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7.
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New
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Nova
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Translated by
Manuel A. Vázquez Diz
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Located in
FractionRingWidget.cpp:146 mainqtwidget.cpp:490
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8.
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&New
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@action opens a new question
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&Nova
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Translated by
Manuel A. Vázquez Diz
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Located in
FractionRingWidget.cpp:199 mainqtwidget.cpp:539
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9.
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Back
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Context: |
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@action go to the main screen
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Atrás
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Translated by
Manuel A. Vázquez Diz
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Located in
FractionRingWidget.cpp:205 mainqtwidget.cpp:554
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10.
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Hint
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Context: |
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@action opens hint
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Axuda
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Translated by
Manuel A. Vázquez Diz
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Located in
FractionRingWidget.cpp:210
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11.
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Colors
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i18n: file: taskcolorsbase.ui:16
i18n: ectx: property (title), widget (QGroupBox, groupBox)
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Cores
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Translated and reviewed by
Gonzalo H. Castilla
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Located in
FractionRingWidget.cpp:238 mainqtwidget.cpp:804 rc.cpp:14
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12.
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Now the parts of the inside ring and outside ring have the same size, and we can add the fractions!
This is called finding the main denominator. The main denominator divides the rings into equal parts.
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represents a line break.
Start a new line in the equivalent position in the translation.
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Agora as partes dos aneis interior e exterior teñen o mesmo tamaño e podemos engadir as fraccións!
Isto é o que se chama achar o denominador común. O denominador común divide os aneis en partes iguais.
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Translated by
Xosé
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Located in
FractionRingWidget.cpp:361 FractionRingWidget.cpp:389
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13.
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There is a smaller main denominator. Can you find it?
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Hai un denominador común máis cativo. Daralo atopado?
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Translated by
Xosé
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Located in
FractionRingWidget.cpp:367 FractionRingWidget.cpp:395
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14.
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You have just multiplied the first fraction by %1. Our main goal is to make all parts be the same size. Try multiplying the first fraction by %2 and the second fraction by %3.
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Ven de multiplicar a primeira fracción por %1. O propósito é facer que todas as partes teñan o mesmo tamaño. Probe a multiplicar a primeira fracción por %2 e a segunda por %3.
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Translated by
Manuel A. Vázquez Diz
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Located in
FractionRingWidget.cpp:378
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15.
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You have just multiplied the second fraction by %1. Our main goal is to make all parts be the same size. Try multiplying the first fraction by %2 and the second fraction by %3.
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Ven de multiplicar a segunda fracción por %1. O propósito é facer que todas as partes teñan o mesmo tamaño. Probe a multiplicar a primeira fracción por %2 e a segunda por %3.
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Translated by
Manuel A. Vázquez Diz
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Located in
FractionRingWidget.cpp:410
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16.
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%2 of 1 painted part.
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%2 of %1 painted parts.
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Context: |
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Inserted as %1 in the message below.
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%2 de 1 parte está pintada.
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Translated by
Xosé
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%2 de %1 partes están pintadas.
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Translated by
Xosé
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Located in
FractionRingWidget.cpp:438
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