Mivirikano sa ireerihelo-ru sa Z13740
99of9 (olavula | wuncereriha) Sem resumo de edição |
Jummit (olavula | wuncereriha) German translation |
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| Nliinya 21: | Nliinya 21: | ||
"Z11K1": "Z1002", |
"Z11K1": "Z1002", |
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"Z11K2": "dividend" |
"Z11K2": "dividend" |
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}, |
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{ |
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"Z1K1": "Z11", |
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"Z11K1": "Z1430", |
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"Z11K2": "Dividend" |
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} |
} |
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] |
] |
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| Nliinya 37: | Nliinya 42: | ||
"Z11K1": "Z1002", |
"Z11K1": "Z1002", |
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"Z11K2": "divisor" |
"Z11K2": "divisor" |
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}, |
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{ |
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"Z1K1": "Z11", |
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"Z11K1": "Z1430", |
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"Z11K2": "Divisor" |
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} |
} |
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] |
] |
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| Nliinya 66: | Nliinya 76: | ||
"Z11K1": "Z1002", |
"Z11K1": "Z1002", |
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"Z11K2": "is divisible" |
"Z11K2": "is divisible" |
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}, |
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{ |
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"Z1K1": "Z11", |
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"Z11K1": "Z1430", |
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"Z11K2": "ist teilbahr" |
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} |
} |
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] |
] |
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| Nliinya 81: | Nliinya 96: | ||
"is divisible by", |
"is divisible by", |
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"has factor" |
"has factor" |
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] |
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}, |
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{ |
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"Z1K1": "Z31", |
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"Z31K1": "Z1430", |
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"Z31K2": [ |
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"Z6", |
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"teilbar durch", |
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"ist teilbahr durch", |
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"hat Faktor" |
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] |
] |
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} |
} |
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| Nliinya 93: | Nliinya 118: | ||
"Z11K1": "Z1002", |
"Z11K1": "Z1002", |
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"Z11K2": "true if the dividend (first number) is divisible by the divisor (second number) with no remainder" |
"Z11K2": "true if the dividend (first number) is divisible by the divisor (second number) with no remainder" |
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}, |
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{ |
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"Z1K1": "Z11", |
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"Z11K1": "Z1430", |
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"Z11K2": "prüft, ob der Dividend (erste Zahl) durch den Divisor (zweite Zahl) ohne Rest teilbahr ist" |
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} |
} |
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] |
] |
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Otthikela oweha wa 01h22min de 15 de Mweeri wa neeraru de 2024
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