「Z13555」:各本之異
無編輯摘要 |
無編輯摘要 |
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(未顯示由 五 位使用者於中間所作的 七 次修訂) | |||
第二六行: | 第二六行: | ||
"Z11K1": "Z1002", |
"Z11K1": "Z1002", |
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"Z11K2": "number" |
"Z11K2": "number" |
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}, |
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{ |
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"Z1K1": "Z11", |
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"Z11K1": "Z1827", |
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"Z11K2": "αρχικός αριθμός" |
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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": "Zahl" |
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}, |
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{ |
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"Z1K1": "Z11", |
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"Z11K1": "Z1014", |
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"Z11K2": "nọmba: Nọmba eke" |
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} |
} |
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] |
] |
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第三九行: | 第五四行: | ||
"Z8K4": [ |
"Z8K4": [ |
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"Z14", |
"Z14", |
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"Z13559" |
"Z13559", |
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"Z13747", |
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"Z17059" |
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], |
], |
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"Z8K5": "Z13555" |
"Z8K5": "Z13555" |
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第五〇行: | 第六七行: | ||
"Z1K1": "Z11", |
"Z1K1": "Z11", |
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"Z11K1": "Z1011", |
"Z11K1": "Z1011", |
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"Z11K2": "এই |
"Z11K2": "এই স্বাভাবিক সংখ্যা কি জোড়" |
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}, |
}, |
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{ |
{ |
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第五六行: | 第七三行: | ||
"Z11K1": "Z1002", |
"Z11K1": "Z1002", |
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"Z11K2": "natural number is even" |
"Z11K2": "natural number is even" |
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}, |
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{ |
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"Z1K1": "Z11", |
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"Z11K1": "Z1827", |
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"Z11K2": "ο φυσικός αριθμός είναι άρτιος" |
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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 natürliche Zahl gerade" |
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}, |
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{ |
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"Z1K1": "Z11", |
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"Z11K1": "Z1014", |
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"Z11K2": "eke nọmba bụ ọbụna" |
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} |
} |
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] |
] |
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第六二行: | 第九四行: | ||
"Z1K1": "Z32", |
"Z1K1": "Z32", |
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"Z32K1": [ |
"Z32K1": [ |
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"Z31" |
"Z31", |
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{ |
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"Z1K1": "Z31", |
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"Z31K1": "Z1827", |
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"Z31K2": [ |
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"Z6", |
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"άρτιος" |
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] |
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}, |
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{ |
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"Z1K1": "Z31", |
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"Z31K1": "Z1002", |
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"Z31K2": [ |
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"Z6", |
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"even (natural number)", |
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"is even (natural number)" |
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] |
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}, |
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{ |
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"Z1K1": "Z31", |
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"Z31K1": "Z1011", |
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"Z31K2": [ |
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"Z6", |
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"এই অঋণাত্মক পূর্ণসংখ্যা কি জোড়", |
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"এই প্রাকৃতিক সংখ্যা কি জোড় " |
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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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"gerade (natürliche Zahl)", |
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"ist gerade (natürliche Zahl)" |
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] |
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} |
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] |
] |
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}, |
}, |
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第七八行: | 第一四五行: | ||
"Z11K1": "Z1002", |
"Z11K1": "Z1002", |
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"Z11K2": "true if the input is evenly divisible by 2" |
"Z11K2": "true if the input is evenly divisible by 2" |
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}, |
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{ |
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"Z1K1": "Z11", |
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"Z11K1": "Z1827", |
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"Z11K2": "επιστέφει αληθές εάν ένας αριθμός δεν αφήνει υπόλοιπο κατά τη διαίρεσή του με το 2" |
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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 Eingabewert ohne Rest durch zwei teilbar ist" |
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}, |
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{ |
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"Z1K1": "Z11", |
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"Z11K1": "Z1014", |
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"Z11K2": "eziokwu ma ọ bụrụ na enwere ike kewaya site na 2" |
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} |
} |
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] |
] |
二〇二四年六月一七日 (一) 二二時五八分之今審
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