Summary

Project website hiperlabs.eu
Project maintainers1 User avatar jindra
Translation license proprietary
Translation process
  • Translations can be made directly.
  • Translation suggestions can be made.
  • Any authenticated user can contribute.
  • The translation uses bilingual files.
Source code repository git@github.com:HiPERLabs/HiPERCalcLocalization.git
Repository branch master
Last remote commit Aktualizace překladů 3b2b330
User avatar jindra authored 11/01/2026
Last commit in Weblate Translated using Weblate (Ukrainian) 81614d8
User avatar Oleksandr authored 11/07/2026
Weblate repository https://weblate.a4tune.com/git/hiper-scientific-calculator/application/
File mask *.po
Translation file Download lt.po
Last change Nov. 1, 2026, 6:15 p.m.
Last change made by Jindřich Houska
Language Lithuanian
Language code lt
Text direction Left to right
Case sensitivity Case-sensitive
Number of speakers 2,405,298
Number of plurals 3
Plural type One/few/other
Plurals One 1, 21, 31, 41, 51, 61, 71, 81, 91, 101, …
Few 2, 3, 4, 5, 6, 7, 8, 9, 22, 23, …
Other 0, 10, 11, 12, 13, 14, 15, 16, 17, 18, …
Plural formula (n % 10 == 1 && (n % 100 < 11 || n % 100 > 19)) ? 0 : ((n % 10 >= 2 && n % 10 <= 9 && (n % 100 < 11 || n % 100 > 19)) ? 1 : 2)
11/01/2026

String statistics

Strings percent Hosted strings Words percent Hosted words Characters percent Hosted characters
Total 3,706 28,980 229,522
Translated 31% 1,169 10% 2,953 8% 20,193
Needs editing 5% 205 5% 1,608 12% 29,188
Read-only 0% 0 0% 0 0% 0
Failing checks 2% 94 3% 1,070 10% 25,197
Strings with suggestions 0% 0 0% 0 0% 0
Untranslated strings 62% 2,332 84% 24,419 78% 180,141
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Quick numbers

28,980
Hosted words
3,706
Hosted strings
31%
Translated
3
Contributors
and previous 30 days

Trends of last 30 days

+5%
Hosted words
+19%
+2%
Hosted strings
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−1%
Translated
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Contributors
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User avatar jindra

Resource updated
The “lt.po” file was changed. 11/01/2026
User avatar jindra

String added in the repository
With the automatic angular unit (<ind:AUTO> indicator, <key:AUTO_ANGULAR_UNIT> key in expanded layout), the calculator selects the most suitable unit itself.
 
help.trigonometricFunctions.contents
11/01/2026
User avatar jindra

String added in the repository
The formula for the integral of the logarithm of a power <expr:DEC,BinarySequence(Function(INTEGRAL,Empty,Empty,Function(LN,Function(POWY,Variable(x),Variable(n))),Variable(x)),EQUALS,Variable(x),MULTIPLICATION,Function(LN,Function(POWY,Variable(x),Variable(n))),SUBTRACTION,Variable(n),IMPLICIT_MULTIPLICATION,Variable(x))> follows from integration by parts<brp>%0
<expr:DEC,BinarySequence(Variable(A),EQUALS,Variable(P),IMPLICIT_MULTIPLICATION,Variable(D),IMPLICIT_MULTIPLICATION,Function(POWY,Variable(P),Number(\u22121)))> when
solution.step.INTEGRAL_LOG_POWER_RULE.desc
11/01/2026
User avatar jindra

String added in the repository
In infinity the variable is positive. An even root of its power is the absolute value of the power with the exponent divided by the degree of the root<brp>The absolute value of a positive number is the number itself<brp>%0<brp>%1
 
solution.step.LIMIT_ROOT_OF_POWER_POSITIVE.desc
11/01/2026
User avatar jindra

String added in the repository
In minus infinity the variable is negative. An even root of its power is the absolute value of the power with the exponent divided by the degree of the root<brp>The absolute value of a negative number is its opposite<brp>%0<brp>%1
 
solution.step.LIMIT_ROOT_OF_POWER_NEGATIVE.desc
11/01/2026
User avatar jindra

String added in the repository
Powers with the same exponent are combined into a single power <expr:DEC,BinarySequence(Function(FRACTION,Function(POWY,Variable(a),Variable(n)),Function(POWY,Variable(b),Variable(n))),EQUALS,Function(POWY,Function(FRACTION,Variable(a),Variable(b)),Variable(n)))><brp>%0
<expr:DEC,BinarySequence(Variable(A),EQUALS,Variable(P),IMPLICIT_MULTIPLICATION,Variable(D),IMPLICIT_MULTIPLICATION,Function(POWY,Variable(P),Number(\u22121)))> when
solution.step.LIMIT_MERGE_POWERS.desc
11/01/2026
User avatar jindra

String added in the repository
For large n, Stirling's formula approximates the factorial <expr:DEC,Function(PERMUTATION,Variable(n))> by <expr:DEC,BinarySequence(Function(POWY,Function(FRACTION,Variable(n),Function(E)),Variable(n)),MULTIPLICATION,Function(ROOT2,BinarySequence(Number(2),IMPLICIT_MULTIPLICATION,Function(PI),IMPLICIT_MULTIPLICATION,Variable(n))))> and the ratio of the two tends to 1. Replacing the factorial with the approximation therefore does not change the limit<brp>%0
 
solution.step.LIMIT_STIRLING_FORMULA.desc
11/01/2026
User avatar jindra

String added in the repository
Only one equation remains in the system, so it is solved on its own
 
solution.step.EQUATION_SYSTEM_SINGLE_EQUATION.desc
11/01/2026
User avatar jindra

String added in the repository
Each equation contains a different variable, so each of them is solved separately
 
solution.step.EQUATION_SYSTEM_SOLVE_SEPARATELY.desc
11/01/2026
User avatar jindra

String added in the repository
All equations contain only the variable "%0", so each of them is solved separately. The solution of the system is the solution that all the equations have in common
 
solution.step.EQUATION_SYSTEM_COMMON_SOLUTION.desc
11/01/2026
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