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-rw-r--r--source/lt/helpcontent2/source/text/scalc/01.po50
1 files changed, 25 insertions, 25 deletions
diff --git a/source/lt/helpcontent2/source/text/scalc/01.po b/source/lt/helpcontent2/source/text/scalc/01.po
index 6c2fb3465df..cf035a7ed7f 100644
--- a/source/lt/helpcontent2/source/text/scalc/01.po
+++ b/source/lt/helpcontent2/source/text/scalc/01.po
@@ -3,7 +3,7 @@ msgid ""
msgstr ""
"Project-Id-Version: PACKAGE VERSION\n"
"Report-Msgid-Bugs-To: https://bugs.libreoffice.org/enter_bug.cgi?product=LibreOffice&bug_status=UNCONFIRMED&component=UI\n"
-"POT-Creation-Date: 2021-04-06 14:45+0200\n"
+"POT-Creation-Date: 2021-04-12 12:06+0200\n"
"PO-Revision-Date: 2021-01-31 19:36+0000\n"
"Last-Translator: Valentina Dagiene <valentina.dagiene@mif.vu.lt>\n"
"Language-Team: Lithuanian <https://translations.documentfoundation.org/projects/libo_help-master/textscalc01/lt/>\n"
@@ -8242,23 +8242,23 @@ msgctxt ""
msgid "The data in the following table serves as the basis for some of the examples in the function descriptions:"
msgstr "Toliau lentelėje pateikiami kai kurių funkcijų aprašymų pavyzdžiai:"
-#. AGubr
+#. amFAz
#: 04060104.xhp
msgctxt ""
"04060104.xhp\n"
"par_id3150024\n"
"help.text"
-msgid "x <item type=\"input\">value</item>"
-msgstr "x <item type=\"input\">reikšmė</item>"
+msgid "<item type=\"input\">x value</item>"
+msgstr ""
-#. foDao
+#. AGBFY
#: 04060104.xhp
msgctxt ""
"04060104.xhp\n"
"par_id3148725\n"
"help.text"
-msgid "y <item type=\"input\">value</item>"
-msgstr "y <item type=\"input\">reikšmė</item>"
+msgid "<item type=\"input\">y value</item>"
+msgstr ""
#. uEBVE
#: 04060104.xhp
@@ -60442,14 +60442,14 @@ msgctxt ""
msgid "<ahelp hid=\".\"><variable id=\"imcot_des\">Returns the cotangent of a complex number.</variable> The cotangent of a complex number can be expressed by:</ahelp>"
msgstr "<ahelp hid=\".\"><variable id=\"imcot_des\">Grąžina kompleksinio skaičiaus kotangentą.</variable> Kotangentas gali būti išreikštas:</ahelp>"
-#. cdma2
+#. fCe4Y
#: func_imcot.xhp
msgctxt ""
"func_imcot.xhp\n"
"par_id311713256011430\n"
"help.text"
-msgid "<image src=\"media/helpimg/sc_func_imcot.svg\" id=\"img_id211575078735993\" width=\"258.56943px\" height=\"54.962498px\"><alt id=\"alt_id401575078735994\">IMCOT equation</alt></image>"
-msgstr "<image src=\"media/helpimg/sc_func_imcot.svg\" id=\"img_id211575078735993\" width=\"258.56943px\" height=\"54.962498px\"><alt id=\"alt_id401575078735994\">IMCOT funkcija</alt></image>"
+msgid "<image src=\"media/helpimg/scalc/IMCOT_equation.svg\" id=\"img_id211575078735993\" width=\"341.869px\" height=\"59.5625px\"><alt id=\"alt_id401575078735994\">IMCOT equation</alt></image>"
+msgstr ""
#. z7EtV
#: func_imcot.xhp
@@ -60523,14 +60523,14 @@ msgctxt ""
msgid "<ahelp hid=\".\"><variable id=\"imcsc_des\">Returns the cosecant of a complex number. </variable> The cosecant of a complex number can be expressed by:</ahelp>"
msgstr "<ahelp hid=\".\"><variable id=\"imcsc_des\">Grąžina kompleksinio skaičiaus kosekantą.</variable> Kosekantas gali būti išreikštas:</ahelp>"
-#. 9P8Xq
+#. FV9Gz
#: func_imcsc.xhp
msgctxt ""
"func_imcsc.xhp\n"
"par_id13510198901485\n"
"help.text"
-msgid "<image src=\"media/helpimg/sc_func_imcsc.svg\" id=\"img_id211575078735993\" width=\"594.60278px\" height=\"54.962498px\"><alt id=\"alt_id401575078735994\">IMCSC equation</alt></image>"
-msgstr "<image src=\"media/helpimg/sc_func_imcsc.svg\" id=\"img_id211575078735993\" width=\"594.60278px\" height=\"54.962498px\"><alt id=\"alt_id401575078735994\">IMCSC funkcija</alt></image>"
+msgid "<image src=\"media/helpimg/scalc/IMCSC_equation.svg\" id=\"img_id211575078735993\" width=\"491.844px\" height=\"59.5625px\"><alt id=\"alt_id401575078735994\">IMCSC equation</alt></image>"
+msgstr ""
#. jBzZA
#: func_imcsc.xhp
@@ -60604,14 +60604,14 @@ msgctxt ""
msgid "<ahelp hid=\".\"><variable id=\"imcsch_des\">Returns the hyperbolic cosecant of a complex number.</variable> The hyperbolic cosecant of a complex number can be expressed by:</ahelp>"
msgstr "<ahelp hid=\".\"><variable id=\"imcsch_des\">Grąžina kompleksinio skaičiaus hiperbolinį kosekantą.</variable> Hiperbolinis kosekantas gali būti išreikštas:</ahelp>"
-#. VWFPK
+#. FFqZK
#: func_imcsch.xhp
msgctxt ""
"func_imcsch.xhp\n"
"par_id195151657917534\n"
"help.text"
-msgid "<image src=\"media/helpimg/sc_func_imcsch.svg\" id=\"img_id211575078735993\" width=\"619.60278px\" height=\"54.962498px\"><alt id=\"alt_id401575078735994\">IMCSCH equation</alt></image>"
-msgstr "<image src=\"media/helpimg/sc_func_imcsch.svg\" id=\"img_id211575078735993\" width=\"619.60278px\" height=\"54.962498px\"><alt id=\"alt_id401575078735994\">IMCSCH funkcija</alt></image>"
+msgid "<image src=\"media/helpimg/scalc/IMCSCH_equation.svg\" id=\"img_id211575078735993\" width=\"504.344px\" height=\"59.5625px\"><alt id=\"alt_id401575078735994\">IMCSCH equation</alt></image>"
+msgstr ""
#. ndjhY
#: func_imcsch.xhp
@@ -60685,14 +60685,14 @@ msgctxt ""
msgid "<ahelp hid=\".\"><variable id=\"imsec_des\">Returns the secant of a complex number. </variable> The secant of a complex number can be expressed by:</ahelp>"
msgstr "<ahelp hid=\".\"><variable id=\"imsec_des\">Grąžina kompleksinio skaičiaus sekantą.</variable> Sekantas gali būti išreikštas:</ahelp>"
-#. gbjYF
+#. y62eA
#: func_imsec.xhp
msgctxt ""
"func_imsec.xhp\n"
"par_id17543461310594\n"
"help.text"
-msgid "<image src=\"media/helpimg/sc_func_imsec.svg\" id=\"img_id211575078735993\" width=\"599.10275px\" height=\"54.962498px\"><alt id=\"alt_id401575078735994\">IMSEC equation</alt></image>"
-msgstr "<image src=\"media/helpimg/sc_func_imsec.svg\" id=\"img_id211575078735993\" width=\"599.10275px\" height=\"54.962498px\"><alt id=\"alt_id401575078735994\">IMSEC funkcija</alt></image>"
+msgid "<image src=\"media/helpimg/scalc/IMSEC_equation.svg\" id=\"img_id211575078735993\" width=\"491.194px\" height=\"59.5625px\"><alt id=\"alt_id401575078735994\">IMSEC equation</alt></image>"
+msgstr ""
#. CEucF
#: func_imsec.xhp
@@ -60766,14 +60766,14 @@ msgctxt ""
msgid "<ahelp hid=\".\"><variable id=\"imsech_des\">Returns the hyperbolic secant of a complex number. </variable> The hyperbolic secant of a complex number can be expressed by:</ahelp>"
msgstr "<ahelp hid=\".\"><variable id=\"imsech_des\">Grąžina kompleksinio skaičiaus hiperbolinį sekantą.</variable> Hiperbolinis sekantas gali būti išreikštas:</ahelp>"
-#. ymrxb
+#. CVDgc
#: func_imsech.xhp
msgctxt ""
"func_imsech.xhp\n"
"par_id74572850718840\n"
"help.text"
-msgid "<image src=\"media/helpimg/sc_func_imsech.svg\" id=\"img_id211575078735993\" width=\"624.10275px\" height=\"54.962498px\"><alt id=\"alt_id401575078735994\">IMSECH equation</alt></image>"
-msgstr "<image src=\"media/helpimg/sc_func_imsech.svg\" id=\"img_id211575078735993\" width=\"624.10275px\" height=\"54.962498px\"><alt id=\"alt_id401575078735994\">IMSECH funkcija</alt></image>"
+msgid "<image src=\"media/helpimg/scalc/IMSECH_equation.svg\" id=\"img_id211575078735993\" width=\"503.694px\" height=\"59.5625px\"><alt id=\"alt_id401575078735994\">IMSECH equation</alt></image>"
+msgstr ""
#. Rqker
#: func_imsech.xhp
@@ -61009,14 +61009,14 @@ msgctxt ""
msgid "<ahelp hid=\".\"><variable id=\"imtan_des\">Returns the tangent of a complex number.</variable> The tangent of a complex number can be expressed by:</ahelp>"
msgstr "<ahelp hid=\".\"><variable id=\"imtan_des\">Grąžina kompleksinio skaičiaus tangentą.</variable> Tangentas gali būti išreikštas:</ahelp>"
-#. mdUUP
+#. ujidB
#: func_imtan.xhp
msgctxt ""
"func_imtan.xhp\n"
"par_id25021317131239\n"
"help.text"
-msgid "<image src=\"media/helpimg/sc_func_imtan.svg\" id=\"img_id211575078735993\" width=\"597.80275px\" height=\"59.5625px\"><alt id=\"alt_id401575078735994\">IMTAN equation</alt></image>"
-msgstr "<image src=\"media/helpimg/sc_func_imtan.svg\" id=\"img_id211575078735993\" width=\"597.80275px\" height=\"59.5625px\"><alt id=\"alt_id401575078735994\">IMTAN funkcija</alt></image>"
+msgid "<image src=\"media/helpimg/scalc/IMTAN_equation.svg\" id=\"img_id211575078735993\" width=\"353.294px\" height=\"59.5625px\"><alt id=\"alt_id401575078735994\">IMTAN equation</alt></image>"
+msgstr ""
#. 7QtEG
#: func_imtan.xhp