt küme" -#. bUD8s +#. ShrVP #: 03091503.xhp msgctxt "" "03091503.xhp\n" "par_id3146800\n" "help.text" -msgid "<image id=\"img_id3146806\" src=\"media/helpimg/starmath/op21410.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3146806\">Icon</alt></image>" -msgstr "<image id=\"img_id3146806\" src=\"media/helpimg/starmath/op21410.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3146806\">Simge</alt></image>" +msgid "<image id=\"img_id3146806\" src=\"media/helpimg/starmath/op21410.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3146806\">Icon</alt></image>" +msgstr "" #. VqxmF #: 03091503.xhp @@ -8575,14 +8575,14 @@ msgctxt "" msgid "Subset or equal to" msgstr "Alt küme veya eşittir" -#. 8pGLa +#. SE2JC #: 03091503.xhp msgctxt "" "03091503.xhp\n" "par_id3158524\n" "help.text" -msgid "<image id=\"img_id3158530\" src=\"media/helpimg/starmath/op21411.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3158530\">Icon</alt></image>" -msgstr "<image id=\"img_id3158530\" src=\"media/helpimg/starmath/op21411.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3158530\">Simge</alt></image>" +msgid "<image id=\"img_id3158530\" src=\"media/helpimg/starmath/op21411.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3158530\">Icon</alt></image>" +msgstr "" #. tGDcX #: 03091503.xhp @@ -8593,14 +8593,14 @@ msgctxt "" msgid "Superset" msgstr "Üst küme" -#. ZDZcW +#. MxrDq #: 03091503.xhp msgctxt "" "03091503.xhp\n" "par_id3158671\n" "help.text" -msgid "<image id=\"img_id3158678\" src=\"media/helpimg/starmath/op21412.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3158678\">Icon</alt></image>" -msgstr "<image id=\"img_id3158678\" src=\"media/helpimg/starmath/op21412.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3158678\">Simge</alt></image>" +msgid "<image id=\"img_id3158678\" src=\"media/helpimg/starmath/op21412.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3158678\">Icon</alt></image>" +msgstr "" #. HavfX #: 03091503.xhp @@ -8611,14 +8611,14 @@ msgctxt "" msgid "Superset or equal to" msgstr "Üst küme veya eşittir" -#. Hh4fW +#. i8D6n #: 03091503.xhp msgctxt "" "03091503.xhp\n" "par_id3152548\n" "help.text" -msgid "<image id=\"img_id3152555\" src=\"media/helpimg/starmath/op21406.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3152555\">Icon</alt></image>" -msgstr "<image id=\"img_id3152555\" src=\"media/helpimg/starmath/op21406.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3152555\">Simge</alt></image>" +msgid "<image id=\"img_id3152555\" src=\"media/helpimg/starmath/op21406.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3152555\">Icon</alt></image>" +msgstr "" #. KPHqD #: 03091503.xhp @@ -9205,14 +9205,14 @@ msgctxt "" msgid "Meaning" msgstr "Anlam" -#. CCKCx +#. E7TLY #: 03091505.xhp msgctxt "" "03091505.xhp\n" "par_id3144534\n" "help.text" -msgid "<image id=\"img_id3144541\" src=\"media/helpimg/starmath/fo21604.png\" width=\"0.25inch\" height=\"0.25inch\"><alt id=\"alt_id3144541\">Icon</alt></image>" -msgstr "<image id=\"img_id3144541\" src=\"media/helpimg/starmath/fo21604.png\" width=\"0.25inch\" height=\"0.25inch\"><alt id=\"alt_id3144541\">Simge</alt></image>" +msgid "<image id=\"img_id3144541\" src=\"media/helpimg/starmath/fo21604.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3144541\">Icon</alt></image>" +msgstr "" #. MtgRx #: 03091505.xhp @@ -9223,14 +9223,14 @@ msgctxt "" msgid "Coproduct" msgstr "Yan sonuç" -#. NF32t +#. jpK92 #: 03091505.xhp msgctxt "" "03091505.xhp\n" "par_id3166611\n" "help.text" -msgid "<image id=\"img_id3166618\" src=\"media/helpimg/starmath/fo21614.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3166618\">Icon</alt></image>" -msgstr "<image id=\"img_id3166618\" src=\"media/helpimg/starmath/fo21614.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3166618\">Simge</alt></image>" +msgid "<image id=\"img_id3166618\" src=\"media/helpimg/starmath/fo21614.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3166618\">Icon</alt></image>" +msgstr "" #. S9j8D #: 03091505.xhp @@ -9241,14 +9241,14 @@ msgctxt "" msgid "Lower limit of an operator" msgstr "Bir işlecin alt limiti" -#. VAqEP +#. 9PzdY #: 03091505.xhp msgctxt "" "03091505.xhp\n" "par_id3144681\n" "help.text" -msgid "<image id=\"img_id3144688\" src=\"media/helpimg/starmath/fo21613.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3144688\">Icon</alt></image>" -msgstr "<image id=\"img_id3144688\" src=\"media/helpimg/starmath/fo21613.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3144688\">Simge</alt></image>" +msgid "<image id=\"img_id3144688\" src=\"media/helpimg/starmath/fo21613.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3144688\">Icon</alt></image>" +msgstr "" #. YScQ5 #: 03091505.xhp @@ -9259,14 +9259,14 @@ msgctxt "" msgid "Range from ... to" msgstr "Aralık ... ile" -#. rUBZw +#. CAEvN #: 03091505.xhp msgctxt "" "03091505.xhp\n" "par_id3145083\n" "help.text" -msgid "<image id=\"img_id3166470\" src=\"media/helpimg/starmath/fo21607.png\" width=\"0.25inch\" height=\"0.25inch\"><alt id=\"alt_id3166470\">Icon</alt></image>" -msgstr "<image id=\"img_id3166470\" src=\"media/helpimg/starmath/fo21607.png\" width=\"0.25inch\" height=\"0.25inch\"><alt id=\"alt_id3166470\">Simge</alt></image>" +msgid "<image id=\"img_id3166470\" src=\"media/helpimg/starmath/fo21607.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3166470\">Icon</alt></image>" +msgstr "" #. ba5G4 #: 03091505.xhp @@ -9277,14 +9277,14 @@ msgctxt "" msgid "Triple integral" msgstr "Üçlü İntegral" -#. re6GL +#. kNowB #: 03091505.xhp msgctxt "" "03091505.xhp\n" "par_id3144936\n" "help.text" -msgid "<image id=\"img_id3144943\" src=\"media/helpimg/starmath/fo21606.png\" width=\"0.25inch\" height=\"0.25inch\"><alt id=\"alt_id3144943\">Icon</alt></image>" -msgstr "<image id=\"img_id3144943\" src=\"media/helpimg/starmath/fo21606.png\" width=\"0.25inch\" height=\"0.25inch\"><alt id=\"alt_id3144943\">Simge</alt></image>" +msgid "<image id=\"img_id3144943\" src=\"media/helpimg/starmath/fo21606.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3144943\">Icon</alt></image>" +msgstr "" #. QNzAx #: 03091505.xhp @@ -9295,14 +9295,14 @@ msgctxt "" msgid "Double integral" msgstr "Çift integral" -#. Dyuqc +#. pNuC4 #: 03091505.xhp msgctxt "" "03091505.xhp\n" "par_id3144789\n" "help.text" -msgid "<image id=\"img_id3144796\" src=\"media/helpimg/starmath/fo21605.png\" width=\"0.25inch\" height=\"0.25inch\"><alt id=\"alt_id3144796\">Icon</alt></image>" -msgstr "<image id=\"img_id3144796\" src=\"media/helpimg/starmath/fo21605.png\" width=\"0.25inch\" height=\"0.25inch\"><alt id=\"alt_id3144796\">Simge</alt></image>" +msgid "<image id=\"img_id3144796\" src=\"media/helpimg/starmath/fo21605.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3144796\">Icon</alt></image>" +msgstr "" #. ic9n5 #: 03091505.xhp @@ -9331,14 +9331,14 @@ msgctxt "" msgid "Limes superior" msgstr "Üst sınır" -#. 4qBFM +#. jN5fq #: 03091505.xhp msgctxt "" "03091505.xhp\n" "par_id3166719\n" "help.text" -msgid "<image id=\"img_id3166725\" src=\"media/helpimg/starmath/fo21609.png\" width=\"0.25inch\" height=\"0.25inch\"><alt id=\"alt_id3166725\">Icon</alt></image>" -msgstr "<image id=\"img_id3166725\" src=\"media/helpimg/starmath/fo21609.png\" width=\"0.25inch\" height=\"0.25inch\"><alt id=\"alt_id3166725\">Simge</alt></image>" +msgid "<image id=\"img_id3166725\" src=\"media/helpimg/starmath/fo21609.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3166725\">Icon</alt></image>" +msgstr "" #. p7GnF #: 03091505.xhp @@ -9349,14 +9349,14 @@ msgctxt "" msgid "Curve integral" msgstr "Eğri İntegrali" -#. wDvWN +#. Jcic3 #: 03091505.xhp msgctxt "" "03091505.xhp\n" "par_id3166866\n" "help.text" -msgid "<image id=\"img_id3166872\" src=\"media/helpimg/starmath/fo21610.png\" width=\"0.25inch\" height=\"0.25inch\"><alt id=\"alt_id3166872\">Icon</alt></image>" -msgstr "<image id=\"img_id3166872\" src=\"media/helpimg/starmath/fo21610.png\" width=\"0.25inch\" height=\"0.25inch\"><alt id=\"alt_id3166872\">Simge</alt></image>" +msgid "<image id=\"img_id3166872\" src=\"media/helpimg/starmath/fo21610.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3166872\">Icon</alt></image>" +msgstr "" #. PppTF #: 03091505.xhp @@ -9367,14 +9367,14 @@ msgctxt "" msgid "Double curve integral" msgstr "Çift Eğri İntegrali" -#. DA5Bp +#. LEWWF #: 03091505.xhp msgctxt "" "03091505.xhp\n" "par_id3167013\n" "help.text" -msgid "<image id=\"img_id3167020\" src=\"media/helpimg/starmath/fo21611.png\" width=\"0.25inch\" height=\"0.25inch\"><alt id=\"alt_id3167020\">Icon</alt></image>" -msgstr "<image id=\"img_id3167020\" src=\"media/helpimg/starmath/fo21611.png\" width=\"0.25inch\" height=\"0.25inch\"><alt id=\"alt_id3167020\">Simge</alt></image>" +msgid "<image id=\"img_id3167020\" src=\"media/helpimg/starmath/fo21611.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3167020\">Icon</alt></image>" +msgstr "" #. 6yWRL #: 03091505.xhp @@ -9394,14 +9394,14 @@ msgctxt "" msgid "Placeholder, user-defined operator" msgstr "Yer tutucu, kullanıcı tanımlı operatör" -#. dEC8p +#. GBFuV #: 03091505.xhp msgctxt "" "03091505.xhp\n" "par_id3144387\n" "help.text" -msgid "<image id=\"img_id3144394\" src=\"media/helpimg/starmath/fo21603.png\" width=\"0.25inch\" height=\"0.25inch\"><alt id=\"alt_id3144394\">Icon</alt></image>" -msgstr "<image id=\"img_id3144394\" src=\"media/helpimg/starmath/fo21603.png\" width=\"0.25inch\" height=\"0.25inch\"><alt id=\"alt_id3144394\">Simge</alt></image>" +msgid "<image id=\"img_id3144394\" src=\"media/helpimg/starmath/fo21603.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3144394\">Icon</alt></image>" +msgstr "" #. cAogx #: 03091505.xhp @@ -9412,14 +9412,14 @@ msgctxt "" msgid "Product" msgstr "Çarpım" -#. bzBpT +#. qCNFA #: 03091505.xhp msgctxt "" "03091505.xhp\n" "par_id3144240\n" "help.text" -msgid "<image id=\"img_id3144247\" src=\"media/helpimg/starmath/fo21602.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3144247\">Icon</alt></image>" -msgstr "<image id=\"img_id3144247\" src=\"media/helpimg/starmath/fo21602.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3144247\">Simge</alt></image>" +msgid "<image id=\"img_id3144247\" src=\"media/helpimg/starmath/fo21602.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3144247\">Icon</alt></image>" +msgstr "" #. mfdvB #: 03091505.xhp @@ -9430,14 +9430,14 @@ msgctxt "" msgid "Sum" msgstr "Toplam" -#. 2i5oh +#. B5ED4 #: 03091505.xhp msgctxt "" "03091505.xhp\n" "par_id3167161\n" "help.text" -msgid "<image id=\"img_id3167167\" src=\"media/helpimg/starmath/fo21615.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3167167\">Icon</alt></image>" -msgstr "<image id=\"img_id3167167\" src=\"media/helpimg/starmath/fo21615.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3167167\">Simge</alt></image>" +msgid "<image id=\"img_id3167167\" src=\"media/helpimg/starmath/fo21615.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3167167\">Icon</alt></image>" +msgstr "" #. ujJ9N #: 03091505.xhp @@ -9448,14 +9448,14 @@ msgctxt "" msgid "Upper limit of an operator" msgstr "Bir operatörün alt sınırı" -#. eF322 +#. vAnPU #: 03091505.xhp msgctxt "" "03091505.xhp\n" "par_id3144093\n" "help.text" -msgid "<image id=\"img_id3144100\" src=\"media/helpimg/starmath/fo21601.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3144100\">Icon</alt></image>" -msgstr "<image id=\"img_id3144100\" src=\"media/helpimg/starmath/fo21601.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3144100\">Simge</alt></image>" +msgid "<image id=\"img_id3144100\" src=\"media/helpimg/starmath/fo21601.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3144100\">Icon</alt></image>" +msgstr "" #. EkvSq #: 03091505.xhp @@ -9520,14 +9520,14 @@ msgctxt "" msgid "Meaning" msgstr "Anlam" -#. 8Bo3w +#. cec43 #: 03091506.xhp msgctxt "" "03091506.xhp\n" "par_id3167709\n" "help.text" -msgid "<image id=\"img_id3167716\" src=\"media/helpimg/starmath/at21701.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3167716\">Icon</alt></image>" -msgstr "<image id=\"img_id3167716\" src=\"media/helpimg/starmath/at21701.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3167716\">Simge</alt></image>" +msgid "<image id=\"img_id3167716\" src=\"media/helpimg/starmath/at21701.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3167716\">Icon</alt></image>" +msgstr "" #. 5torC #: 03091506.xhp @@ -9538,14 +9538,14 @@ msgctxt "" msgid "Accent to top right above a character" msgstr "Karakterin sağ üstünde aksan işareti" -#. uWBCb +#. o7s2E #: 03091506.xhp msgctxt "" "03091506.xhp\n" "par_id3159771\n" "help.text" -msgid "<image id=\"img_id3159778\" src=\"media/helpimg/starmath/at21705.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3159778\">Icon</alt></image>" -msgstr "<image id=\"img_id3159778\" src=\"media/helpimg/starmath/at21705.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3159778\">Simge</alt></image>" +msgid "<image id=\"img_id3159778\" src=\"media/helpimg/starmath/at21705.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3159778\">Icon</alt></image>" +msgstr "" #. M5oba #: 03091506.xhp @@ -9556,14 +9556,14 @@ msgctxt "" msgid "Horizontal bar above a character" msgstr "Bir karakterin üzerinde yatay çizgi" -#. uCGoZ +#. NfUaV #: 03091506.xhp msgctxt "" "03091506.xhp\n" "par_id3161361\n" "help.text" -msgid "<image id=\"img_id3161367\" src=\"cmd/sc_bold.png\" width=\"0.222inch\" height=\"0.222inch\"><alt id=\"alt_id3161367\">Icon</alt></image>" -msgstr "<image id=\"img_id3161367\" src=\"cmd/sc_bold.png\" width=\"0.222inch\" height=\"0.222inch\"><alt id=\"alt_id3161367\">Simge</alt></image>" +msgid "<image id=\"img_id3161367\" src=\"cmd/sc_bold.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3161367\">Icon</alt></image>" +msgstr "" #. es4i3 #: 03091506.xhp @@ -9574,14 +9574,14 @@ msgctxt "" msgid "Bold" msgstr "Kalın" -#. yFHFA +#. vWoL5 #: 03091506.xhp msgctxt "" "03091506.xhp\n" "par_id3168153\n" "help.text" -msgid "<image id=\"img_id3168160\" src=\"media/helpimg/starmath/at21704.png\" width=\"0.25inch\" height=\"0.25inch\"><alt id=\"alt_id3168160\">Icon</alt></image>" -msgstr "<image id=\"img_id3168160\" src=\"media/helpimg/starmath/at21704.png\" width=\"0.25inch\" height=\"0.25inch\"><alt id=\"alt_id3168160\">Simge</alt></image>" +msgid "<image id=\"img_id3168160\" src=\"media/helpimg/starmath/at21704.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3168160\">Icon</alt></image>" +msgstr "" #. fDKnV #: 03091506.xhp @@ -9592,14 +9592,14 @@ msgctxt "" msgid "Top open arc above a character" msgstr "Herhangi bir kararkterin üstüne yay açar" -#. BDCmL +#. mhKSQ #: 03091506.xhp msgctxt "" "03091506.xhp\n" "par_id3168006\n" "help.text" -msgid "<image id=\"img_id3168012\" src=\"media/helpimg/starmath/at21703.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3168012\">Icon</alt></image>" -msgstr "<image id=\"img_id3168012\" src=\"media/helpimg/starmath/at21703.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3168012\">Simge</alt></image>" +msgid "<image id=\"img_id3168012\" src=\"media/helpimg/starmath/at21703.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3168012\">Icon</alt></image>" +msgstr "" #. mEfHC #: 03091506.xhp @@ -9610,14 +9610,14 @@ msgctxt "" msgid "Upside down roof" msgstr "Başaşağı çatı" -#. ipB3A +#. SJTnF #: 03091506.xhp msgctxt "" "03091506.xhp\n" "par_id3168303\n" "help.text" -msgid "<image id=\"img_id3168309\" src=\"media/helpimg/starmath/at21709.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3168309\">Icon</alt></image>" -msgstr "<image id=\"img_id3168309\" src=\"media/helpimg/starmath/at21709.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3168309\">Simge</alt></image>" +msgid "<image id=\"img_id3168309\" src=\"media/helpimg/starmath/at21709.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3168309\">Icon</alt></image>" +msgstr "" #. Ek5Wo #: 03091506.xhp @@ -9646,14 +9646,14 @@ msgctxt "" msgid "The <emph>color</emph> command changes the character color; first enter the <emph>color</emph> command directly in the <emph>Commands</emph> window. Then enter the color name (black, white, cyan, magenta, red, blue, green, or yellow). Then enter the characters to be changed." msgstr "<emph>color</emph> komutu karakterin rengini değiştirir; önce <emph>Komutlar</emph> penceresine <emph>color</emph> komutunu girin. Ardından rengin ismini (black, white, cyan, magenta, red, blue, green veya yellow) yazın. Son olarak rengi değiştirilecek karakterleri girin." -#. ANvGo +#. wngPB #: 03091506.xhp msgctxt "" "03091506.xhp\n" "par_id3161104\n" "help.text" -msgid "<image id=\"img_id3161111\" src=\"media/helpimg/starmath/at21712.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3161111\">Icon</alt></image>" -msgstr "<image id=\"img_id3161111\" src=\"media/helpimg/starmath/at21712.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3161111\">Simge</alt></image>" +msgid "<image id=\"img_id3161111\" src=\"media/helpimg/starmath/at21712.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3161111\">Icon</alt></image>" +msgstr "" #. MQZTH #: 03091506.xhp @@ -9664,14 +9664,14 @@ msgctxt "" msgid "Three dots above a character" msgstr "Bir karakterin üzerinde üç nokta" -#. AHPxm +#. JA6ao #: 03091506.xhp msgctxt "" "03091506.xhp\n" "par_id3160512\n" "help.text" -msgid "<image id=\"img_id3160519\" src=\"media/helpimg/starmath/at21711.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3160519\">Icon</alt></image>" -msgstr "<image id=\"img_id3160519\" src=\"media/helpimg/starmath/at21711.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3160519\">Simge</alt></image>" +msgid "<image id=\"img_id3160519\" src=\"media/helpimg/starmath/at21711.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3160519\">Icon</alt></image>" +msgstr "" #. jqAz8 #: 03091506.xhp @@ -9682,14 +9682,14 @@ msgctxt "" msgid "Two dots above a character" msgstr "Bir karakterin üzerinde iki nokta" -#. xcUdi +#. TFb2K #: 03091506.xhp msgctxt "" "03091506.xhp\n" "par_id3159919\n" "help.text" -msgid "<image id=\"img_id3159926\" src=\"media/helpimg/starmath/at21710.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3159926\">Icon</alt></image>" -msgstr "<image id=\"img_id3159926\" src=\"media/helpimg/starmath/at21710.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3159926\">Simge</alt></image>" +msgid "<image id=\"img_id3159926\" src=\"media/helpimg/starmath/at21710.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3159926\">Icon</alt></image>" +msgstr "" #. ixAQG #: 03091506.xhp @@ -9700,14 +9700,14 @@ msgctxt "" msgid "Dot above a character" msgstr "Bir karakterin üzerinde nokta" -#. ctD7B +#. vFq8p #: 03091506.xhp msgctxt "" "03091506.xhp\n" "par_id3167857\n" "help.text" -msgid "<image id=\"img_id3167864\" src=\"media/helpimg/starmath/at21702.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3167864\">Icon</alt></image>" -msgstr "<image id=\"img_id3167864\" src=\"media/helpimg/starmath/at21702.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3167864\">Simge</alt></image>" +msgid "<image id=\"img_id3167864\" src=\"media/helpimg/starmath/at21702.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3167864\">Icon</alt></image>" +msgstr "" #. N7xvR #: 03091506.xhp @@ -9718,14 +9718,14 @@ msgctxt "" msgid "Accent to bottom right above a character" msgstr "Bir karakterin sağ altında aksan işareti" -#. CxFkH +#. GSsF2 #: 03091506.xhp msgctxt "" "03091506.xhp\n" "par_id3159622\n" "help.text" -msgid "<image id=\"img_id3159628\" src=\"media/helpimg/starmath/at21707.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3159628\">Icon</alt></image>" -msgstr "<image id=\"img_id3159628\" src=\"media/helpimg/starmath/at21707.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3159628\">Simge</alt></image>" +msgid "<image id=\"img_id3159628\" src=\"media/helpimg/starmath/at21707.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3159628\">Icon</alt></image>" +msgstr "" #. 4d5a8 #: 03091506.xhp @@ -9736,14 +9736,14 @@ msgctxt "" msgid "\"Roof\" above a character" msgstr "Bir karakterin üzerinde \"Çatı\"" -#. VZTLW +#. 38CAe #: 03091506.xhp msgctxt "" "03091506.xhp\n" "par_id3161469\n" "help.text" -msgid "<image id=\"img_id3161476\" src=\"cmd/sc_italic.png\" width=\"0.222inch\" height=\"0.222inch\"><alt id=\"alt_id3161476\">Icon</alt></image>" -msgstr "<image id=\"img_id3161476\" src=\"cmd/sc_italic.png\" width=\"0.222inch\" height=\"0.222inch\"><alt id=\"alt_id3161476\">Simge</alt></image>" +msgid "<image id=\"img_id3161476\" src=\"cmd/sc_italic.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3161476\">Icon</alt></image>" +msgstr "" #. LbSw2 #: 03091506.xhp @@ -9772,14 +9772,14 @@ msgctxt "" msgid "Remove the Italics attribute" msgstr "İtalik özniteliği kaldır" -#. CfxjE +#. YfXLX #: 03091506.xhp msgctxt "" "03091506.xhp\n" "par_id3160659\n" "help.text" -msgid "<image id=\"img_id3160666\" src=\"media/helpimg/starmath/at21713.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3160666\">Icon</alt></image>" -msgstr "<image id=\"img_id3160666\" src=\"media/helpimg/starmath/at21713.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3160666\">Simge</alt></image>" +msgid "<image id=\"img_id3160666\" src=\"media/helpimg/starmath/at21713.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3160666\">Icon</alt></image>" +msgstr "" #. bDEFU #: 03091506.xhp @@ -9790,14 +9790,14 @@ msgctxt "" msgid "Horizontal bar above a character" msgstr "Bir karakterin üzerinde yatay çizgi" -#. tkVvu +#. jDaBQ #: 03091506.xhp msgctxt "" "03091506.xhp\n" "par_id3160956\n" "help.text" -msgid "<image id=\"img_id3160962\" src=\"media/helpimg/starmath/at21715.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3160962\">Icon</alt></image>" -msgstr "<image id=\"img_id3160962\" src=\"media/helpimg/starmath/at21715.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3160962\">Simge</alt></image>" +msgid "<image id=\"img_id3160962\" src=\"media/helpimg/starmath/at21715.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3160962\">Icon</alt></image>" +msgstr "" #. rEkBP #: 03091506.xhp @@ -9808,14 +9808,14 @@ msgctxt "" msgid "Horizontal bar through a character" msgstr "Bir karakter üzerinde yatay çizgi" -#. F2XGM +#. MgJx2 #: 03091506.xhp msgctxt "" "03091506.xhp\n" "par_id3161252\n" "help.text" -msgid "<image id=\"img_id3161259\" src=\"media/helpimg/starmath/at21716.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3161259\">Icon</alt></image>" -msgstr "<image id=\"img_id3161259\" src=\"media/helpimg/starmath/at21716.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3161259\">Simge</alt></image>" +msgid "<image id=\"img_id3161259\" src=\"media/helpimg/starmath/at21716.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3161259\">Icon</alt></image>" +msgstr "" #. rY2pH #: 03091506.xhp @@ -9826,14 +9826,14 @@ msgctxt "" msgid "Phantom character" msgstr "Görünmez karakter" -#. Gn7m3 +#. ewsRt #: 03091506.xhp msgctxt "" "03091506.xhp\n" "par_id3168599\n" "help.text" -msgid "<image id=\"img_id3168605\" src=\"media/helpimg/starmath/at21708.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3168605\">Icon</alt></image>" -msgstr "<image id=\"img_id3168605\" src=\"media/helpimg/starmath/at21708.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3168605\">Simge</alt></image>" +msgid "<image id=\"img_id3168605\" src=\"media/helpimg/starmath/at21708.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3168605\">Icon</alt></image>" +msgstr "" #. SkR7m #: 03091506.xhp @@ -9844,14 +9844,14 @@ msgctxt "" msgid "Tilde above a character" msgstr "Bir karakter üzerinde tilda" -#. 4EzfE +#. iXJAQ #: 03091506.xhp msgctxt "" "03091506.xhp\n" "par_id3160808\n" "help.text" -msgid "<image id=\"img_id3160814\" src=\"media/helpimg/starmath/at21714.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3160814\">Icon</alt></image>" -msgstr "<image id=\"img_id3160814\" src=\"media/helpimg/starmath/at21714.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3160814\">Simge</alt></image>" +msgid "<image id=\"img_id3160814\" src=\"media/helpimg/starmath/at21714.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3160814\">Icon</alt></image>" +msgstr "" #. ETsmG #: 03091506.xhp @@ -9862,14 +9862,14 @@ msgctxt "" msgid "Horizontal bar below a character" msgstr "Bir karakterin altında yatay çizgi" -#. KuaFd +#. byvwE #: 03091506.xhp msgctxt "" "03091506.xhp\n" "par_id3168451\n" "help.text" -msgid "<image id=\"img_id3168457\" src=\"media/helpimg/starmath/im21106.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3168457\">Icon</alt></image>" -msgstr "<image id=\"img_id3168457\" src=\"media/helpimg/starmath/im21106.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3168457\">Simge</alt></image>" +msgid "<image id=\"img_id3168457\" src=\"media/helpimg/starmath/im21106.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3168457\">Icon</alt></image>" +msgstr "" #. JhETG #: 03091506.xhp @@ -9880,14 +9880,14 @@ msgctxt "" msgid "Vector arrow above a character" msgstr "Bir karakterin üzerinde vektör oku" -#. 8j4GP +#. wcs3c #: 03091506.xhp msgctxt "" "03091506.xhp\n" "par_id3160364\n" "help.text" -msgid "<image id=\"img_id3160370\" src=\"media/helpimg/starmath/at21722.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3160370\">Icon</alt></image>" -msgstr "<image id=\"img_id3160370\" src=\"media/helpimg/starmath/at21722.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3160370\">Simge</alt></image>" +msgid "<image id=\"img_id3160370\" src=\"media/helpimg/starmath/at21722.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3160370\">Icon</alt></image>" +msgstr "" #. 23gvb #: 03091506.xhp @@ -9898,14 +9898,14 @@ msgctxt "" msgid "wide roof, adjusts to the character size" msgstr "geniş çatı, karakter boyutuna göre ayarlar" -#. DXZEi +#. mF8Ah #: 03091506.xhp msgctxt "" "03091506.xhp\n" "par_id3160215\n" "help.text" -msgid "<image id=\"img_id3160222\" src=\"media/helpimg/starmath/at21723.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3160222\">Icon</alt></image>" -msgstr "<image id=\"img_id3160222\" src=\"media/helpimg/starmath/at21723.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3160222\">Simge</alt></image>" +msgid "<image id=\"img_id3160222\" src=\"media/helpimg/starmath/at21723.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3160222\">Icon</alt></image>" +msgstr "" #. 2a8ye #: 03091506.xhp @@ -9916,14 +9916,14 @@ msgctxt "" msgid "wide tilde, adjusts to the character size" msgstr "geniş tilda, karakter boyutuna göre ayarlar" -#. 7EvBM +#. EHoDk #: 03091506.xhp msgctxt "" "03091506.xhp\n" "par_id3160067\n" "help.text" -msgid "<image id=\"img_id3160074\" src=\"media/helpimg/starmath/at21724.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3160074\">Icon</alt></image>" -msgstr "<image id=\"img_id3160074\" src=\"media/helpimg/starmath/at21724.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3160074\">Simge</alt></image>" +msgid "<image id=\"img_id3160074\" src=\"media/helpimg/starmath/at21724.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3160074\">Icon</alt></image>" +msgstr "" #. dZ2uv #: 03091506.xhp @@ -9997,14 +9997,14 @@ msgctxt "" msgid "Placeholder" msgstr "Yer tutucu" -#. 9jePj +#. eRgAU #: 03091507.xhp msgctxt "" "03091507.xhp\n" "par_id3179931\n" "help.text" -msgid "<image id=\"img_id3179937\" src=\"media/helpimg/starmath/mi22008.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3179937\">Icon</alt></image>" -msgstr "<image id=\"img_id3179937\" src=\"media/helpimg/starmath/mi22008.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3179937\">Simge</alt></image>" +msgid "<image id=\"img_id3179937\" src=\"media/helpimg/starmath/mi22008.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3179937\">Icon</alt></image>" +msgstr "" #. kRTrv #: 03091507.xhp @@ -10015,14 +10015,14 @@ msgctxt "" msgid "Math-axis ellipsis" msgstr "Matematiksel eksen üç noktası" -#. yriuT +#. Akhxc #: 03091507.xhp msgctxt "" "03091507.xhp\n" "par_id3180374\n" "help.text" -msgid "<image id=\"img_id3180380\" src=\"media/helpimg/starmath/mi22010.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3180380\">Icon</alt></image>" -msgstr "<image id=\"img_id3180380\" src=\"media/helpimg/starmath/mi22010.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3180380\">Simge</alt></image>" +msgid "<image id=\"img_id3180380\" src=\"media/helpimg/starmath/mi22010.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3180380\">Icon</alt></image>" +msgstr "" #. hxZCA #: 03091507.xhp @@ -10033,14 +10033,14 @@ msgctxt "" msgid "Downward diagonal ellipsis" msgstr "Aşağı doğru köşegen üç noktası" -#. nBGoA +#. 2Exca #: 03091507.xhp msgctxt "" "03091507.xhp\n" "par_id3179784\n" "help.text" -msgid "<image id=\"img_id3179790\" src=\"media/helpimg/starmath/mi22011.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3179790\">Icon</alt></image>" -msgstr "<image id=\"img_id3179790\" src=\"media/helpimg/starmath/mi22011.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3179790\">Simge</alt></image>" +msgid "<image id=\"img_id3179790\" src=\"media/helpimg/starmath/mi22011.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3179790\">Icon</alt></image>" +msgstr "" #. xKwP3 #: 03091507.xhp @@ -10051,23 +10051,23 @@ msgctxt "" msgid "Ellipsis" msgstr "Üç Nokta" -#. kXtGH +#. XnEXo #: 03091507.xhp msgctxt "" "03091507.xhp\n" "par_idN127BB\n" "help.text" -msgid "<item type=\"literal\">dotsup</item> or <item type=\"literal\">dotsdiag</item>" -msgstr "<item type=\"literal\">dotsup</item> veya <item type=\"literal\">dotsdiag</item>" +msgid "<literal>dotsup</literal> or <literal>dotsdiag</literal>" +msgstr "" -#. eA9Hn +#. brT8y #: 03091507.xhp msgctxt "" "03091507.xhp\n" "par_id3180078\n" "help.text" -msgid "<image id=\"img_id3180085\" src=\"media/helpimg/starmath/mi22009.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3180085\">Icon</alt></image>" -msgstr "<image id=\"img_id3180085\" src=\"media/helpimg/starmath/mi22009.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3180085\">Simge</alt></image>" +msgid "<image id=\"img_id3180085\" src=\"media/helpimg/starmath/mi22009.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3180085\">Icon</alt></image>" +msgstr "" #. WJoKS #: 03091507.xhp @@ -10078,14 +10078,14 @@ msgctxt "" msgid "Upward diagonal ellipsis" msgstr "Yukarı doğru köşegen üç noktası" -#. 9xF9D +#. f87PL #: 03091507.xhp msgctxt "" "03091507.xhp\n" "par_id3180226\n" "help.text" -msgid "<image id=\"img_id3180233\" src=\"media/helpimg/starmath/mi22012.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3180233\">Icon</alt></image>" -msgstr "<image id=\"img_id3180233\" src=\"media/helpimg/starmath/mi22012.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3180233\">Simge</alt></image>" +msgid "<image id=\"img_id3180233\" src=\"media/helpimg/starmath/mi22012.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3180233\">Icon</alt></image>" +msgstr "" #. qxGPE #: 03091507.xhp @@ -10096,14 +10096,14 @@ msgctxt "" msgid "Vertical ellipsis" msgstr "Dikey üç nokta" -#. seh2A +#. jH754 #: 03091507.xhp msgctxt "" "03091507.xhp\n" "par_id3179636\n" "help.text" -msgid "<image id=\"img_id3179643\" src=\"media/helpimg/starmath/mi22019.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3179643\">Icon</alt></image>" -msgstr "<image id=\"img_id3179643\" src=\"media/helpimg/starmath/mi22019.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3179643\">Simge</alt></image>" +msgid "<image id=\"img_id3179643\" src=\"media/helpimg/starmath/mi22019.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3179643\">Icon</alt></image>" +msgstr "" #. kxCN7 #: 03091507.xhp @@ -10114,14 +10114,14 @@ msgctxt "" msgid "Down arrow" msgstr "Aşağı ok" -#. BAe6N +#. xziEX #: 03091507.xhp msgctxt "" "03091507.xhp\n" "par_id3162627\n" "help.text" -msgid "<image id=\"img_id3162633\" src=\"media/helpimg/starmath/mi21608.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3162633\">Icon</alt></image>" -msgstr "<image id=\"img_id3162633\" src=\"media/helpimg/starmath/mi21608.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3162633\">Simge</alt></image>" +msgid "<image id=\"img_id3162633\" src=\"media/helpimg/starmath/mi21608.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3162633\">Icon</alt></image>" +msgstr "" #. E7FKi #: 03091507.xhp @@ -10132,14 +10132,14 @@ msgctxt "" msgid "Existential quantifier, there is at least one" msgstr "Varoluş niceleyicisi, en az bir tane vardır." -#. rsYVJ +#. XWEZx #: 03091507.xhp msgctxt "" "03091507.xhp\n" "par_idA3162627\n" "help.text" -msgid "<image id=\"img_idA3162633\" src=\"media/helpimg/starmath/mi21618.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_idA3162633\">Icon</alt></image>" -msgstr "<image id=\"img_idA3162633\" src=\"media/helpimg/starmath/mi21618.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_idA3162633\">Simge</alt></image>" +msgid "<image id=\"img_idA3162633\" src=\"media/helpimg/starmath/mi21618.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_idA3162633\">Icon</alt></image>" +msgstr "" #. ZCXd5 #: 03091507.xhp @@ -10150,14 +10150,14 @@ msgctxt "" msgid "Existential quantifier, there does not exist" msgstr "Varoluş niceleyicisi, öyle bir eleman yoktur." -#. BUX67 +#. C9THq #: 03091507.xhp msgctxt "" "03091507.xhp\n" "par_id3162775\n" "help.text" -msgid "<image id=\"img_id3162781\" src=\"media/helpimg/starmath/mi21612.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3162781\">Icon</alt></image>" -msgstr "<image id=\"img_id3162781\" src=\"media/helpimg/starmath/mi21612.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3162781\">Simge</alt></image>" +msgid "<image id=\"img_id3162781\" src=\"media/helpimg/starmath/mi21612.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3162781\">Icon</alt></image>" +msgstr "" #. SCqgq #: 03091507.xhp @@ -10168,14 +10168,14 @@ msgctxt "" msgid "Universal quantifier, for all" msgstr "Evrensel niceleyici, her" -#. nRNpF +#. Rf4nE #: 03091507.xhp msgctxt "" "03091507.xhp\n" "par_id3162922\n" "help.text" -msgid "<image id=\"img_id3178464\" src=\"media/helpimg/starmath/mi22014.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3178464\">Icon</alt></image>" -msgstr "<image id=\"img_id3178464\" src=\"media/helpimg/starmath/mi22014.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3178464\">Simge</alt></image>" +msgid "<image id=\"img_id3178464\" src=\"media/helpimg/starmath/mi22014.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3178464\">Icon</alt></image>" +msgstr "" #. Yf8hP #: 03091507.xhp @@ -10186,14 +10186,14 @@ msgctxt "" msgid "h with line over it" msgstr "üzeri çizgili h" -#. HoXaw +#. AFqVZ #: 03091507.xhp msgctxt "" "03091507.xhp\n" "par_id3178900\n" "help.text" -msgid "<image id=\"img_id3178906\" src=\"media/helpimg/starmath/mi22004.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3178906\">Icon</alt></image>" -msgstr "<image id=\"img_id3178906\" src=\"media/helpimg/starmath/mi22004.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3178906\">Simge</alt></image>" +msgid "<image id=\"img_id3178906\" src=\"media/helpimg/starmath/mi22004.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3178906\">Icon</alt></image>" +msgstr "" #. reAGT #: 03091507.xhp @@ -10204,23 +10204,23 @@ msgctxt "" msgid "Imaginary part of a complex number" msgstr "Karmaşık sayının sanal kısmı" -#. qgdFM +#. zU2LY #: 03091507.xhp msgctxt "" "03091507.xhp\n" "par_idN12939\n" "help.text" -msgid "<item type=\"literal\">infinity</item> or <item type=\"literal\">infty</item>" -msgstr "<item type=\"literal\">infinity</item> veya <item type=\"literal\">infty</item>" +msgid "<literal>infinity</literal> or <literal>infty</literal>" +msgstr "" -#. zG5iG +#. MzaN8 #: 03091507.xhp msgctxt "" "03091507.xhp\n" "par_id3162185\n" "help.text" -msgid "<image id=\"img_id3162192\" src=\"media/helpimg/starmath/mi22005.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3162192\">Icon</alt></image>" -msgstr "<image id=\"img_id3162192\" src=\"media/helpimg/starmath/mi22005.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3162192\">Simge</alt></image>" +msgid "<image id=\"img_id3162192\" src=\"media/helpimg/starmath/mi22005.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3162192\">Icon</alt></image>" +msgstr "" #. EApwg #: 03091507.xhp @@ -10231,14 +10231,14 @@ msgctxt "" msgid "Infinite" msgstr "Sonsuz" -#. vMA9D +#. srcD6 #: 03091507.xhp msgctxt "" "03091507.xhp\n" "par_id3178604\n" "help.text" -msgid "<image id=\"img_id3178611\" src=\"media/helpimg/starmath/mi22015.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3178611\">Icon</alt></image>" -msgstr "<image id=\"img_id3178611\" src=\"media/helpimg/starmath/mi22015.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3178611\">Simge</alt></image>" +msgid "<image id=\"img_id3178611\" src=\"media/helpimg/starmath/mi22015.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3178611\">Icon</alt></image>" +msgstr "" #. MBAGB #: 03091507.xhp @@ -10249,14 +10249,14 @@ msgctxt "" msgid "Lambda with line over it" msgstr "Üzeri çizgili lambda" -#. 2EdaE +#. RVdAe #: 03091507.xhp msgctxt "" "03091507.xhp\n" "par_id3179195\n" "help.text" -msgid "<image id=\"img_id3179201\" src=\"media/helpimg/starmath/mi22016.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3179201\">Icon</alt></image>" -msgstr "<image id=\"img_id3179201\" src=\"media/helpimg/starmath/mi22016.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3179201\">Simge</alt></image>" +msgid "<image id=\"img_id3179201\" src=\"media/helpimg/starmath/mi22016.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3179201\">Icon</alt></image>" +msgstr "" #. nno3N #: 03091507.xhp @@ -10267,14 +10267,14 @@ msgctxt "" msgid "Left arrow" msgstr "Sol ok" -#. 7qVfH +#. tP6zK #: 03091507.xhp msgctxt "" "03091507.xhp\n" "par_id3162480\n" "help.text" -msgid "<image id=\"img_id3162486\" src=\"media/helpimg/starmath/mi22013.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3162486\">Icon</alt></image>" -msgstr "<image id=\"img_id3162486\" src=\"media/helpimg/starmath/mi22013.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3162486\">Simge</alt></image>" +msgid "<image id=\"img_id3162486\" src=\"media/helpimg/starmath/mi22013.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3162486\">Icon</alt></image>" +msgstr "" #. hfUu3 #: 03091507.xhp @@ -10285,14 +10285,14 @@ msgctxt "" msgid "Nabla vector" msgstr "Nabla vektörü" -#. ysAU6 +#. jo7YE #: 03091507.xhp msgctxt "" "03091507.xhp\n" "par_id3162332\n" "help.text" -msgid "<image id=\"img_id3162339\" src=\"media/helpimg/starmath/mi22006.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3162339\">Icon</alt></image>" -msgstr "<image id=\"img_id3162339\" src=\"media/helpimg/starmath/mi22006.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3162339\">Simge</alt></image>" +msgid "<image id=\"img_id3162339\" src=\"media/helpimg/starmath/mi22006.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3162339\">Icon</alt></image>" +msgstr "" #. HE8ov #: 03091507.xhp @@ -10303,14 +10303,14 @@ msgctxt "" msgid "Partial derivative or set margin" msgstr "Kısmi türev ya da küme ayrımı" -#. CDeua +#. FuPNr #: 03091507.xhp msgctxt "" "03091507.xhp\n" "par_id3178752\n" "help.text" -msgid "<image id=\"img_id3178759\" src=\"media/helpimg/starmath/mi22003.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3178759\">Icon</alt></image>" -msgstr "<image id=\"img_id3178759\" src=\"media/helpimg/starmath/mi22003.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3178759\">Simge</alt></image>" +msgid "<image id=\"img_id3178759\" src=\"media/helpimg/starmath/mi22003.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3178759\">Icon</alt></image>" +msgstr "" #. HDmFq #: 03091507.xhp @@ -10321,14 +10321,14 @@ msgctxt "" msgid "Real part of a complex number" msgstr "Karmaşık sayının gerçek kısmı" -#. FBRAC +#. FfpEm #: 03091507.xhp msgctxt "" "03091507.xhp\n" "par_id3179342\n" "help.text" -msgid "<image id=\"img_id3179349\" src=\"media/helpimg/starmath/mi22017.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3179349\">Icon</alt></image>" -msgstr "<image id=\"img_id3179349\" src=\"media/helpimg/starmath/mi22017.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3179349\">Simge</alt></image>" +msgid "<image id=\"img_id3179349\" src=\"media/helpimg/starmath/mi22017.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3179349\">Icon</alt></image>" +msgstr "" #. jZeSn #: 03091507.xhp @@ -10339,14 +10339,14 @@ msgctxt "" msgid "Right arrow" msgstr "Sağ ok" -#. jXKvP +#. K5AHR #: 03091507.xhp msgctxt "" "03091507.xhp\n" "par_id3179489\n" "help.text" -msgid "<image id=\"img_id3179496\" src=\"media/helpimg/starmath/mi22018.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3179496\">Icon</alt></image>" -msgstr "<image id=\"img_id3179496\" src=\"media/helpimg/starmath/mi22018.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3179496\">Simge</alt></image>" +msgid "<image id=\"img_id3179496\" src=\"media/helpimg/starmath/mi22018.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3179496\">Icon</alt></image>" +msgstr "" #. 8627X #: 03091507.xhp @@ -10357,14 +10357,14 @@ msgctxt "" msgid "Up arrow" msgstr "Yukarı ok" -#. NBJFS +#. ikTfj #: 03091507.xhp msgctxt "" "03091507.xhp\n" "par_id3179047\n" "help.text" -msgid "<image id=\"img_id3179054\" src=\"media/helpimg/starmath/mi22007.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3179054\">Icon</alt></image>" -msgstr "<image id=\"img_id3179054\" src=\"media/helpimg/starmath/mi22007.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3179054\">Simge</alt></image>" +msgid "<image id=\"img_id3179054\" src=\"media/helpimg/starmath/mi22007.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3179054\">Icon</alt></image>" +msgstr "" #. FC7HD #: 03091507.xhp @@ -10429,14 +10429,14 @@ msgctxt "" msgid "Meaning" msgstr "Anlam" -#. cGGSG +#. d4xMB #: 03091508.xhp msgctxt "" "03091508.xhp\n" "par_id3180783\n" "help.text" -msgid "<image id=\"img_id3180789\" src=\"media/helpimg/starmath/al21801.png\" width=\"0.566cm\" height=\"0.566cm\"><alt id=\"alt_id3180789\">Icon</alt></image>" -msgstr "<image id=\"img_id3180789\" src=\"media/helpimg/starmath/al21801.png\" width=\"0.566cm\" height=\"0.566cm\"><alt id=\"alt_id3180789\">Simge</alt></image>" +msgid "<image id=\"img_id3180789\" src=\"media/helpimg/starmath/al21801.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3180789\">Icon</alt></image>" +msgstr "" #. NmQ9B #: 03091508.xhp @@ -10447,14 +10447,14 @@ msgctxt "" msgid "Normal round left and right bracket" msgstr "Normal yuvarlak sol ve sağ parantez" -#. HF57J +#. BHKGE #: 03091508.xhp msgctxt "" "03091508.xhp\n" "par_id3180930\n" "help.text" -msgid "<image id=\"img_id3180936\" src=\"media/helpimg/starmath/al21802.png\" width=\"0.566cm\" height=\"0.566cm\"><alt id=\"alt_id3180936\">Icon</alt></image>" -msgstr "<image id=\"img_id3180936\" src=\"media/helpimg/starmath/al21802.png\" width=\"0.566cm\" height=\"0.566cm\"><alt id=\"alt_id3180936\">Simge</alt></image>" +msgid "<image id=\"img_id3180936\" src=\"media/helpimg/starmath/al21802.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3180936\">Icon</alt></image>" +msgstr "" #. UHy6E #: 03091508.xhp @@ -10465,14 +10465,14 @@ msgctxt "" msgid "Left and right square bracket" msgstr "Sol ve sağ köşeli ayracı" -#. ofUp5 +#. vDxXK #: 03091508.xhp msgctxt "" "03091508.xhp\n" "par_id3181078\n" "help.text" -msgid "<image id=\"img_id3181084\" src=\"media/helpimg/starmath/al21823.png\" width=\"0.566cm\" height=\"0.566cm\"><alt id=\"alt_id3181084\">Icon</alt></image>" -msgstr "<image id=\"img_id3181084\" src=\"media/helpimg/starmath/al21823.png\" width=\"0.566cm\" height=\"0.566cm\"><alt id=\"alt_id3181084\">Simge</alt></image>" +msgid "<image id=\"img_id3181084\" src=\"media/helpimg/starmath/al21823.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3181084\">Icon</alt></image>" +msgstr "" #. SCa3n #: 03091508.xhp @@ -10483,14 +10483,14 @@ msgctxt "" msgid "Left and right square double bracket" msgstr "Sol ve sağ çift köşeli ayracı" -#. sm6YX +#. 5Z2pi #: 03091508.xhp msgctxt "" "03091508.xhp\n" "par_id3181229\n" "help.text" -msgid "<image id=\"img_id3181235\" src=\"media/helpimg/starmath/al21805.png\" width=\"0.566cm\" height=\"0.566cm\"><alt id=\"alt_id3181235\">Icon</alt></image>" -msgstr "<image id=\"img_id3181235\" src=\"media/helpimg/starmath/al21805.png\" width=\"0.566cm\" height=\"0.566cm\"><alt id=\"alt_id3181235\">Simge</alt></image>" +msgid "<image id=\"img_id3181235\" src=\"media/helpimg/starmath/al21805.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3181235\">Icon</alt></image>" +msgstr "" #. Jixmh #: 03091508.xhp @@ -10501,14 +10501,14 @@ msgctxt "" msgid "Left and right vertical line" msgstr "Sol ve sağ dikey çizgi" -#. JDAMV +#. ZEAEE #: 03091508.xhp msgctxt "" "03091508.xhp\n" "par_id3181377\n" "help.text" -msgid "<image id=\"img_id3181384\" src=\"media/helpimg/starmath/al21806.png\" width=\"0.566cm\" height=\"0.566cm\"><alt id=\"alt_id3181384\">Icon</alt></image>" -msgstr "<image id=\"img_id3181384\" src=\"media/helpimg/starmath/al21806.png\" width=\"0.566cm\" height=\"0.566cm\"><alt id=\"alt_id3181384\">Simge</alt></image>" +msgid "<image id=\"img_id3181384\" src=\"media/helpimg/starmath/al21806.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3181384\">Icon</alt></image>" +msgstr "" #. jKGfG #: 03091508.xhp @@ -10519,14 +10519,14 @@ msgctxt "" msgid "Left and right double vertical lines" msgstr "Sol ve sağ çift dikey çizgi" -#. hSV4s +#. DEuLV #: 03091508.xhp msgctxt "" "03091508.xhp\n" "par_id3181525\n" "help.text" -msgid "<image id=\"img_id3181532\" src=\"media/helpimg/starmath/al21804.png\" width=\"0.566cm\" height=\"0.566cm\"><alt id=\"alt_id3181532\">Icon</alt></image>" -msgstr "<image id=\"img_id3181532\" src=\"media/helpimg/starmath/al21804.png\" width=\"0.566cm\" height=\"0.566cm\"><alt id=\"alt_id3181532\">Simge</alt></image>" +msgid "<image id=\"img_id3181532\" src=\"media/helpimg/starmath/al21804.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3181532\">Icon</alt></image>" +msgstr "" #. kYWGD #: 03091508.xhp @@ -10537,14 +10537,14 @@ msgctxt "" msgid "Left and right curly brackets, set bracket" msgstr "Sol ve sağ süslü ayraçları, küme ayracı" -#. AWNJx +#. Gtom8 #: 03091508.xhp msgctxt "" "03091508.xhp\n" "par_id3181674\n" "help.text" -msgid "<image id=\"img_id3181680\" src=\"media/helpimg/starmath/al21803.png\" width=\"0.566cm\" height=\"0.566cm\"><alt id=\"alt_id3181680\">Icon</alt></image>" -msgstr "<image id=\"img_id3181680\" src=\"media/helpimg/starmath/al21803.png\" width=\"0.566cm\" height=\"0.566cm\"><alt id=\"alt_id3181680\">Simge</alt></image>" +msgid "<image id=\"img_id3181680\" src=\"media/helpimg/starmath/al21803.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3181680\">Icon</alt></image>" +msgstr "" #. YvBNE #: 03091508.xhp @@ -10555,14 +10555,14 @@ msgctxt "" msgid "Left and right pointed bracket" msgstr "Sol ve sağ köşeli ayraç" -#. D7aGp +#. RAY5V #: 03091508.xhp msgctxt "" "03091508.xhp\n" "par_id3181822\n" "help.text" -msgid "<image id=\"img_id3181828\" src=\"media/helpimg/starmath/al21821.png\" width=\"0.566cm\" height=\"0.566cm\"><alt id=\"alt_id3181828\">Icon</alt></image>" -msgstr "<image id=\"img_id3181828\" src=\"media/helpimg/starmath/al21821.png\" width=\"0.566cm\" height=\"0.566cm\"><alt id=\"alt_id3181828\">Simge</alt></image>" +msgid "<image id=\"img_id3181828\" src=\"media/helpimg/starmath/al21821.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3181828\">Icon</alt></image>" +msgstr "" #. i9GQu #: 03091508.xhp @@ -10573,14 +10573,14 @@ msgctxt "" msgid "Left and right pointed operator bracket" msgstr "Sol ve sağ köşeli operatör ayracı" -#. 7FY55 +#. zr3EE #: 03091508.xhp msgctxt "" "03091508.xhp\n" "par_id3181973\n" "help.text" -msgid "<image id=\"img_id3181980\" src=\"media/helpimg/starmath/al21808.png\" width=\"0.566cm\" height=\"0.566cm\"><alt id=\"alt_id3181980\">Icon</alt></image>" -msgstr "<image id=\"img_id3181980\" src=\"media/helpimg/starmath/al21808.png\" width=\"0.566cm\" height=\"0.566cm\"><alt id=\"alt_id3181980\">Simge</alt></image>" +msgid "<image id=\"img_id3181980\" src=\"media/helpimg/starmath/al21808.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3181980\">Icon</alt></image>" +msgstr "" #. BkZdN #: 03091508.xhp @@ -10591,14 +10591,14 @@ msgctxt "" msgid "Left and right group bracket. They are not displayed in the document and do not take up any room." msgstr "Sol ve sağ grup ayracı. Belgede görüntülenmezler ve yer kaplamazlar." -#. 9dFXS +#. A9GYt #: 03091508.xhp msgctxt "" "03091508.xhp\n" "par_id3182083\n" "help.text" -msgid "<image id=\"img_id3182090\" src=\"media/helpimg/starmath/al21809.png\" width=\"0.566cm\" height=\"0.566cm\"><alt id=\"alt_id3182090\">Icon</alt></image>" -msgstr "<image id=\"img_id3182090\" src=\"media/helpimg/starmath/al21809.png\" width=\"0.566cm\" height=\"0.566cm\"><alt id=\"alt_id3182090\">Simge</alt></image>" +msgid "<image id=\"img_id3182090\" src=\"media/helpimg/starmath/al21809.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3182090\">Icon</alt></image>" +msgstr "" #. st5dU #: 03091508.xhp @@ -10609,14 +10609,14 @@ msgctxt "" msgid "Brackets, scalable" msgstr "Ayraçlar, ölçeklenebilir" -#. ENGKk +#. PYgh9 #: 03091508.xhp msgctxt "" "03091508.xhp\n" "par_id3182210\n" "help.text" -msgid "<image id=\"img_id3182216\" src=\"media/helpimg/starmath/al21810.png\" width=\"0.566cm\" height=\"0.566cm\"><alt id=\"alt_id3182216\">Icon</alt></image>" -msgstr "<image id=\"img_id3182216\" src=\"media/helpimg/starmath/al21810.png\" width=\"0.566cm\" height=\"0.566cm\"><alt id=\"alt_id3182216\">Simge</alt></image>" +msgid "<image id=\"img_id3182216\" src=\"media/helpimg/starmath/al21810.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3182216\">Icon</alt></image>" +msgstr "" #. Ed5xr #: 03091508.xhp @@ -10627,14 +10627,14 @@ msgctxt "" msgid "Square brackets, scalable" msgstr "Köşeli ayraçlar, ölçeklenebilir" -#. GEFHG +#. gw5x7 #: 03091508.xhp msgctxt "" "03091508.xhp\n" "par_id3182332\n" "help.text" -msgid "<image id=\"img_id3182339\" src=\"media/helpimg/starmath/al21824.png\" width=\"0.566cm\" height=\"0.566cm\"><alt id=\"alt_id3182339\">Icon</alt></image>" -msgstr "<image id=\"img_id3182339\" src=\"media/helpimg/starmath/al21824.png\" width=\"0.566cm\" height=\"0.566cm\"><alt id=\"alt_id3182339\">Simge</alt></image>" +msgid "<image id=\"img_id3182339\" src=\"media/helpimg/starmath/al21824.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3182339\">Icon</alt></image>" +msgstr "" #. x9DpW #: 03091508.xhp @@ -10645,14 +10645,14 @@ msgctxt "" msgid "Double square brackets, scalable" msgstr "Çift köşeli ayraçlar, ölçeklenebilir" -#. uFegV +#. B9iAB #: 03091508.xhp msgctxt "" "03091508.xhp\n" "par_id3182456\n" "help.text" -msgid "<image id=\"img_id3182463\" src=\"media/helpimg/starmath/al21812.png\" width=\"0.566cm\" height=\"0.566cm\"><alt id=\"alt_id3182463\">Icon</alt></image>" -msgstr "<image id=\"img_id3182463\" src=\"media/helpimg/starmath/al21812.png\" width=\"0.566cm\" height=\"0.566cm\"><alt id=\"alt_id3182463\">Simge</alt></image>" +msgid "<image id=\"img_id3182463\" src=\"media/helpimg/starmath/al21812.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3182463\">Icon</alt></image>" +msgstr "" #. QXXDx #: 03091508.xhp @@ -10663,14 +10663,14 @@ msgctxt "" msgid "Braces, scalable" msgstr "Ayraçlar, ölçeklenebilir" -#. EaBZg +#. PHUGQ #: 03091508.xhp msgctxt "" "03091508.xhp\n" "par_id3182579\n" "help.text" -msgid "<image id=\"img_id3182586\" src=\"media/helpimg/starmath/al21813.png\" width=\"0.566cm\" height=\"0.566cm\"><alt id=\"alt_id3182586\">Icon</alt></image>" -msgstr "<image id=\"img_id3182586\" src=\"media/helpimg/starmath/al21813.png\" width=\"0.566cm\" height=\"0.566cm\"><alt id=\"alt_id3182586\">Simge</alt></image>" +msgid "<image id=\"img_id3182586\" src=\"media/helpimg/starmath/al21813.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3182586\">Icon</alt></image>" +msgstr "" #. m2ghA #: 03091508.xhp @@ -10681,14 +10681,14 @@ msgctxt "" msgid "Single lines, scalable" msgstr "Tek satır, ölçeklenebilir" -#. aoFK5 +#. nGe3M #: 03091508.xhp msgctxt "" "03091508.xhp\n" "par_id3182702\n" "help.text" -msgid "<image id=\"img_id3182709\" src=\"media/helpimg/starmath/al21814.png\" width=\"0.566cm\" height=\"0.566cm\"><alt id=\"alt_id3182709\">Icon</alt></image>" -msgstr "<image id=\"img_id3182709\" src=\"media/helpimg/starmath/al21814.png\" width=\"0.566cm\" height=\"0.566cm\"><alt id=\"alt_id3182709\">Simge</alt></image>" +msgid "<image id=\"img_id3182709\" src=\"media/helpimg/starmath/al21814.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3182709\">Icon</alt></image>" +msgstr "" #. CJD5Q #: 03091508.xhp @@ -10699,14 +10699,14 @@ msgctxt "" msgid "Double lines, scalable" msgstr "Çift satırlar, ölçeklenebilir" -#. ny9qF +#. 5qqfJ #: 03091508.xhp msgctxt "" "03091508.xhp\n" "par_id3182825\n" "help.text" -msgid "<image id=\"img_id3182832\" src=\"media/helpimg/starmath/al21811.png\" width=\"0.566cm\" height=\"0.566cm\"><alt id=\"alt_id3182832\">Icon</alt></image>" -msgstr "<image id=\"img_id3182832\" src=\"media/helpimg/starmath/al21811.png\" width=\"0.566cm\" height=\"0.566cm\"><alt id=\"alt_id3182832\">Simge</alt></image>" +msgid "<image id=\"img_id3182832\" src=\"media/helpimg/starmath/al21811.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3182832\">Icon</alt></image>" +msgstr "" #. BLH52 #: 03091508.xhp @@ -10717,14 +10717,14 @@ msgctxt "" msgid "Angle brackets, scalable" msgstr "Köşeli parantezler, ölçeklenebilir" -#. K9cFL +#. GuBHX #: 03091508.xhp msgctxt "" "03091508.xhp\n" "par_id3182948\n" "help.text" -msgid "<image id=\"img_id3182955\" src=\"media/helpimg/starmath/al21822.png\" width=\"0.566cm\" height=\"0.566cm\"><alt id=\"alt_id3182955\">Icon</alt></image>" -msgstr "<image id=\"img_id3182955\" src=\"media/helpimg/starmath/al21822.png\" width=\"0.566cm\" height=\"0.566cm\"><alt id=\"alt_id3182955\">Simge</alt></image>" +msgid "<image id=\"img_id3182955\" src=\"media/helpimg/starmath/al21822.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3182955\">Icon</alt></image>" +msgstr "" #. aaku8 #: 03091508.xhp @@ -10735,14 +10735,14 @@ msgctxt "" msgid "Scalable left and right pointed operator bracket" msgstr "Ölçeklenebilir sol ve sağ köşeli operatör ayracı" -#. 9eZcc +#. CcC4t #: 03091508.xhp msgctxt "" "03091508.xhp\n" "par_id3183072\n" "help.text" -msgid "<image id=\"img_id3183078\" src=\"media/helpimg/starmath/al21825.png\" width=\"0.566cm\" height=\"0.566cm\"><alt id=\"alt_id3183078\">Icon</alt></image>" -msgstr "<image id=\"img_id3183078\" src=\"media/helpimg/starmath/al21825.png\" width=\"0.566cm\" height=\"0.566cm\"><alt id=\"alt_id3183078\">Simge</alt></image>" +msgid "<image id=\"img_id3183078\" src=\"media/helpimg/starmath/al21825.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3183078\">Icon</alt></image>" +msgstr "" #. F2Ydk #: 03091508.xhp @@ -10753,14 +10753,14 @@ msgctxt "" msgid "Scalable curly set bracket on top" msgstr "Ölçeklenebilir süslü parantez seti üsttedir" -#. EV6CT +#. igG74 #: 03091508.xhp msgctxt "" "03091508.xhp\n" "par_id3183223\n" "help.text" -msgid "<image id=\"img_id3183230\" src=\"media/helpimg/starmath/al21826.png\" width=\"0.566cm\" height=\"0.566cm\"><alt id=\"alt_id3183230\">Icon</alt></image>" -msgstr "<image id=\"img_id3183230\" src=\"media/helpimg/starmath/al21826.png\" width=\"0.566cm\" height=\"0.566cm\"><alt id=\"alt_id3183230\">Simge</alt></image>" +msgid "<image id=\"img_id3183230\" src=\"media/helpimg/starmath/al21826.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3183230\">Icon</alt></image>" +msgstr "" #. LfbHS #: 03091508.xhp @@ -10789,14 +10789,14 @@ msgctxt "" msgid "Left and right line with upper edges" msgstr "Üst kenarı ile sol ve sağ çizgi" -#. ErATj +#. BHUs2 #: 03091508.xhp msgctxt "" "03091508.xhp\n" "par_idN12F9F\n" "help.text" -msgid "<item type=\"literal\">\\lbrace \\rbrace</item> or <item type=\"literal\">\\{ \\}</item>" -msgstr "<item type=\"literal\">\\lbrace \\rbrace</item> veya <item type=\"literal\">\\{ \\}</item>" +msgid "<literal>\\lbrace \\rbrace</literal> or <literal>\\{ \\}</literal>" +msgstr "" #. CWCoh #: 03091508.xhp @@ -10870,23 +10870,23 @@ msgctxt "" msgid "Left and right line with upper edges" msgstr "Üst kenarı ile sol ve sağ çizgi" -#. D2dRU +#. CzVHC #: 03091508.xhp msgctxt "" "03091508.xhp\n" "par_id3985717\n" "help.text" -msgid "<item type=\"literal\">none</item>" -msgstr "<item type=\"literal\">hiçbiri</item>" +msgid "<literal>none</literal>" +msgstr "" -#. HFsFP +#. AcuvC #: 03091508.xhp msgctxt "" "03091508.xhp\n" "par_id1778008\n" "help.text" -msgid "Qualifier to suppress one bracket, as in <item type=\"literal\">right none </item>" -msgstr "Bir ayracı vurgulamak için niteleyici, <item type=\"literal\">sağda boşluk</item>'ta olduğu gibi" +msgid "Qualifier to suppress one bracket, as in <literal>right none </literal>" +msgstr "" #. BvLcE #: 03091509.xhp @@ -10942,14 +10942,14 @@ msgctxt "" msgid "Meaning" msgstr "Anlam" -#. HpSAS +#. 2pAnu #: 03091509.xhp msgctxt "" "03091509.xhp\n" "par_id3184418\n" "help.text" -msgid "<image id=\"img_id3184425\" src=\"media/helpimg/starmath/co21916.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3184425\">Icon</alt></image>" -msgstr "<image id=\"img_id3184425\" src=\"media/helpimg/starmath/co21916.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3184425\">Simge</alt></image>" +msgid "<image id=\"img_id3184425\" src=\"media/helpimg/starmath/co21916.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3184425\">Icon</alt></image>" +msgstr "" #. TUwug #: 03091509.xhp @@ -10960,14 +10960,14 @@ msgctxt "" msgid "Left exponent" msgstr "Sol üs" -#. LDPyX +#. UDf3B #: 03091509.xhp msgctxt "" "03091509.xhp\n" "par_id3184566\n" "help.text" -msgid "<image id=\"img_id3184572\" src=\"media/helpimg/starmath/co21918.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3184572\">Icon</alt></image>" -msgstr "<image id=\"img_id3184572\" src=\"media/helpimg/starmath/co21918.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3184572\">Simge</alt></image>" +msgid "<image id=\"img_id3184572\" src=\"media/helpimg/starmath/co21918.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3184572\">Icon</alt></image>" +msgstr "" #. gDQSk #: 03091509.xhp @@ -10978,23 +10978,23 @@ msgctxt "" msgid "Exponent directly above a character" msgstr "Karakterin tam üzerinde üs" -#. 2VAEW +#. ySWJE #: 03091509.xhp msgctxt "" "03091509.xhp\n" "par_idN13117\n" "help.text" -msgid "<item type=\"literal\">^</item> or <item type=\"literal\">sup</item> or <item type=\"literal\">rsup</item>" -msgstr "<item type=\"literal\">^</item> veya <item type=\"literal\">sup</item> veya <item type=\"literal\">rsup</item>" +msgid "<literal>^</literal> or <literal>sup</literal> or <literal>rsup</literal>" +msgstr "" -#. YFj89 +#. v7vQv #: 03091509.xhp msgctxt "" "03091509.xhp\n" "par_id3184717\n" "help.text" -msgid "<image id=\"img_id3184724\" src=\"media/helpimg/starmath/co21908.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3184724\">Icon</alt></image>" -msgstr "<image id=\"img_id3184724\" src=\"media/helpimg/starmath/co21908.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3184724\">Simge</alt></image>" +msgid "<image id=\"img_id3184724\" src=\"media/helpimg/starmath/co21908.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3184724\">Icon</alt></image>" +msgstr "" #. EpL9g #: 03091509.xhp @@ -11005,14 +11005,14 @@ msgctxt "" msgid "Right exponent" msgstr "Sağ üs" -#. dfGoZ +#. tmVCE #: 03091509.xhp msgctxt "" "03091509.xhp\n" "par_id3184864\n" "help.text" -msgid "<image id=\"img_id3184871\" src=\"media/helpimg/starmath/co21905.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3184871\">Icon</alt></image>" -msgstr "<image id=\"img_id3184871\" src=\"media/helpimg/starmath/co21905.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3184871\">Simge</alt></image>" +msgid "<image id=\"img_id3184871\" src=\"media/helpimg/starmath/co21905.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3184871\">Icon</alt></image>" +msgstr "" #. CADG7 #: 03091509.xhp @@ -11023,14 +11023,14 @@ msgctxt "" msgid "Binom" msgstr "Binom" -#. AgDJz +#. NjrxG #: 03091509.xhp msgctxt "" "03091509.xhp\n" "par_id3185011\n" "help.text" -msgid "<image id=\"img_id3185018\" src=\"media/helpimg/starmath/co21901.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3185018\">Icon</alt></image>" -msgstr "<image id=\"img_id3185018\" src=\"media/helpimg/starmath/co21901.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3185018\">Simge</alt></image>" +msgid "<image id=\"img_id3185018\" src=\"media/helpimg/starmath/co21901.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3185018\">Icon</alt></image>" +msgstr "" #. HVyHD #: 03091509.xhp @@ -11041,14 +11041,14 @@ msgctxt "" msgid "New line" msgstr "Yeni satır" -#. Cesk3 +#. bohCd #: 03091509.xhp msgctxt "" "03091509.xhp\n" "par_id3185119\n" "help.text" -msgid "<image id=\"img_id3185126\" src=\"media/helpimg/starmath/co21912.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3185126\">Icon</alt></image>" -msgstr "<image id=\"img_id3185126\" src=\"media/helpimg/starmath/co21912.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3185126\">Simge</alt></image>" +msgid "<image id=\"img_id3185126\" src=\"media/helpimg/starmath/co21912.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3185126\">Icon</alt></image>" +msgstr "" #. tTC3y #: 03091509.xhp @@ -11059,14 +11059,14 @@ msgctxt "" msgid "Left index" msgstr "Sol indeks" -#. ywr8E +#. jUJSD #: 03091509.xhp msgctxt "" "03091509.xhp\n" "par_id3185267\n" "help.text" -msgid "<image id=\"img_id3185274\" src=\"media/helpimg/starmath/co21917.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3185274\">Icon</alt></image>" -msgstr "<image id=\"img_id3185274\" src=\"media/helpimg/starmath/co21917.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3185274\">Simge</alt></image>" +msgid "<image id=\"img_id3185274\" src=\"media/helpimg/starmath/co21917.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3185274\">Icon</alt></image>" +msgstr "" #. BD3nT #: 03091509.xhp @@ -11077,23 +11077,23 @@ msgctxt "" msgid "Index directly below a character" msgstr "Karakterin tam altında indis" -#. nGUKE +#. 7DdSE #: 03091509.xhp msgctxt "" "03091509.xhp\n" "par_idN1322D\n" "help.text" -msgid "<item type=\"literal\">_</item> or <item type=\"literal\">sub</item> or <item type=\"literal\">rsub</item>" -msgstr "<item type=\"literal\">_</item> veya <item type=\"literal\">sub</item> veya <item type=\"literal\">rsub</item>" +msgid "<literal>_</literal> or <literal>sub</literal> or <literal>rsub</literal>" +msgstr "" -#. wsLN5 +#. DNiot #: 03091509.xhp msgctxt "" "03091509.xhp\n" "par_id3185418\n" "help.text" -msgid "<image id=\"img_id3185425\" src=\"media/helpimg/starmath/co21904.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3185425\">Icon</alt></image>" -msgstr "<image id=\"img_id3185425\" src=\"media/helpimg/starmath/co21904.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3185425\">Simge</alt></image>" +msgid "<image id=\"img_id3185425\" src=\"media/helpimg/starmath/co21904.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3185425\">Icon</alt></image>" +msgstr "" #. CBuyC #: 03091509.xhp @@ -11104,14 +11104,14 @@ msgctxt "" msgid "Right index" msgstr "Sağ indeks" -#. j7GpA +#. kPr4Q #: 03091509.xhp msgctxt "" "03091509.xhp\n" "par_id3185566\n" "help.text" -msgid "<image id=\"img_id3185573\" src=\"media/helpimg/starmath/co21906.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3185573\">Icon</alt></image>" -msgstr "<image id=\"img_id3185573\" src=\"media/helpimg/starmath/co21906.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3185573\">Simge</alt></image>" +msgid "<image id=\"img_id3185573\" src=\"media/helpimg/starmath/co21906.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3185573\">Icon</alt></image>" +msgstr "" #. Gteev #: 03091509.xhp @@ -11122,14 +11122,14 @@ msgctxt "" msgid "Stack" msgstr "Yığın" -#. DWBAX +#. StDDn #: 03091509.xhp msgctxt "" "03091509.xhp\n" "par_id3185714\n" "help.text" -msgid "<image id=\"img_id3185721\" src=\"media/helpimg/starmath/co21902.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3185721\">Icon</alt></image>" -msgstr "<image id=\"img_id3185721\" src=\"media/helpimg/starmath/co21902.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3185721\">Simge</alt></image>" +msgid "<image id=\"img_id3185721\" src=\"media/helpimg/starmath/co21902.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3185721\">Icon</alt></image>" +msgstr "" #. GMFhD #: 03091509.xhp @@ -11140,14 +11140,14 @@ msgctxt "" msgid "Small space/small blank" msgstr "Küçük aralık/küçük boşluk" -#. WaDD9 +#. PCCRV #: 03091509.xhp msgctxt "" "03091509.xhp\n" "par_id3185823\n" "help.text" -msgid "<image id=\"img_id3185829\" src=\"media/helpimg/starmath/co21909.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3185829\">Icon</alt></image>" -msgstr "<image id=\"img_id3185829\" src=\"media/helpimg/starmath/co21909.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3185829\">Simge</alt></image>" +msgid "<image id=\"img_id3185829\" src=\"media/helpimg/starmath/co21909.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3185829\">Icon</alt></image>" +msgstr "" #. z4vsC #: 03091509.xhp @@ -11158,14 +11158,14 @@ msgctxt "" msgid "Align left" msgstr "Sola hizala" -#. EAzqE +#. YFEa2 #: 03091509.xhp msgctxt "" "03091509.xhp\n" "par_id3185931\n" "help.text" -msgid "<image id=\"img_id3185937\" src=\"media/helpimg/starmath/co21910.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3185937\">Icon</alt></image>" -msgstr "<image id=\"img_id3185937\" src=\"media/helpimg/starmath/co21910.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3185937\">Simge</alt></image>" +msgid "<image id=\"img_id3185937\" src=\"media/helpimg/starmath/co21910.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3185937\">Icon</alt></image>" +msgstr "" #. tTBJA #: 03091509.xhp @@ -11176,14 +11176,14 @@ msgctxt "" msgid "Align to horizontal center" msgstr "Yatay olarak ortaya hizala" -#. kDwD5 +#. BCAEW #: 03091509.xhp msgctxt "" "03091509.xhp\n" "par_id3186039\n" "help.text" -msgid "<image id=\"img_id3186046\" src=\"media/helpimg/starmath/co21911.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3186046\">Icon</alt></image>" -msgstr "<image id=\"img_id3186046\" src=\"media/helpimg/starmath/co21911.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3186046\">Simge</alt></image>" +msgid "<image id=\"img_id3186046\" src=\"media/helpimg/starmath/co21911.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3186046\">Icon</alt></image>" +msgstr "" #. vxXXF #: 03091509.xhp @@ -11194,14 +11194,14 @@ msgctxt "" msgid "Align right" msgstr "Sağa hizala" -#. Uqsjn +#. yGEGb #: 03091509.xhp msgctxt "" "03091509.xhp\n" "par_id3186147\n" "help.text" -msgid "<image id=\"img_id3186154\" src=\"media/helpimg/starmath/co21907.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3186154\">Icon</alt></image>" -msgstr "<image id=\"img_id3186154\" src=\"media/helpimg/starmath/co21907.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3186154\">Simge</alt></image>" +msgid "<image id=\"img_id3186154\" src=\"media/helpimg/starmath/co21907.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3186154\">Icon</alt></image>" +msgstr "" #. FsB3E #: 03091509.xhp @@ -11212,14 +11212,14 @@ msgctxt "" msgid "Matrix" msgstr "Matris" -#. MVDGS +#. Tw5xt #: 03091509.xhp msgctxt "" "03091509.xhp\n" "par_id3186295\n" "help.text" -msgid "<image id=\"img_id3186302\" src=\"media/helpimg/starmath/co21903.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3186302\">Icon</alt></image>" -msgstr "<image id=\"img_id3186302\" src=\"media/helpimg/starmath/co21903.png\" width=\"0.3335inch\" height=\"0.3335inch\"><alt id=\"alt_id3186302\">Simge</alt></image>" +msgid "<image id=\"img_id3186302\" src=\"media/helpimg/starmath/co21903.svg\" width=\"1cm\" height=\"1cm\"><alt id=\"alt_id3186302\">Icon</alt></image>" +msgstr "" #. CEanK #: 03091509.xhp |