| long | English: ‹deci{0}› |
| {0} дециметр |
·kk· |
| {0} 公寸 |
·zh_Hant· |
| {0} 分米 |
·zh_Hant_HK· |
| đề-xi-{0} |
·vi· |
| deci{0} |
·ceb· ·chr· ·cs· ·da· ·en· ·es· ·es_419· ·fil· ·gl· ·hr· ·hu· ·it· ·lt· ·lv· ·nl· ·pt· ·ro· ·sd· ·sk· ·sl· ·so· ·sq· ·sr_Latn· ·sv· ·zu· |
| decí{0} |
·ca· ·pt_PT· |
| déci{0} |
·fr· |
| decy{0} |
·pl· |
| deicheamh-{0} |
·gd· |
| deici{0} |
·ga· |
| desi{0} |
·af· ·az· ·cy· ·fi· ·id· ·is· ·jv· ·ms· ·nb· ·sw· ·tr· |
| Dẹsí{0} |
·pcm· |
| detsi{0} |
·et· ·uz· |
| dezi{0} |
·eu· |
| Dezi{0} |
·de· |
| δεκατο-{0} |
·el· |
| деси{0} |
·mn· |
| деци{0} |
·bg· ·ky· ·mk· ·ru· ·sr· ·uk· |
| дэцы{0} |
·be· |
| დეცი{0} |
·ka· |
| դեցի{0} |
·hy· |
| דצי{0} |
·he· |
| پرېکړه{0} |
·ps· |
| دسی{0} |
·fa· |
| ديسي{0} |
·ar· |
| ڈیسی {0} |
·ur· |
| ደሲ{0} |
·am· |
| डेसि{0} |
·ne· |
| डेसी{0} |
·hi· ·kok· ·mr· |
| ডেচি{0} |
·as· |
| ডেসি{0} |
·bn· |
| ਡੈਸੀ{0} |
·pa· |
| ડેસી{0} |
·gu· |
| ଡେସି{0} |
·or· |
| டெசி{0} |
·ta· |
| డెసీ{0} |
·te· |
| ಡೆಸಿ {0} |
·kn· |
| ഡെസി{0} |
·ml· |
| ඩෙසි{0} |
·si· |
| เดซิ{0} |
·th· |
| ເດຊີ{0} |
·lo· |
| ဒက်စီ {0} |
·my· |
| ដេស៊ី{0} |
·km· |
| 데시{0} |
·ko· |
| デシ{0} |
·ja· |
| 分{0} |
·yue· ·yue_Hans· ·zh· |
| narrow | English: ‹d{0}› |
| {0} дм |
·kk· |
| {0} 公寸 |
·zh_Hant· |
| {0} 分米 |
·zh_Hant_HK· |
| d{0} |
·az· ·cs· ·da· ·es· ·es_419· ·fil· ·ga· ·gd· ·gl· ·km· ·mk· ·nb· ·pcm· ·ps· ·ro· ·sd· ·sl· ·sv· ·uz· ·zh· ·zu· |
| desi{0} |
·sw· |
| δεκατ-{0} |
·el· |
| д{0} |
·be· ·bg· ·ky· ·mn· ·ru· ·uk· |
| დ{0} |
·ka· |
| դ{0} |
·hy· |
| דצי{0} |
·he· |
| د{0} |
·ar· |
| دسی{0} |
·fa· |
| ڈیسی {0} |
·ur· |
| ደ{0} |
·am· |
| डी{0} |
·kok· |
| डे {0} |
·hi· |
| डे{0} |
·mr· |
| डेसि{0} |
·ne· |
| ডে{0} |
·bn· |
| ডেচি{0} |
·as· |
| ਡੈ.{0} |
·pa· |
| ડેસી{0} |
·gu· |
| ଡେସି{0} |
·or· |
| డెసీ{0} |
·te· |
| ಡೆ. {0} |
·kn· |
| ඩෙ{0} |
·si· |
| เดซิ{0} |
·th· |
| ດຊ{0} |
·lo· |
| 分{0} |
·yue· ·yue_Hans· |
| short | English: ‹d{0}› |
| {0} дм |
·kk· |
| {0} 公寸 |
·zh_Hant· |
| {0} 分米 |
·zh_Hant_HK· |
| d{0} |
·all·others· |
| desi{0} |
·sw· |
| δκτ-{0} |
·el· |
| д{0} |
·be· ·bg· ·ky· ·mn· ·ru· ·uk· |
| დ{0} |
·ka· |
| դ{0} |
·hy· |
| דצי{0} |
·he· |
| د{0} |
·ar· |
| دسی{0} |
·fa· |
| ڈی۔ {0} |
·ur· |
| ደ{0} |
·am· |
| डी{0} |
·kok· |
| डे.{0} |
·hi· ·ne· |
| डेस{0} |
·mr· |
| ডে {0} |
·bn· |
| ডেঃ{0} |
·as· |
| ਡੈ.{0} |
·pa· |
| ડે.{0} |
·gu· |
| ଡେ{0} |
·or· |
| டெ.{0} |
·ta· |
| డె{0} |
·te· |
| ಡೆ {0} |
·kn· |
| ඩෙස{0} |
·si· |
| เดซิ{0} |
·th· |
| ດຊ{0} |
·lo· |
| 分{0} |
·yue· ·yue_Hans· |
| long | English: ‹centi{0}› |
| {0} сантиметр |
·kk· |
| {0} 公分 |
·zh_Hant· |
| {0} 厘米 |
·zh_Hant_HK· |
| ceinti{0} |
·ga· |
| centi{0} |
·ceb· ·chr· ·cs· ·cy· ·da· ·en· ·es· ·es_419· ·fil· ·fr· ·gl· ·hr· ·hu· ·it· ·lt· ·lv· ·nb· ·nl· ·pt· ·ro· ·sd· ·sk· ·sl· ·sq· ·sr_Latn· ·sv· ·zu· |
| centí{0} |
·ca· ·pt_PT· |
| centy{0} |
·pl· |
| ceuda{0} |
·gd· |
| santi{0} |
·az· ·tr· ·uz· |
| senti{0} |
·af· ·et· ·id· ·is· ·jv· ·ms· ·so· ·sw· |
| Sẹntí{0} |
·pcm· |
| sentti{0} |
·fi· |
| xăng-ti-{0} |
·vi· |
| zenti{0} |
·eu· |
| Zenti{0} |
·de· |
| εκατοστο-{0} |
·el· |
| санти{0} |
·bg· ·ru· ·uk· |
| санты{0} |
·be· |
| сенти{0} |
·mn· |
| центи{0} |
·ky· ·mk· ·sr· |
| სანტი{0} |
·ka· |
| սանտի{0} |
·hy· |
| סנטי{0} |
·he· |
| سانتي {0} |
·ps· |
| سانتی{0} |
·fa· |
| سنتي{0} |
·ar· |
| سینٹی {0} |
·ur· |
| ሴንቲ{0} |
·am· |
| सँटी{0} |
·kok· |
| सेंटी{0} |
·hi· ·mr· |
| सेन्टी{0} |
·ne· |
| চেণ্টি{0} |
·as· |
| সেন্টি{0} |
·bn· |
| ਸੈਂਟੀ{0} |
·pa· |
| સેન્ટી{0} |
·gu· |
| ସେଣ୍ଟି{0} |
·or· |
| சென்டி{0} |
·ta· |
| సెంటి{0} |
·te· |
| ಸೆಂಟಿ {0} |
·kn· |
| സെന്റി{0} |
·ml· |
| සෙන්ටි{0} |
·si· |
| เซนติ{0} |
·th· |
| ຊັງຕີ{0} |
·lo· |
| စင်တီ {0} |
·my· |
| សង់ទី{0} |
·km· |
| 센티{0} |
·ko· |
| センチ{0} |
·ja· |
| 厘{0} |
·yue· ·yue_Hans· ·zh· |
| narrow | English: ‹c{0}› |
| {0} см |
·kk· |
| {0} 公分 |
·zh_Hant· |
| {0} 厘米 |
·zh_Hant_HK· |
| c{0} |
·cs· ·da· ·es· ·es_419· ·fil· ·ga· ·gl· ·km· ·mk· ·nb· ·ps· ·ro· ·sd· ·sl· ·sv· ·zu· |
| s{0} |
·az· ·pcm· ·uz· |
| senti{0} |
·sw· |
| εκατοστ-{0} |
·el· |
| с{0} |
·be· ·bg· ·mn· ·ru· ·uk· |
| ц{0} |
·ky· |
| ს{0} |
·ka· |
| ս{0} |
·hy· |
| סנטי{0} |
·he· |
| س{0} |
·ar· |
| سانتی{0} |
·fa· |
| سینٹی {0} |
·ur· |
| ሴ{0} |
·am· |
| सँ{0} |
·kok· |
| से {0} |
·hi· |
| से{0} |
·mr· |
| सेन्टी{0} |
·ne· |
| চেণ্টি{0} |
·as· |
| সে{0} |
·bn· |
| ਸੈਂ.{0} |
·pa· |
| સેન્ટી{0} |
·gu· |
| ସେ{0} |
·or· |
| సెం{0} |
·te· |
| ಸೆಂ. {0} |
·kn· |
| සෙ{0} |
·si· |
| เซนติ{0} |
·th· |
| ຊມ{0} |
·lo· |
| 厘{0} |
·yue· ·yue_Hans· |
| short | English: ‹c{0}› |
| {0} см |
·kk· |
| {0} 公分 |
·zh_Hant· |
| {0} 厘米 |
·zh_Hant_HK· |
| c{0} |
·all·others· |
| s{0} |
·az· ·pcm· ·uz· |
| senti{0} |
·sw· |
| εκστ-{0} |
·el· |
| с{0} |
·be· ·bg· ·mn· ·ru· ·uk· |
| ц{0} |
·ky· |
| ს{0} |
·ka· |
| ս{0} |
·hy· |
| סנטי{0} |
·he· |
| س{0} |
·ar· |
| سانتی{0} |
·fa· |
| سی۔ {0} |
·ur· |
| ሴ{0} |
·am· |
| सँ{0} |
·kok· |
| से.{0} |
·hi· ·ne· |
| से{0} |
·mr· |
| চেঃ{0} |
·as· |
| সে {0} |
·bn· |
| ਸੈਂ.{0} |
·pa· |
| સે.{0} |
·gu· |
| ସେ.{0} |
·or· |
| செ.{0} |
·ta· |
| సెం.{0} |
·te· |
| ಸೆಂ {0} |
·kn· |
| සෙන්{0} |
·si· |
| เซนติ{0} |
·th· |
| ຊມ{0} |
·lo· |
| 厘{0} |
·yue· ·yue_Hans· |
| long | English: ‹milli{0}› |
| {0} миллиметр |
·kk· |
| {0} 公釐 |
·zh_Hant· |
| {0} 毫米 |
·zh_Hant_HK· |
| mili-{0} |
·gd· |
| mili{0} |
·cs· ·cy· ·es· ·es_419· ·eu· ·gl· ·hr· ·id· ·jv· ·lt· ·lv· ·ms· ·pl· ·pt· ·ro· ·sk· ·sl· ·sq· ·sr_Latn· ·sw· ·tr· ·vi· |
| milí{0} |
·pt_PT· |
| Milí{0} |
·pcm· |
| milli{0} |
·af· ·az· ·ceb· ·chr· ·da· ·en· ·et· ·fi· ·fil· ·fr· ·ga· ·hu· ·is· ·it· ·nb· ·nl· ·sv· ·uz· ·zu· |
| Milli{0} |
·de· |
| mil·lí{0} |
·ca· |
| χιλιοστο-{0} |
·el· |
| мили{0} |
·bg· ·mk· ·mn· ·sr· |
| милли{0} |
·ky· ·ru· |
| мілі{0} |
·be· ·uk· |
| მილი{0} |
·ka· |
| միլի{0} |
·hy· |
| מילי{0} |
·he· |
| ملّي{0} |
·ar· |
| ملی {0} |
·ps· ·ur· |
| میلی{0} |
·fa· |
| ሚሊ{0} |
·am· |
| मिलि{0} |
·mr· |
| मिली{0} |
·hi· ·kok· ·ne· |
| মিলি{0} |
·as· ·bn· |
| ਮਿਲੀ{0} |
·pa· |
| મિલી{0} |
·gu· |
| ମିଲି{0} |
·or· |
| மில்லி{0} |
·ta· |
| మిల్లీ{0} |
·te· |
| ಮಿಲಿ {0} |
·kn· |
| മില്ലി{0} |
·ml· |
| මිලි{0} |
·si· |
| มิลลิ{0} |
·th· |
| ມິນລິ{0} |
·lo· |
| မီလီ {0} |
·my· |
| មីល្លី{0} |
·km· |
| 밀리{0} |
·ko· |
| ミリ{0} |
·ja· |
| 毫{0} |
·yue· ·yue_Hans· ·zh· |
| narrow | English: ‹m{0}› |
| {0} мм |
·kk· |
| {0} 公釐 |
·zh_Hant· |
| {0} 毫米 |
·zh_Hant_HK· |
| m{0} |
·az· ·cs· ·da· ·es· ·es_419· ·fil· ·ga· ·gl· ·km· ·mk· ·nb· ·pcm· ·ps· ·ro· ·sd· ·sl· ·sv· ·uz· ·zu· |
| milli{0} |
·sw· |
| χιλιοστ-{0} |
·el· |
| м{0} |
·be· ·bg· ·ky· ·mn· ·ru· ·uk· |
| მ{0} |
·ka· |
| մ{0} |
·hy· |
| מילי{0} |
·he· |
| م{0} |
·ar· |
| ملی {0} |
·ur· |
| میلی{0} |
·fa· |
| ሚ{0} |
·am· |
| मि {0} |
·hi· ·kok· |
| मि{0} |
·mr· |
| मिली{0} |
·ne· |
| মি{0} |
·bn· |
| মিলি{0} |
·as· |
| ਮਿ.{0} |
·pa· |
| મિલી{0} |
·gu· |
| ମି{0} |
·or· |
| మి{0} |
·te· |
| ಮಿ. {0} |
·kn· |
| මි{0} |
·si· |
| มิลลิ{0} |
·th· |
| ມມ{0} |
·lo· |
| 毫{0} |
·yue· ·yue_Hans· |
| short | English: ‹m{0}› |
| {0} мм |
·kk· |
| {0} 公釐 |
·zh_Hant· |
| {0} 毫米 |
·zh_Hant_HK· |
| m{0} |
·all·others· |
| milli{0} |
·sw· |
| χλστ-{0} |
·el· |
| м{0} |
·be· ·bg· ·ky· ·mn· ·ru· ·uk· |
| მ{0} |
·ka· |
| մ{0} |
·hy· |
| מילי{0} |
·he· |
| م{0} |
·ar· |
| می۔ {0} |
·ur· |
| میلی{0} |
·fa· |
| ሚ{0} |
·am· |
| मि.{0} |
·hi· ·ne· |
| मि{0} |
·kok· ·mr· |
| মি {0} |
·bn· |
| মিঃ{0} |
·as· |
| ਮਿ.{0} |
·pa· |
| મિ.{0} |
·gu· |
| ମି.{0} |
·or· |
| மி.{0} |
·ta· |
| మి.{0} |
·te· |
| ಮಿ {0} |
·kn· |
| මි{0} |
·si· |
| มิลลิ{0} |
·th· |
| ມມ{0} |
·lo· |
| 毫{0} |
·yue· ·yue_Hans· |
| long | English: ‹micro{0}› |
| {0} микрометр |
·kk· |
| {0} 微米 |
·zh_Hant· |
| Maíkro{0} |
·pcm· |
| micreo-{0} |
·gd· |
| micri{0} |
·ga· |
| micro{0} |
·ceb· ·chr· ·cy· ·en· ·es· ·es_419· ·fil· ·fr· ·gl· ·it· ·nl· ·pt· ·ro· ·sd· ·zu· |
| micró{0} |
·pt_PT· |
| micrò{0} |
·ca· |
| mikro{0} |
·af· ·az· ·cs· ·da· ·et· ·eu· ·fi· ·hr· ·hu· ·id· ·jv· ·lt· ·lv· ·ms· ·nb· ·pl· ·sk· ·sl· ·sq· ·sr_Latn· ·sv· ·sw· ·tr· ·uz· |
| Mikro{0} |
·de· |
| míkró{0} |
·is· |
| μικρο-{0} |
·el· |
| микро{0} |
·bg· ·ky· ·mk· ·mn· ·ru· ·sr· |
| мікра{0} |
·be· |
| мікро{0} |
·uk· |
| მიკრო{0} |
·ka· |
| միկրո{0} |
·hy· |
| מיקרו{0} |
·he· |
| مائکرو {0} |
·ur· |
| مایکرو {0} |
·ps· |
| ميكرو{0} |
·ar· |
| میکرو{0} |
·fa· |
| ማይክሮ{0} |
·am· |
| माइक्रो{0} |
·hi· ·ne· |
| मायक्रो{0} |
·kok· ·mr· |
| মাইক্রো{0} |
·bn· |
| মাইক্ৰ’{0} |
·as· |
| ਮਾਈਕ੍ਰੋ{0} |
·pa· |
| માઇક્રો{0} |
·gu· |
| ମାଇକ୍ରୋ{0} |
·or· |
| மைக்ரோ{0} |
·ta· |
| మైక్రో{0} |
·te· |
| ಮೈಕ್ರೋ {0} |
·kn· |
| മൈക്രോ{0} |
·ml· |
| මයික්රො{0} |
·si· |
| ไมโคร{0} |
·th· |
| ໄມໂຄຣ{0} |
·lo· |
| မိုက်ခရို {0} |
·my· |
| មីក្រូ{0} |
·km· |
| 마이크로{0} |
·ko· |
| マイクロ{0} |
·ja· |
| 微{0} |
·yue· ·yue_Hans· ·zh· |
| narrow | English: ‹µ{0}› |
| {0} мкм |
·kk· |
| {0} 微米 |
·zh_Hant· |
| mikro{0} |
·sw· |
| µ{0} |
·am· ·as· ·bg· ·bn· ·cs· ·da· ·es· ·es_419· ·fil· ·ga· ·gl· ·km· ·mn· ·mr· ·nb· ·pcm· ·ps· ·ro· ·sd· ·si· ·sl· ·sv· ·uz· ·zu· |
| μικρ-{0} |
·el· |
| мк{0} |
·be· ·ru· ·uk· |
| მკ{0} |
·ka· |
| մկ{0} |
·hy· |
| مك{0} |
·ar· |
| میکرو{0} |
·fa· |
| माइक्रो{0} |
·ne· |
| ਮਾ.{0} |
·pa· |
| மைக்ரோ{0} |
·ta· |
| మై{0} |
·te· |
| ಮೈ. {0} |
·kn· |
| ไมโคร{0} |
·th· |
| ມຄ{0} |
·lo· |
| 微{0} |
·yue· ·yue_Hans· |
| short | English: ‹µ{0}› |
| {0} мкм |
·kk· |
| {0} 微米 |
·zh_Hant· |
| mikro{0} |
·sw· |
| µ{0} |
·all·others· |
| µκρ-{0} |
·el· |
| мк{0} |
·be· ·ru· |
| მკ{0} |
·ka· |
| մկ{0} |
·hy· |
| مك{0} |
·ar· |
| میکرو{0} |
·fa· |
| मा.{0} |
·ne· |
| ਮਾ.{0} |
·pa· |
| మై.{0} |
·te· |
| ಮೈ {0} |
·kn· |
| ไมโคร{0} |
·th· |
| ມຄ{0} |
·lo· |
| 微{0} |
·yue· ·yue_Hans· |
| long | English: ‹nano{0}› |
| {0} нанометр |
·kk· |
| {0} 奈米 |
·zh_Hant· |
| {0} 納米 |
·zh_Hant_HK· |
| nanai{0} |
·ga· |
| nano-{0} |
·gd· |
| nano{0} |
·af· ·az· ·ceb· ·chr· ·cs· ·cy· ·da· ·en· ·es· ·es_419· ·es_US· ·et· ·eu· ·fi· ·fil· ·fr· ·gl· ·hr· ·hu· ·id· ·it· ·jv· ·lt· ·lv· ·ms· ·nb· ·nl· ·pl· ·pt· ·ro· ·sd· ·sk· ·sl· ·sq· ·sr_Latn· ·sv· ·sw· ·tr· ·uz· ·vi· ·zu· |
| Nano{0} |
·de· |
| nanó{0} |
·is· ·pt_PT· |
| Nanó{0} |
·pcm· |
| nanò{0} |
·ca· |
| νανο-{0} |
·el· |
| нана{0} |
·be· |
| нано{0} |
·bg· ·ky· ·mk· ·mn· ·ru· ·sr· ·uk· |
| ნანო{0} |
·ka· |
| նանո{0} |
·hy· |
| ננו{0} |
·he· |
| نانو {0} |
·ps· |
| نانو{0} |
·ar· ·fa· |
| نینو {0} |
·ur· |
| ናኖ{0} |
·am· |
| नानो{0} |
·ne· |
| नॅनो{0} |
·kok· ·mr· |
| नैनो{0} |
·hi· |
| নেনো{0} |
·as· |
| ন্যানো{0} |
·bn· |
| ਨੈਨੋ{0} |
·pa· |
| નેનો{0} |
·gu· |
| ନାନୋ{0} |
·or· |
| நானோ{0} |
·ta· |
| నానో{0} |
·te· |
| ನ್ಯಾನೋ {0} |
·kn· |
| നാനോ{0} |
·ml· |
| නැනෝ{0} |
·si· |
| นาโน{0} |
·th· |
| ນາໂນ{0} |
·lo· |
| နာနို {0} |
·my· |
| ណាណូ{0} |
·km· |
| 나노{0} |
·ko· |
| ナノ{0} |
·ja· |
| 納{0} |
·yue· |
| 纳{0} |
·yue_Hans· ·zh· |
| narrow | English: ‹n{0}› |
| {0} нм |
·kk· |
| {0} 奈米 |
·zh_Hant· |
| {0} 納米 |
·zh_Hant_HK· |
| n{0} |
·cs· ·da· ·es· ·fil· ·ga· ·gl· ·jv· ·km· ·nb· ·pcm· ·ps· ·ro· ·sd· ·sl· ·uz· ·zu· |
| nano{0} |
·sw· |
| ναν-{0} |
·el· |
| н{0} |
·be· ·bg· ·ky· ·mn· ·ru· ·uk· |
| ნ{0} |
·ka· |
| ն{0} |
·hy· |
| ננו{0} |
·he· |
| ن{0} |
·ar· |
| نانو{0} |
·fa· |
| نینو{0} |
·ur· |
| ና{0} |
·am· |
| नानो{0} |
·ne· |
| नॅ{0} |
·kok· ·mr· |
| नै {0} |
·hi· |
| নেনো{0} |
·as· |
| ন্যা{0} |
·bn· |
| ਨੈ.{0} |
·pa· |
| નેનો{0} |
·gu· |
| ନେ{0} |
·or· |
| నా{0} |
·te· |
| ನ್ಯಾ. {0} |
·kn· |
| නැ{0} |
·si· |
| นาโน{0} |
·th· |
| ນນ{0} |
·lo· |
| 納{0} |
·yue· |
| 纳{0} |
·yue_Hans· |
| short | English: ‹n{0}› |
| {0} нм |
·kk· |
| {0} 奈米 |
·zh_Hant· |
| {0} 納米 |
·zh_Hant_HK· |
| n{0} |
·all·others· |
| nano{0} |
·sw· |
| νν-{0} |
·el· |
| н{0} |
·be· ·bg· ·ky· ·mn· ·ru· ·uk· |
| ნ{0} |
·ka· |
| ն{0} |
·hy· |
| ננו{0} |
·he· |
| ن{0} |
·ar· |
| نانو{0} |
·fa· |
| نے۔ {0} |
·ur· |
| ና{0} |
·am· |
| ना.{0} |
·ne· |
| नॅ{0} |
·kok· ·mr· |
| नै.{0} |
·hi· |
| নে.{0} |
·as· |
| ন্যা {0} |
·bn· |
| ਨੈ.{0} |
·pa· |
| ને.{0} |
·gu· |
| ନେ.{0} |
·or· |
| நா.{0} |
·ta· |
| నా.{0} |
·te· |
| ನ್ಯಾ {0} |
·kn· |
| නැ{0} |
·si· |
| นาโน{0} |
·th· |
| ນນ{0} |
·lo· |
| 納{0} |
·yue· |
| 纳{0} |
·yue_Hans· |
| long | English: ‹pico{0}› |
| {0} пикометр |
·kk· |
| {0} 皮米 |
·zh_Hant· |
| i-pico{0} |
·zu· |
| piceo-{0} |
·gd· |
| pici{0} |
·ga· |
| pico{0} |
·ceb· ·chr· ·cy· ·da· ·en· ·es· ·es_419· ·es_US· ·fil· ·fr· ·gl· ·it· ·nl· ·pt· ·ro· ·sd· ·sv· ·vi· |
| picó{0} |
·pt_PT· |
| picò{0} |
·ca· |
| piko{0} |
·af· ·az· ·cs· ·et· ·eu· ·fi· ·hr· ·hu· ·id· ·jv· ·lt· ·lv· ·ms· ·nb· ·pl· ·sk· ·sl· ·sq· ·sr_Latn· ·sw· ·tr· ·uz· |
| Piko{0} |
·de· |
| Píko{0} |
·pcm· |
| píkó{0} |
·is· |
| πικο-{0} |
·el· |
| пико{0} |
·bg· ·ky· ·mk· ·mn· ·ru· ·sr· |
| піка{0} |
·be· |
| піко{0} |
·uk· |
| პიკო{0} |
·ka· |
| պիկո{0} |
·hy· |
| פיקו{0} |
·he· |
| بيكو{0} |
·ar· |
| پکو{0} |
·ur· |
| پیکو {0} |
·ps· |
| پیکو{0} |
·fa· |
| ፒኮ{0} |
·am· |
| पिको{0} |
·hi· ·kok· ·mr· ·ne· |
| পিকো{0} |
·as· ·bn· |
| ਪਿਕੋ{0} |
·pa· |
| પીકો{0} |
·gu· |
| ପିକୋ{0} |
·or· |
| பிக்கோ{0} |
·ta· |
| పికో{0} |
·te· |
| ಪಿಕೋ {0} |
·kn· |
| പിക്കോ{0} |
·ml· |
| පිකෝ{0} |
·si· |
| พิโค{0} |
·th· |
| ປິໂກ{0} |
·lo· |
| ပီကို {0} |
·my· |
| ពីកូ{0} |
·km· |
| 피코{0} |
·ko· |
| ピコ{0} |
·ja· |
| 皮{0} |
·yue· ·yue_Hans· ·zh· |
| narrow | English: ‹p{0}› |
| {0} пм |
·kk· |
| {0} 皮米 |
·zh_Hant· |
| i-p{0} |
·zu· |
| p{0} |
·cs· ·da· ·es· ·fil· ·ga· ·gl· ·km· ·nb· ·pcm· ·ps· ·ro· ·sl· ·uz· |
| piko{0} |
·sw· |
| πικ-{0} |
·el· |
| п{0} |
·be· ·bg· ·ky· ·mn· ·ru· ·uk· |
| პკ{0} |
·ka· |
| պ{0} |
·hy· |
| פיקו{0} |
·he· |
| ب{0} |
·ar· |
| پکو{0} |
·ur· |
| پیکو{0} |
·fa· |
| ፒ{0} |
·am· |
| पि {0} |
·hi· ·kok· |
| पि{0} |
·mr· |
| पिको{0} |
·ne· |
| পি{0} |
·bn· |
| পিকো{0} |
·as· |
| ਪਿ.{0} |
·pa· |
| પીકો{0} |
·gu· |
| ପି{0} |
·or· |
| పి{0} |
·te· |
| ಪಿ. {0} |
·kn· |
| പി{0} |
·ml· |
| පි{0} |
·si· |
| พิโค{0} |
·th· |
| ປກ{0} |
·lo· |
| 皮{0} |
·yue· ·yue_Hans· |
| short | English: ‹p{0}› |
| {0} пм |
·kk· |
| {0} 皮米 |
·zh_Hant· |
| i-p{0} |
·zu· |
| p{0} |
·all·others· |
| piko{0} |
·sw· |
| πκ-{0} |
·el· |
| п{0} |
·be· ·bg· ·ky· ·mn· ·ru· ·uk· |
| პკ{0} |
·ka· |
| պ{0} |
·hy· |
| פיקו{0} |
·he· |
| ب{0} |
·ar· |
| پی۔{0} |
·ur· |
| پیکو{0} |
·fa· |
| ፒ{0} |
·am· |
| पि.{0} |
·hi· ·ne· |
| पि{0} |
·kok· ·mr· |
| পি {0} |
·bn· |
| পি.{0} |
·as· |
| ਪਿ.{0} |
·pa· |
| પી.{0} |
·gu· |
| ପିକ{0} |
·or· |
| பி.{0} |
·ta· |
| ಪಿ {0} |
·kn· |
| പി{0} |
·ml· |
| පි{0} |
·si· |
| พิโค{0} |
·th· |
| ປກ{0} |
·lo· |
| 皮{0} |
·yue· ·yue_Hans· |
| long | English: ‹femto{0}› |
| {0} фемтометр |
·kk· |
| {0} 飛米 |
·zh_Hant· |
| feimti{0} |
·ga· |
| femto-{0} |
·gd· |
| femto{0} |
·af· ·az· ·ceb· ·chr· ·cs· ·da· ·en· ·es· ·es_419· ·es_US· ·et· ·eu· ·fi· ·fil· ·fr· ·hr· ·hu· ·id· ·it· ·jv· ·lt· ·lv· ·ms· ·nb· ·nl· ·pl· ·pt· ·ro· ·sd· ·sk· ·sl· ·sq· ·sr_Latn· ·sv· ·sw· ·tr· ·uz· ·vi· ·zu· |
| Femto{0} |
·de· |
| femtó{0} |
·is· |
| femtò{0} |
·ca· |
| Fẹ́mto{0} |
·pcm· |
| fento{0} |
·gl· |
| fentó{0} |
·pt_PT· |
| ffemto{0} |
·cy· |
| φεμτο-{0} |
·el· |
| фемта{0} |
·be· |
| фемто{0} |
·bg· ·ky· ·mk· ·mn· ·ru· ·sr· ·uk· |
| ფემტო{0} |
·ka· |
| ֆեմտո{0} |
·hy· |
| פמטו{0} |
·he· |
| فمتو{0} |
·fa· |
| فيمتو {0} |
·ps· |
| فيمتو{0} |
·ar· |
| فیمٹو{0} |
·ur· |
| ፌምቶ{0} |
·am· |
| फॅम्टो{0} |
·kok· |
| फेमटो{0} |
·ne· |
| फेमिटो{0} |
·mr· |
| फ़ेम्टो{0} |
·hi· |
| ফেমটো{0} |
·as· ·bn· |
| ਫੈਮਟੋ{0} |
·pa· |
| ફેમ્ટો{0} |
·gu· |
| ଫିମଟୋ{0} |
·or· |
| பெம்டோ{0} |
·ta· |
| ఫెమిటో{0} |
·te· |
| ಫೆಮ್ಟೋ {0} |
·kn· |
| ഫെംറ്റോ{0} |
·ml· |
| ෆෙම්ටෝ{0} |
·si· |
| เฟมโต{0} |
·th· |
| ເຟມໂຕ{0} |
·lo· |
| ဖမ်တို {0} |
·my· |
| ហ្វង់តូ{0} |
·km· |
| 펨토{0} |
·ko· |
| フェムト{0} |
·ja· |
| 飛{0} |
·yue· |
| 飞{0} |
·yue_Hans· ·zh· |
| narrow | English: ‹f{0}› |
| {0} фм |
·kk· |
| {0} 飛米 |
·zh_Hant· |
| f{0} |
·cs· ·da· ·es· ·fil· ·ga· ·gl· ·km· ·nb· ·pcm· ·ps· ·ro· ·sd· ·sl· ·uz· ·zu· |
| femto{0} |
·sw· |
| φεμτ-{0} |
·el· |
| ф{0} |
·be· ·bg· ·ky· ·mn· ·ru· ·uk· |
| ფ{0} |
·ka· |
| ֆ{0} |
·hy· |
| פמטו{0} |
·he· |
| ف{0} |
·ar· |
| فمتو{0} |
·fa· |
| فیمٹو{0} |
·ur· |
| ፌ{0} |
·am· |
| फॅ{0} |
·kok· |
| फ़े {0} |
·hi· |
| फे{0} |
·mr· |
| फेमटो{0} |
·ne· |
| ফে{0} |
·bn· |
| ফেমটো{0} |
·as· |
| ਫੈ.{0} |
·pa· |
| ફેમ્ટો{0} |
·gu· |
| ଫି{0} |
·or· |
| ఫెమి{0} |
·te· |
| ಫೆ. {0} |
·kn· |
| ෆෙ{0} |
·si· |
| เฟมโต{0} |
·th· |
| ຟຕ{0} |
·lo· |
| 飛{0} |
·yue· |
| 飞{0} |
·yue_Hans· |
| short | English: ‹f{0}› |
| {0} фм |
·kk· |
| {0} 飛米 |
·zh_Hant· |
| f{0} |
·all·others· |
| femto{0} |
·sw· |
| φμτ-{0} |
·el· |
| ф{0} |
·be· ·bg· ·ky· ·mn· ·ru· ·uk· |
| ფ{0} |
·ka· |
| ֆ{0} |
·hy· |
| פמטו{0} |
·he· |
| ف{0} |
·ar· |
| فمتو{0} |
·fa· |
| فے۔{0} |
·ur· |
| ፌ{0} |
·am· |
| फॅ{0} |
·kok· |
| फे.{0} |
·ne· |
| फ़े.{0} |
·hi· |
| फे{0} |
·mr· |
| ফে {0} |
·bn· |
| ফেম.{0} |
·as· |
| ਫੈ.{0} |
·pa· |
| ફે.{0} |
·gu· |
| ଫି.{0} |
·or· |
| பெ.{0} |
·ta· |
| ఫె{0} |
·te· |
| ಫೆ {0} |
·kn· |
| ෆෙ{0} |
·si· |
| เฟมโต{0} |
·th· |
| ຟຕ{0} |
·lo· |
| 飛{0} |
·yue· |
| 飞{0} |
·yue_Hans· |
| long | English: ‹atto{0}› |
| {0} аттометр |
·kk· |
| {0} 阿米 |
·zh_Hant· |
| atai{0} |
·ga· |
| ato{0} |
·cy· ·et· ·gl· ·hr· ·lt· ·lv· ·ms· ·sl· ·sq· ·sr_Latn· |
| ató{0} |
·pt_PT· |
| Áto{0} |
·pcm· |
| atto-{0} |
·gd· |
| atto{0} |
·af· ·az· ·ceb· ·chr· ·cs· ·da· ·en· ·es· ·es_419· ·es_US· ·eu· ·fi· ·fil· ·fr· ·hu· ·id· ·it· ·jv· ·nb· ·nl· ·pl· ·pt· ·ro· ·sd· ·sk· ·sv· ·sw· ·tr· ·uz· ·vi· ·zu· |
| Atto{0} |
·de· |
| attó{0} |
·is· |
| attò{0} |
·ca· |
| αττο-{0} |
·el· |
| ата{0} |
·be· |
| ато{0} |
·bg· ·mk· ·sr· ·uk· |
| атто{0} |
·ky· ·mn· ·ru· |
| ატო{0} |
·ka· |
| ատտո{0} |
·hy· |
| אטו{0} |
·he· |
| آتو{0} |
·fa· |
| أتو{0} |
·ar· ·ps· |
| اٹو{0} |
·ur· |
| አቶ{0} |
·am· |
| अटो{0} |
·hi· ·ne· |
| अॅटॉ{0} |
·mr· |
| ऑटो{0} |
·kok· |
| অটো{0} |
·as· |
| এট্টো{0} |
·bn· |
| ਐੱਟੋ{0} |
·pa· |
| એટો{0} |
·gu· |
| ଅଟୋ{0} |
·or· |
| அட்டோ{0} |
·ta· |
| అట్టో{0} |
·te· |
| ಅಟ್ಟೋ {0} |
·kn· |
| ആറ്റോ{0} |
·ml· |
| ඇටෝ{0} |
·si· |
| อัตโต{0} |
·th· |
| ອັດໂຕ{0} |
·lo· |
| အက်တို {0} |
·my· |
| អាត់តូ{0} |
·km· |
| 아토{0} |
·ko· |
| アト{0} |
·ja· |
| 埃{0} |
·yue· ·yue_Hans· |
| 阿{0} |
·zh· |
| narrow | English: ‹a{0}› |
| {0} ам |
·kk· |
| {0} 阿米 |
·zh_Hant· |
| a{0} |
·cs· ·da· ·es· ·fil· ·ga· ·gl· ·km· ·ky· ·nb· ·pcm· ·ps· ·ro· ·sd· ·sl· ·uz· ·zu· |
| atto{0} |
·sw· |
| αττ-{0} |
·el· |
| а{0} |
·be· ·bg· ·mn· ·ru· ·uk· |
| ა{0} |
·ka· |
| ա{0} |
·hy· |
| אטו{0} |
·he· |
| آتو{0} |
·fa· |
| أ{0} |
·ar· |
| اٹو{0} |
·ur· |
| አ{0} |
·am· |
| अ {0} |
·hi· ·kok· |
| अटो{0} |
·ne· |
| अॅ{0} |
·mr· |
| অটো{0} |
·as· |
| এ{0} |
·bn· |
| ਐੱ.{0} |
·pa· |
| એટો{0} |
·gu· |
| ଅ{0} |
·or· |
| అ{0} |
·te· |
| ಅ. {0} |
·kn· |
| ඇ{0} |
·si· |
| อัตโต{0} |
·th· |
| ອຕ{0} |
·lo· |
| 埃{0} |
·yue· ·yue_Hans· |
| short | English: ‹a{0}› |
| {0} ам |
·kk· |
| {0} 阿米 |
·zh_Hant· |
| a{0} |
·all·others· |
| atto{0} |
·sw· |
| ατ-{0} |
·el· |
| а{0} |
·be· ·bg· ·mn· ·ru· ·uk· |
| ა{0} |
·ka· |
| ա{0} |
·hy· |
| אטו{0} |
·he· |
| آتو{0} |
·fa· |
| أ{0} |
·ar· |
| ا۔{0} |
·ur· |
| አ{0} |
·am· |
| अ.{0} |
·hi· ·ne· |
| अ{0} |
·kok· |
| अॅ{0} |
·mr· |
| অ.{0} |
·as· |
| এ {0} |
·bn· |
| ਐੱ.{0} |
·pa· |
| એ.{0} |
·gu· |
| ଅ.{0} |
·or· |
| அட்.{0} |
·ta· |
| అ.{0} |
·te· |
| ಅ {0} |
·kn· |
| ඇ{0} |
·si· |
| อัตโต{0} |
·th· |
| ອຕ{0} |
·lo· |
| 埃{0} |
·yue· ·yue_Hans· |
| long | English: ‹zepto{0}› |
| {0} зептометр |
·kk· |
| {0} 仄米 |
·zh_Hant· |
| {0} 介米 |
·zh_Hant_HK· |
| i-zepto{0} |
·zu· |
| septó{0} |
·is· |
| tsepto{0} |
·fi· |
| zeipti{0} |
·ga· |
| zepto-{0} |
·gd· |
| zepto{0} |
·af· ·az· ·ceb· ·chr· ·cs· ·cy· ·da· ·en· ·es· ·es_419· ·es_US· ·et· ·eu· ·fil· ·fr· ·gl· ·hr· ·hu· ·id· ·it· ·jv· ·lt· ·lv· ·ms· ·nb· ·nl· ·pl· ·pt· ·ro· ·sd· ·sk· ·sl· ·sq· ·sr_Latn· ·sv· ·sw· ·tr· ·uz· ·vi· |
| Zepto{0} |
·de· |
| zeptó{0} |
·pt_PT· |
| zeptò{0} |
·ca· |
| Zẹ́pto{0} |
·pcm· |
| ζεπτο-{0} |
·el· |
| зепто{0} |
·bg· ·ky· ·mk· ·mn· ·ru· ·sr· ·uk· |
| зэпта{0} |
·be· |
| ზეპტო{0} |
·ka· |
| զեպտո{0} |
·hy· |
| זפטו{0} |
·he· |
| زپتو{0} |
·fa· |
| زپٹو{0} |
·ur· |
| زيبتو{0} |
·ar· |
| زیپټو {0} |
·ps· |
| ዜብቶ{0} |
·am· |
| जॅप्टो{0} |
·kok· |
| जेप्टो{0} |
·ne· |
| ज़ेप्टो{0} |
·hi· |
| झेपटो{0} |
·mr· |
| জেপ্টো{0} |
·as· ·bn· |
| ਜ਼ੈਪਟੋ{0} |
·pa· |
| ઝેપ્ટો{0} |
·gu· |
| ଜିପୋଟ{0} |
·or· |
| ஜெப்டோ{0} |
·ta· |
| జెప్టో{0} |
·te· |
| ಝೆಪ್ಟೋ {0} |
·kn· |
| സെപ്റ്റോ{0} |
·ml· |
| සෙප්ටෝ{0} |
·si· |
| เซปโต{0} |
·th· |
| ເຊັບໂຕ{0} |
·lo· |
| ဇက်ပ်တို {0} |
·my· |
| ហ្សិបតូ{0} |
·km· |
| 젭토{0} |
·ko· |
| ゼプト{0} |
·ja· |
| 仄{0} |
·yue· ·yue_Hans· ·zh· |
| narrow | English: ‹z{0}› |
| {0} зм |
·kk· |
| {0} 仄米 |
·zh_Hant· |
| {0} 介米 |
·zh_Hant_HK· |
| i-z{0} |
·zu· |
| z{0} |
·cs· ·da· ·es· ·fil· ·ga· ·gl· ·km· ·nb· ·pcm· ·ps· ·ro· ·sd· ·sv· ·uz· |
| zepto{0} |
·sw· |
| ζεπ-{0} |
·el· |
| з{0} |
·be· ·bg· ·ky· ·mn· ·ru· |
| зп{0} |
·uk· |
| ზეპტო{0} |
·ka· |
| զ{0} |
·hy· |
| זפטו{0} |
·he· |
| زپتو{0} |
·fa· |
| زپٹو{0} |
·ur· |
| زيب{0} |
·ar· |
| ዜ{0} |
·am· |
| ज़े {0} |
·hi· |
| जे{0} |
·kok· |
| जेप्टो{0} |
·ne· |
| झे{0} |
·mr· |
| জে{0} |
·bn· |
| জেপ্টো{0} |
·as· |
| ਜ਼ੈ.{0} |
·pa· |
| ઝેપ્ટો{0} |
·gu· |
| ଜି{0} |
·or· |
| జె{0} |
·te· |
| ಝೆ. {0} |
·kn· |
| සෙ{0} |
·si· |
| เซปโต{0} |
·th· |
| ຊຕ{0} |
·lo· |
| 仄{0} |
·yue· ·yue_Hans· |
| short | English: ‹z{0}› |
| {0} зм |
·kk· |
| {0} 仄米 |
·zh_Hant· |
| {0} 介米 |
·zh_Hant_HK· |
| z{0} |
·all·others· |
| zepto{0} |
·sw· |
| ζπτ-{0} |
·el· |
| з{0} |
·be· ·bg· ·ky· ·mn· ·ru· |
| зп{0} |
·uk· |
| ზეპტო{0} |
·ka· |
| զ{0} |
·hy· |
| זפטו{0} |
·he· |
| ز۔{0} |
·ur· |
| زپتو{0} |
·fa· |
| زيب{0} |
·ar· |
| ዜ{0} |
·am· |
| जे.{0} |
·ne· |
| जे{0} |
·kok· |
| ज़ेे.{0} |
·hi· |
| झेप{0} |
·mr· |
| জে {0} |
·bn· |
| জে.{0} |
·as· |
| ਜ਼ੈ.{0} |
·pa· |
| ઝેપ.{0} |
·gu· |
| ଜିପ{0} |
·or· |
| ஜெப்.{0} |
·ta· |
| జె.{0} |
·te· |
| ಝೆ {0} |
·kn· |
| සෙප්{0} |
·si· |
| เซปโต{0} |
·th· |
| ຊຕ{0} |
·lo· |
| 仄{0} |
·yue· ·yue_Hans· |
| long | English: ‹yocto{0}› |
| {0} йоктометр |
·kk· |
| {0} 攸米 |
·zh_Hant_HK· |
| {0} 麼米 |
·zh_Hant· |
| i-yocto{0} |
·zu· |
| iocto{0} |
·gl· ·pt· |
| ioctó{0} |
·pt_PT· |
| jokto{0} |
·et· ·eu· ·fi· ·hr· ·lt· ·lv· ·pl· ·sl· ·sr_Latn· |
| jóktó{0} |
·is· |
| josto{0} |
·sq· |
| yoctai{0} |
·ga· |
| yocto-{0} |
·gd· |
| yocto{0} |
·ceb· ·chr· ·cy· ·da· ·en· ·es· ·es_419· ·es_US· ·fil· ·fr· ·hu· ·id· ·it· ·nl· ·ro· ·sd· ·vi· |
| yoctò{0} |
·ca· |
| yokto{0} |
·af· ·az· ·cs· ·jv· ·ms· ·nb· ·sk· ·sv· ·sw· ·tr· ·uz· |
| Yokto{0} |
·de· |
| Yókto{0} |
·pcm· |
| γιοκτο-{0} |
·el· |
| ёкта{0} |
·be· |
| ёокто{0} |
·mn· |
| иокто{0} |
·ru· |
| йокто{0} |
·bg· ·ky· ·uk· |
| јокто{0} |
·mk· ·sr· |
| იოქტო{0} |
·ka· |
| յոկտո{0} |
·hy· |
| יוקטו{0} |
·he· |
| يوكتو{0} |
·ar· |
| یکوټو {0} |
·ps· |
| یوکتو{0} |
·fa· |
| یوکٹو{0} |
·ur· |
| ዮክቶ{0} |
·am· |
| यॉक्टो{0} |
·kok· |
| योक्टो{0} |
·hi· ·mr· ·ne· |
| ইয়োক্টো{0} |
·bn· |
| য়ক্টো{0} |
·as· |
| ਯੋਕਟੋ{0} |
·pa· |
| યોક્ટો{0} |
·gu· |
| ୟୋକଟ{0} |
·or· |
| யொக்டோ{0} |
·ta· |
| యోక్టో{0} |
·te· |
| ಯೊಕ್ಟೋ {0} |
·kn· |
| യോക്റ്റോ{0} |
·ml· |
| යොක්ටෝ{0} |
·si· |
| ยอกโต{0} |
·th· |
| ຢັອກໂຕ{0} |
·lo· |
| ယောက်တို {0} |
·my· |
| យ៉ុកតូ{0} |
·km· |
| 욕토{0} |
·ko· |
| ヨクト{0} |
·ja· |
| 么{0} |
·yue_Hans· |
| 幺{0} |
·zh· |
| 麼{0} |
·yue· |
| narrow | English: ‹y{0}› |
| {0} йм |
·kk· |
| {0} 攸米 |
·zh_Hant_HK· |
| {0} 麼米 |
·zh_Hant· |
| i-y{0} |
·zu· |
| j{0} |
·lv· |
| y{0} |
·cs· ·da· ·es· ·fil· ·ga· ·gl· ·km· ·nb· ·pcm· ·ps· ·ro· ·sd· ·sv· ·uz· |
| yokto{0} |
·sw· |
| γιοκ-{0} |
·el· |
| ё{0} |
·be· ·mn· |
| и{0} |
·ru· |
| й{0} |
·bg· ·ky· ·uk· |
| იოქტო{0} |
·ka· |
| յ{0} |
·hy· |
| יוקטו{0} |
·he· |
| يك{0} |
·ar· |
| یوکتو{0} |
·fa· |
| یوکٹو{0} |
·ur· |
| ዮ{0} |
·am· |
| यॉ{0} |
·kok· |
| यो {0} |
·hi· |
| यो{0} |
·mr· |
| योक्टो{0} |
·ne· |
| ইয়ো{0} |
·bn· |
| য়ক্টো{0} |
·as· |
| ਯੋ.{0} |
·pa· |
| યોક્ટો{0} |
·gu· |
| ୟୋ{0} |
·or· |
| యో{0} |
·te· |
| ಯೊ. {0} |
·kn· |
| യോ{0} |
·ml· |
| යො{0} |
·si· |
| ยอกโต{0} |
·th· |
| ຢຕ{0} |
·lo· |
| 么{0} |
·yue_Hans· |
| 麼{0} |
·yue· |
| short | English: ‹y{0}› |
| {0} йм |
·kk· |
| {0} 攸米 |
·zh_Hant_HK· |
| {0} 麼米 |
·zh_Hant· |
| i-y{0} |
·zu· |
| j{0} |
·lv· |
| y{0} |
·all·others· |
| yokto{0} |
·sw· |
| γκτ-{0} |
·el· |
| ё{0} |
·be· ·mn· |
| и{0} |
·ru· |
| й{0} |
·bg· ·ky· ·uk· |
| იოქტო{0} |
·ka· |
| յ{0} |
·hy· |
| יוקטו{0} |
·he· |
| يك{0} |
·ar· |
| یوکتو{0} |
·fa· |
| یوکٹو{0} |
·ur· |
| ዮ{0} |
·am· |
| यॉ{0} |
·kok· |
| यो.{0} |
·hi· ·ne· |
| योक{0} |
·mr· |
| ইয়ো {0} |
·bn· |
| য়.{0} |
·as· |
| ਯੋ.{0} |
·pa· |
| યોક.{0} |
·gu· |
| ୟୋକ{0} |
·or· |
| யொ.{0} |
·ta· |
| యో.{0} |
·te· |
| ಯೊ {0} |
·kn· |
| യോ{0} |
·ml· |
| යො{0} |
·si· |
| ยอกโต{0} |
·th· |
| ຢຕ{0} |
·lo· |
| 么{0} |
·yue_Hans· |
| 麼{0} |
·yue· |
| long | English: ‹deka{0}› |
| {0} декаметр |
·kk· |
| {0} 公丈 |
·zh_Hant· |
| deaca-{0} |
·gd· |
| deacai{0} |
·ga· |
| deca{0} |
·cy· ·en_GB· ·es· ·es_419· ·es_US· ·gl· ·it· ·nl· ·pt· ·ro· |
| decà{0} |
·ca· |
| decâ{0} |
·pt_PT· |
| déca{0} |
·fr· |
| deka{0} |
·af· ·az· ·ceb· ·chr· ·cs· ·da· ·en· ·et· ·eu· ·fi· ·fil· ·hr· ·hu· ·id· ·is· ·jv· ·lt· ·lv· ·ms· ·nb· ·pl· ·sd· ·sk· ·sl· ·sq· ·sr_Latn· ·sv· ·sw· ·tr· ·uz· ·vi· ·zu· |
| Deka{0} |
·de· |
| Dẹ́ka{0} |
·pcm· |
| δεκα-{0} |
·el· |
| дека{0} |
·bg· ·ky· ·mk· ·mn· ·ru· ·sr· ·uk· |
| дэка{0} |
·be· |
| დეკა{0} |
·ka· |
| դեկա{0} |
·hy· |
| דקא{0} |
·he· |
| دکا{0} |
·fa· |
| ديكا{0} |
·ar· |
| ڈیکا{0} |
·ur· |
| ډیکا {0} |
·ps· |
| ዴካ{0} |
·am· |
| डॅका{0} |
·kok· |
| डेका{0} |
·hi· ·mr· ·ne· |
| ডেকা{0} |
·as· ·bn· |
| ਡੇਕਾ{0} |
·pa· |
| ડેકા{0} |
·gu· |
| ଡେକା{0} |
·or· |
| டெக்கா{0} |
·ta· |
| డెకా{0} |
·te· |
| ಡೆಕಾ {0} |
·kn· |
| ഡെകാ{0} |
·ml· |
| ඩෙකා{0} |
·si· |
| เดคา{0} |
·th· |
| ເດກາ{0} |
·lo· |
| ဒက်ကာ {0} |
·my· |
| ដេកា{0} |
·km· |
| 데카{0} |
·ko· |
| デカ{0} |
·ja· |
| 十{0} |
·yue· ·yue_Hans· ·zh· |
| narrow | English: ‹da{0}› |
| {0} дам |
·kk· |
| {0} 公丈 |
·zh_Hant· |
| da{0} |
·cs· ·da· ·es· ·fil· ·ga· ·gl· ·it· ·km· ·nb· ·pcm· ·ps· ·ro· ·sd· ·uz· ·zu· |
| deka{0} |
·sw· |
| δεκ-{0} |
·el· |
| да{0} |
·be· ·ky· ·mn· ·ru· ·uk· |
| дк{0} |
·bg· |
| დეკა{0} |
·ka· |
| դա{0} |
·hy· |
| דקא{0} |
·he· |
| دا{0} |
·ar· |
| دکا{0} |
·fa· |
| ڈیکا{0} |
·ur· |
| ዴ{0} |
·am· |
| डा{0} |
·kok· |
| डे {0} |
·hi· |
| डे{0} |
·mr· |
| डेका{0} |
·ne· |
| ডে{0} |
·bn· |
| ডেকা{0} |
·as· |
| ਡੇ.{0} |
·pa· |
| ડેકા{0} |
·gu· |
| ଡେ{0} |
·or· |
| డెకా{0} |
·te· |
| ಡೆ. {0} |
·kn· |
| ඩෙ{0} |
·si· |
| เดคา{0} |
·th· |
| ດກ{0} |
·lo· |
| 十{0} |
·yue· ·yue_Hans· |
| short | English: ‹da{0}› |
| {0} дам |
·kk· |
| {0} 公丈 |
·zh_Hant· |
| da{0} |
·all·others· |
| deka{0} |
·sw· |
| δκ-{0} |
·el· |
| да{0} |
·be· ·ky· ·mn· ·ru· ·uk· |
| дк{0} |
·bg· |
| დეკა{0} |
·ka· |
| դա{0} |
·hy· |
| דקא{0} |
·he· |
| دا{0} |
·ar· |
| دکا{0} |
·fa· |
| ڈے۔{0} |
·ur· |
| ዴ{0} |
·am· |
| डा{0} |
·kok· |
| डे{0} |
·mr· |
| डेका {0} |
·hi· |
| डेका{0} |
·ne· |
| ডা {0} |
·bn· |
| ডে.{0} |
·as· |
| ਡੇ.{0} |
·pa· |
| ડા.{0} |
·gu· |
| ଡେକ{0} |
·or· |
| டெக்.{0} |
·ta· |
| డెక్.{0} |
·te· |
| ಡೆಟ್ {0} |
·kn· |
| ඩෙක{0} |
·si· |
| เดคา{0} |
·th· |
| ດກ{0} |
·lo· |
| 十{0} |
·yue· ·yue_Hans· |
| long | English: ‹hecto{0}› |
| {0} гектометр |
·kk· |
| {0} 公引 |
·zh_Hant· |
| etto{0} |
·it· |
| gekto{0} |
·uz· |
| heacta-{0} |
·gd· |
| hecto{0} |
·ceb· ·chr· ·cy· ·en· ·es· ·es_419· ·es_US· ·fil· ·fr· ·gl· ·nl· ·pt· ·ro· ·sd· ·vi· ·zu· |
| hectó{0} |
·pt_PT· |
| hectò{0} |
·ca· |
| hehto{0} |
·fi· |
| heicti{0} |
·ga· |
| hekta{0} |
·sw· |
| hekto{0} |
·af· ·az· ·cs· ·da· ·et· ·eu· ·hr· ·hu· ·id· ·jv· ·lt· ·lv· ·ms· ·nb· ·pl· ·sk· ·sl· ·sq· ·sr_Latn· ·sv· ·tr· |
| Hekto{0} |
·de· |
| hektó{0} |
·is· |
| Hẹ́kto{0} |
·pcm· |
| εκατο-{0} |
·el· |
| гекта{0} |
·be· |
| гекто{0} |
·ky· ·ru· ·uk· |
| хекто{0} |
·bg· ·mk· ·mn· ·sr· |
| ჰეკტო{0} |
·ka· |
| հեկտո{0} |
·hy· |
| הקטו{0} |
·he· |
| هكتو{0} |
·ar· |
| هکتو{0} |
·fa· |
| هیکو {0} |
·ps· |
| ہیکٹو{0} |
·ur· |
| ሄክቶ{0} |
·am· |
| हॅक्टो{0} |
·kok· |
| हेक्टो{0} |
·hi· ·mr· ·ne· |
| হেক্টো{0} |
·as· ·bn· |
| ਹੈਕਟੋ{0} |
·pa· |
| હેક્ટો{0} |
·gu· |
| ହେକ୍ଟା{0} |
·or· |
| ஹெக்டா{0} |
·ta· |
| హెక్టో{0} |
·te· |
| ಹೆಕ್ಟೋ {0} |
·kn· |
| ഹെക്റ്റോ{0} |
·ml· |
| හෙක්ටෝ{0} |
·si· |
| เฮกโต{0} |
·th· |
| ເຮັກໂຕ{0} |
·lo· |
| ဟက်တို {0} |
·my· |
| ហិកតូ{0} |
·km· |
| 헥토{0} |
·ko· |
| ヘクト{0} |
·ja· |
| 百{0} |
·yue· ·yue_Hans· ·zh· |
| narrow | English: ‹h{0}› |
| {0} гм |
·kk· |
| {0} 公引 |
·zh_Hant· |
| gekto{0} |
·uz· |
| h{0} |
·cs· ·da· ·es· ·fil· ·ga· ·gl· ·km· ·nb· ·pcm· ·ps· ·ro· ·sd· ·sv· ·zu· |
| hekta{0} |
·sw· |
| εκατ-{0} |
·el· |
| г{0} |
·be· ·ky· ·ru· ·uk· |
| х{0} |
·bg· ·mn· |
| ჰ{0} |
·ka· |
| հ{0} |
·hy· |
| הקטו{0} |
·he· |
| ه{0} |
·ar· |
| هکتو{0} |
·fa· |
| ہیکٹو{0} |
·ur· |
| ሄ{0} |
·am· |
| हे {0} |
·hi· ·kok· |
| हे{0} |
·mr· |
| हेक्टो{0} |
·ne· |
| হে {0} |
·bn· |
| হেক্টো{0} |
·as· |
| ਹੈ.{0} |
·pa· |
| હેક્ટો{0} |
·gu· |
| ହେ{0} |
·or· |
| హె{0} |
·te· |
| ಹೆ. {0} |
·kn· |
| හෙ{0} |
·si· |
| เฮกโต{0} |
·th· |
| ຮຕ{0} |
·lo· |
| 百{0} |
·yue· ·yue_Hans· |
| short | English: ‹h{0}› |
| {0} гм |
·kk· |
| {0} 公引 |
·zh_Hant· |
| gekto{0} |
·uz· |
| h{0} |
·all·others· |
| hekta{0} |
·sw· |
| εκτ-{0} |
·el· |
| г{0} |
·be· ·ky· ·ru· ·uk· |
| х{0} |
·bg· ·mn· |
| ჰ{0} |
·ka· |
| հ{0} |
·hy· |
| הקטו{0} |
·he· |
| ه{0} |
·ar· |
| هکتو{0} |
·fa· |
| ہے۔{0} |
·ur· |
| ሄ{0} |
·am· |
| हे.{0} |
·hi· ·ne· |
| हे{0} |
·kok· ·mr· |
| হে.{0} |
·as· |
| হে{0} |
·bn· |
| ਹੈ.{0} |
·pa· |
| હે.{0} |
·gu· |
| ହେ.{0} |
·or· |
| ஹெ.{0} |
·ta· |
| హె.{0} |
·te· |
| ಹೆ {0} |
·kn· |
| හෙ{0} |
·si· |
| เฮกโต{0} |
·th· |
| ຮຕ{0} |
·lo· |
| 百{0} |
·yue· ·yue_Hans· |
| long | English: ‹kilo{0}› |
| {0} километр |
·kk· |
| {0} 公里 |
·zh_Hant· |
| cile{0} |
·gd· |
| cili{0} |
·ga· |
| cilo{0} |
·cy· |
| kilo{0} |
·af· ·az· ·ceb· ·chr· ·cs· ·da· ·en· ·es· ·es_419· ·et· ·eu· ·fi· ·fil· ·fr· ·hr· ·hu· ·id· ·it· ·jv· ·lt· ·lv· ·ms· ·nb· ·nl· ·pl· ·ro· ·sd· ·sk· ·sl· ·sq· ·sr_Latn· ·sv· ·sw· ·tr· ·uz· ·vi· ·zu· |
| Kilo{0} |
·de· |
| Kílo{0} |
·pcm· |
| kíló{0} |
·is· |
| quilo{0} |
·gl· ·pt· |
| quiló{0} |
·pt_PT· |
| quilò{0} |
·ca· |
| χιλιο-{0} |
·el· |
| кило{0} |
·bg· ·ky· ·mk· ·mn· ·ru· ·sr· |
| кіла{0} |
·be· |
| кіло{0} |
·uk· |
| კილო{0} |
·ka· |
| կիլո{0} |
·hy· |
| קילו{0} |
·he· |
| كيلو{0} |
·ar· |
| کلو{0} |
·ur· |
| کیلو {0} |
·ps· |
| کیلو{0} |
·fa· |
| ኪሎ{0} |
·am· |
| किलो{0} |
·hi· ·kok· ·mr· ·ne· |
| কিলো{0} |
·as· ·bn· |
| ਕਿਲੋ{0} |
·pa· |
| કિલો{0} |
·gu· |
| କିଲୋ{0} |
·or· |
| கிலோ{0} |
·ta· |
| కిలో{0} |
·te· |
| ಕಿಲೋ {0} |
·kn· |
| കിലോ{0} |
·ml· |
| කිලෝ{0} |
·si· |
| กิโล{0} |
·th· |
| ກິໂລ{0} |
·lo· |
| ကီလို {0} |
·my· |
| គីឡូ{0} |
·km· |
| 킬로{0} |
·ko· |
| キロ{0} |
·ja· |
| 千{0} |
·yue· ·yue_Hans· ·zh· |
| narrow | English: ‹k{0}› |
| {0} км |
·kk· |
| {0} 公里 |
·zh_Hant· |
| k{0} |
·cs· ·da· ·es· ·es_419· ·fil· ·ga· ·gl· ·km· ·nb· ·pcm· ·ps· ·ro· ·sd· ·uz· ·zu· |
| kilo{0} |
·sw· |
| χιλ-{0} |
·el· |
| к{0} |
·be· ·bg· ·ky· ·mn· ·ru· ·uk· |
| კ{0} |
·ka· |
| կ{0} |
·hy· |
| קילו{0} |
·he· |
| ك{0} |
·ar· |
| کلو{0} |
·ur· |
| کیلو{0} |
·fa· |
| ኪ{0} |
·am· |
| कि {0} |
·hi· ·kok· |
| कि{0} |
·mr· |
| किलो{0} |
·ne· |
| কি{0} |
·bn· |
| কিলো{0} |
·as· |
| ਕਿ.{0} |
·pa· |
| કિલો{0} |
·gu· |
| କି{0} |
·or· |
| కి{0} |
·te· |
| ಕಿ. {0} |
·kn· |
| කි{0} |
·si· |
| กิโล{0} |
·th· |
| ກມ{0} |
·lo· |
| 千{0} |
·yue· ·yue_Hans· |
| short | English: ‹k{0}› |
| {0} км |
·kk· |
| {0} 公里 |
·zh_Hant· |
| k{0} |
·all·others· |
| kilo{0} |
·sw· |
| χλ-{0} |
·el· |
| к{0} |
·be· ·bg· ·ky· ·mn· ·ru· ·uk· |
| კ{0} |
·ka· |
| կ{0} |
·hy· |
| קילו{0} |
·he· |
| ك{0} |
·ar· |
| کی{0} |
·ur· |
| کیلو{0} |
·fa· |
| ኪ{0} |
·am· |
| कि.{0} |
·hi· ·ne· |
| कि{0} |
·kok· ·mr· |
| কি{0} |
·bn· |
| কিঃ{0} |
·as· |
| ਕਿ.{0} |
·pa· |
| કિ.{0} |
·gu· |
| କି.{0} |
·or· |
| கி.{0} |
·ta· |
| కి.{0} |
·te· |
| ಕಿ {0} |
·kn· |
| කි{0} |
·si· |
| กิโล{0} |
·th· |
| ກມ{0} |
·lo· |
| 千{0} |
·yue· ·yue_Hans· |
| long | English: ‹mega{0}› |
| {0} мегаметр |
·kk· |
| {0} 兆米 |
·zh_Hant· |
| {0} 百萬米 |
·zh_Hant_HK· |
| meaga-{0} |
·gd· |
| mega{0} |
·af· ·ceb· ·chr· ·cs· ·cy· ·da· ·en· ·es· ·es_419· ·es_US· ·et· ·eu· ·fi· ·fil· ·gl· ·hr· ·hu· ·id· ·is· ·it· ·jv· ·lt· ·lv· ·ms· ·nb· ·nl· ·pl· ·pt· ·ro· ·sd· ·sk· ·sl· ·sq· ·sr_Latn· ·sv· ·sw· ·tr· ·uz· ·vi· ·zu· |
| Mega{0} |
·de· |
| megà{0} |
·ca· |
| megâ{0} |
·pt_PT· |
| méga{0} |
·fr· |
| Mẹ́ga{0} |
·pcm· |
| meigi{0} |
·ga· |
| meqa{0} |
·az· |
| μεγα-{0} |
·el· |
| мега{0} |
·be· ·bg· ·ky· ·mk· ·mn· ·ru· ·sr· ·uk· |
| მეგა{0} |
·ka· |
| մեգա{0} |
·hy· |
| מגה{0} |
·he· |
| مگا{0} |
·fa· |
| ميغا{0} |
·ar· |
| میگا {0} |
·ps· |
| میگا{0} |
·ur· |
| ሜጋ{0} |
·am· |
| मॅगा{0} |
·kok· |
| मेगा{0} |
·hi· ·mr· ·ne· |
| মেগা{0} |
·as· ·bn· |
| ਮੈਗਾ{0} |
·pa· |
| મેગા{0} |
·gu· |
| ମେଗା{0} |
·or· |
| மெகா{0} |
·ta· |
| మెగా{0} |
·te· |
| ಮೆಗಾ {0} |
·kn· |
| മെഗാ{0} |
·ml· |
| මෙගා{0} |
·si· |
| เมกะ{0} |
·th· |
| ເມກາ{0} |
·lo· |
| မီဂါ {0} |
·my· |
| មេហ្គា{0} |
·km· |
| 메가{0} |
·ko· |
| メガ{0} |
·ja· |
| 兆{0} |
·yue· ·yue_Hans· ·zh· |
| narrow | English: ‹M{0}› |
| {0} Мм |
·kk· |
| {0} 兆米 |
·zh_Hant· |
| {0} 百萬米 |
·zh_Hant_HK· |
| M{0} |
·cs· ·da· ·es· ·fil· ·ga· ·gl· ·ka· ·km· ·ky· ·nb· ·pcm· ·ps· ·ro· ·sd· ·sv· ·uz· ·zu· |
| mega{0} |
·sw· |
| μεγ-{0} |
·el· |
| М{0} |
·be· ·bg· ·mn· ·ru· ·uk· |
| Մ{0} |
·hy· |
| מגה{0} |
·he· |
| مغ{0} |
·ar· |
| مگا{0} |
·fa· |
| میگا{0} |
·ur· |
| ሜ{0} |
·am· |
| मॅ{0} |
·kok· |
| मे {0} |
·hi· |
| मे{0} |
·mr· |
| मेगा{0} |
·ne· |
| মে {0} |
·bn· |
| মেগা{0} |
·as· |
| ਮੈ.{0} |
·pa· |
| મેગા{0} |
·gu· |
| ମେ{0} |
·or· |
| మె{0} |
·te· |
| ಮೆ. {0} |
·kn· |
| මෙ{0} |
·si· |
| เมกะ{0} |
·th· |
| ມກ{0} |
·lo· |
| 兆{0} |
·yue· ·yue_Hans· |
| short | English: ‹M{0}› |
| {0} Мм |
·kk· |
| {0} 兆米 |
·zh_Hant· |
| {0} 百萬米 |
·zh_Hant_HK· |
| M{0} |
·all·others· |
| mega{0} |
·sw· |
| μγ-{0} |
·el· |
| М{0} |
·be· ·bg· ·mn· ·ru· ·uk· |
| Մ{0} |
·hy· |
| מגה{0} |
·he· |
| مغ{0} |
·ar· |
| مگا{0} |
·fa· |
| مے۔{0} |
·ur· |
| ሜ{0} |
·am· |
| मॅ{0} |
·kok· |
| मे.{0} |
·hi· ·ne· |
| मे{0} |
·mr· |
| মে.{0} |
·as· |
| মে{0} |
·bn· |
| ਮੈ.{0} |
·pa· |
| મે.{0} |
·gu· |
| ମେ.{0} |
·or· |
| மெ.{0} |
·ta· |
| ಮೆ {0} |
·kn· |
| මෙ{0} |
·si· |
| เมกะ{0} |
·th· |
| ມກ{0} |
·lo· |
| 兆{0} |
·yue· ·yue_Hans· |
| long | English: ‹giga{0}› |
| {0} гигаметр |
·kk· |
| {0} 吉米 |
·zh_Hant· |
| giga-{0} |
·gd· |
| giga{0} |
·af· ·ceb· ·chr· ·cs· ·cy· ·da· ·en· ·es· ·es_419· ·et· ·eu· ·fi· ·fil· ·fr· ·hr· ·hu· ·id· ·it· ·jv· ·lt· ·lv· ·ms· ·nb· ·nl· ·pl· ·pt· ·ro· ·sd· ·sk· ·sl· ·sq· ·sr_Latn· ·sv· ·sw· ·tr· ·uz· ·vi· ·zu· |
| Giga{0} |
·de· |
| gigà{0} |
·ca· |
| gigâ{0} |
·pt_PT· |
| gíga{0} |
·is· |
| Gíga{0} |
·pcm· |
| gigi{0} |
·ga· |
| giqa{0} |
·az· |
| xiga{0} |
·gl· |
| γιγα-{0} |
·el· |
| гига{0} |
·bg· ·ky· ·mk· ·mn· ·ru· ·sr· |
| гіга{0} |
·be· ·uk· |
| გიგა{0} |
·ka· |
| գիգա{0} |
·hy· |
| גיגה{0} |
·he· |
| غيغا{0} |
·ar· |
| ګیګا {0} |
·ps· |
| گیگا {0} |
·ur· |
| گیگا{0} |
·fa· |
| गिगा{0} |
·kok· ·ne· |
| गीगा{0} |
·hi· ·mr· |
| গিগা{0} |
·as· ·bn· |
| ਗੀਗਾ{0} |
·pa· |
| ગિગા{0} |
·gu· |
| ଗିଗା{0} |
·or· |
| ஜிகா{0} |
·ta· |
| గిగా{0} |
·te· |
| ಗಿಗಾ {0} |
·kn· |
| ഗിഗ{0} |
·ml· |
| ගිගා{0} |
·si· |
| จิกะ{0} |
·th· |
| ກິກາ{0} |
·lo· |
| ဂစ်ဂါ{0} |
·my· |
| ហ្គីហ្គា{0} |
·km· |
| 기가{0} |
·ko· |
| ギガ{0} |
·ja· |
| 吉{0} |
·yue· ·yue_Hans· ·zh· |
| narrow | English: ‹G{0}› |
| {0} Гм |
·kk· |
| {0} 吉米 |
·zh_Hant· |
| G{0} |
·cs· ·da· ·es· ·es_419· ·fil· ·ga· ·gl· ·km· ·nb· ·pcm· ·ps· ·ro· ·sd· ·sv· ·uz· ·zu· |
| giga{0} |
·sw· |
| γιγ-{0} |
·el· |
| Г{0} |
·be· ·bg· ·ky· ·mn· ·ru· ·uk· |
| გ{0} |
·ka· |
| Գ{0} |
·hy· |
| גיגה{0} |
·he· |
| غ{0} |
·ar· |
| گیگا {0} |
·ur· |
| گیگا{0} |
·fa· |
| गि{0} |
·kok· |
| गिगा{0} |
·ne· |
| गी {0} |
·hi· |
| गी{0} |
·mr· |
| গি{0} |
·bn· |
| গিগা{0} |
·as· |
| ਗੀਗਾ{0} |
·pa· |
| ગિગા{0} |
·gu· |
| ଗି{0} |
·or· |
| గి{0} |
·te· |
| ಗಿ. {0} |
·kn· |
| ගි{0} |
·si· |
| จิกะ{0} |
·th· |
| ກກ{0} |
·lo· |
| 吉{0} |
·yue· ·yue_Hans· |
| short | English: ‹G{0}› |
| {0} Гм |
·kk· |
| {0} 吉米 |
·zh_Hant· |
| G{0} |
·all·others· |
| giga{0} |
·sw· |
| γγ-{0} |
·el· |
| Г{0} |
·be· ·bg· ·ky· ·mn· ·ru· ·uk· |
| გ{0} |
·ka· |
| Գ{0} |
·hy· |
| גיגה{0} |
·he· |
| غ{0} |
·ar· |
| گی۔{0} |
·ur· |
| گیگا{0} |
·fa· |
| गि.{0} |
·ne· |
| गि{0} |
·kok· |
| गी.{0} |
·hi· |
| गी{0} |
·mr· |
| গি {0} |
·bn· |
| গি.{0} |
·as· |
| ਗੀਗਾ{0} |
·pa· |
| ગિ.{0} |
·gu· |
| ଗି.{0} |
·or· |
| ஜி.{0} |
·ta· |
| గి.{0} |
·te· |
| ಗಿ {0} |
·kn· |
| ගි{0} |
·si· |
| จิกะ{0} |
·th· |
| ກກ{0} |
·lo· |
| 吉{0} |
·yue· ·yue_Hans· |
| long | English: ‹tera{0}› |
| {0} тераметр |
·kk· |
| {0} 太米 |
·zh_Hant· |
| teiri{0} |
·ga· |
| tera-{0} |
·gd· |
| tera{0} |
·af· ·az· ·ceb· ·chr· ·cs· ·cy· ·da· ·en· ·es· ·es_419· ·et· ·eu· ·fi· ·fil· ·gl· ·hr· ·hu· ·id· ·is· ·it· ·jv· ·lt· ·lv· ·ms· ·nb· ·nl· ·pl· ·pt· ·ro· ·sd· ·sk· ·sl· ·sq· ·sr_Latn· ·sv· ·sw· ·tr· ·uz· ·vi· ·zu· |
| Tera{0} |
·de· |
| terà{0} |
·ca· |
| terâ{0} |
·pt_PT· |
| téra{0} |
·fr· |
| Tẹ́ra{0} |
·pcm· |
| τερα-{0} |
·el· |
| тера{0} |
·bg· ·ky· ·mk· ·mn· ·ru· ·sr· ·uk· |
| тэра{0} |
·be· |
| ტერა{0} |
·ka· |
| տերա{0} |
·hy· |
| טרה{0} |
·he· |
| ترا{0} |
·fa· |
| تيرا{0} |
·ar· |
| تیرا {0} |
·ps· |
| ٹیرا{0} |
·ur· |
| टेरा{0} |
·hi· ·kok· ·mr· ·ne· |
| টেরা{0} |
·bn· |
| টেৰা{0} |
·as· |
| ਟੈਰਾ{0} |
·pa· |
| ટેરા{0} |
·gu· |
| ଟେରା{0} |
·or· |
| டெரா{0} |
·ta· |
| టెరా{0} |
·te· |
| ಟೆರಾ {0} |
·kn· |
| ടെറാ{0} |
·ml· |
| ටෙරා{0} |
·si· |
| เทระ{0} |
·th· |
| ເທຣາ{0} |
·lo· |
| တယ်ရာ {0} |
·my· |
| តេរ៉ា{0} |
·km· |
| 테라{0} |
·ko· |
| テラ{0} |
·ja· |
| 太{0} |
·yue· ·yue_Hans· ·zh· |
| narrow | English: ‹T{0}› |
| {0} Тм |
·kk· |
| {0} 太米 |
·zh_Hant· |
| T{0} |
·cs· ·da· ·es· ·es_419· ·fil· ·ga· ·gl· ·km· ·ky· ·nb· ·pcm· ·ps· ·ro· ·sd· ·sv· ·uz· ·zu· |
| tera{0} |
·sw· |
| τερ-{0} |
·el· |
| Т{0} |
·be· ·bg· ·mn· ·ru· ·uk· |
| ტ{0} |
·ka· |
| Տ{0} |
·hy· |
| טרה{0} |
·he· |
| ت{0} |
·ar· |
| ترا{0} |
·fa· |
| ٹیرا{0} |
·ur· |
| टे {0} |
·hi· ·kok· |
| टे{0} |
·mr· |
| टेरा{0} |
·ne· |
| টে{0} |
·bn· |
| টেৰা{0} |
·as· |
| ટેરા{0} |
·gu· |
| ଟେ{0} |
·or· |
| டெரா{0} |
·ta· |
| టె{0} |
·te· |
| ಟೆ. {0} |
·kn· |
| ටෙ{0} |
·si· |
| เทระ{0} |
·th· |
| ທຣ{0} |
·lo· |
| 太{0} |
·yue· ·yue_Hans· |
| short | English: ‹T{0}› |
| {0} Тм |
·kk· |
| {0} 太米 |
·zh_Hant· |
| T{0} |
·all·others· |
| tera{0} |
·sw· |
| τρ-{0} |
·el· |
| Т{0} |
·be· ·bg· ·mn· ·ru· ·uk· |
| ტ{0} |
·ka· |
| Տ{0} |
·hy· |
| טרה{0} |
·he· |
| ت{0} |
·ar· |
| ترا{0} |
·fa· |
| ٹے۔{0} |
·ur· |
| टे.{0} |
·hi· ·ne· |
| टे{0} |
·kok· ·mr· |
| টে {0} |
·bn· |
| টে.{0} |
·as· |
| ਟੈ.{0} |
·pa· |
| ટે.{0} |
·gu· |
| ଟେ.{0} |
·or· |
| டெரா{0} |
·ta· |
| టె{0} |
·te· |
| ಟೆ {0} |
·kn· |
| ටෙ{0} |
·si· |
| เทระ{0} |
·th· |
| ທຣ{0} |
·lo· |
| 太{0} |
·yue· ·yue_Hans· |
| long | English: ‹peta{0}› |
| {0} петаметр |
·kk· |
| {0} 拍米 |
·zh_Hant· |
| peiti{0} |
·ga· |
| peta-{0} |
·gd· |
| peta{0} |
·af· ·az· ·ceb· ·chr· ·cs· ·cy· ·da· ·en· ·es· ·es_419· ·et· ·eu· ·fi· ·fil· ·gl· ·hr· ·hu· ·id· ·is· ·it· ·jv· ·lt· ·lv· ·ms· ·nb· ·nl· ·pl· ·pt· ·ro· ·sd· ·sk· ·sl· ·so· ·sq· ·sr_Latn· ·sv· ·sw· ·tr· ·uz· ·vi· ·zu· |
| Peta{0} |
·de· |
| petà{0} |
·ca· |
| petâ{0} |
·pt_PT· |
| péta{0} |
·fr· |
| Pẹ́ta{0} |
·pcm· |
| πετα-{0} |
·el· |
| пета{0} |
·be· ·bg· ·ky· ·mk· ·mn· ·ru· ·sr· ·uk· |
| პეტა{0} |
·ka· |
| պետա{0} |
·hy· |
| פטא{0} |
·he· |
| بيتا{0} |
·ar· |
| پتا{0} |
·fa· |
| پیٹا{0} |
·ur· |
| پیټا {0} |
·ps· |
| पेटा{0} |
·hi· ·kok· ·mr· ·ne· |
| পেটা{0} |
·as· ·bn· |
| ਪੇਟਾ{0} |
·pa· |
| પિટા{0} |
·gu· |
| ପିଟା{0} |
·or· |
| பெட்டா{0} |
·ta· |
| పెటా{0} |
·te· |
| ಪೆಟಾ {0} |
·kn· |
| පෙටා{0} |
·si· |
| เพตะ{0} |
·th· |
| ເພຕາ{0} |
·lo· |
| ပက်တာ {0} |
·my· |
| ប៉េតា{0} |
·km· |
| 페타{0} |
·ko· |
| ペタ{0} |
·ja· |
| 拍{0} |
·yue· ·yue_Hans· ·zh· |
| narrow | English: ‹P{0}› |
| {0} Пм |
·kk· |
| {0} 拍米 |
·zh_Hant· |
| P{0} |
·cs· ·da· ·es· ·es_419· ·fil· ·ga· ·gl· ·km· ·nb· ·pcm· ·ps· ·ro· ·sd· ·sv· ·uz· ·zu· |
| peta{0} |
·sw· |
| πετ-{0} |
·el· |
| П{0} |
·be· ·bg· ·ky· ·mn· ·ru· ·uk· |
| პტ{0} |
·ka· |
| Պ{0} |
·hy· |
| פטא{0} |
·he· |
| بتا{0} |
·ar· |
| پتا{0} |
·fa· |
| پیٹا{0} |
·ur· |
| पे {0} |
·hi· ·kok· |
| पे{0} |
·mr· |
| पेटा{0} |
·ne· |
| পে{0} |
·bn· |
| পেটা{0} |
·as· |
| ਪੇਟਾ{0} |
·pa· |
| પિટા{0} |
·gu· |
| ପି{0} |
·or· |
| పె{0} |
·te· |
| ಪೆ. {0} |
·kn· |
| පෙ{0} |
·si· |
| เพตะ{0} |
·th· |
| ເພຕາ{0} |
·lo· |
| 拍{0} |
·yue· ·yue_Hans· |
| short | English: ‹P{0}› |
| {0} Пм |
·kk· |
| {0} 拍米 |
·zh_Hant· |
| P{0} |
·all·others· |
| peta{0} |
·sw· |
| πτ-{0} |
·el· |
| П{0} |
·be· ·bg· ·ky· ·mn· ·ru· ·uk· |
| პტ{0} |
·ka· |
| Պ{0} |
·hy· |
| פטא{0} |
·he· |
| بتا{0} |
·ar· |
| پتا{0} |
·fa· |
| پے۔{0} |
·ur· |
| पे.{0} |
·hi· ·ne· |
| पे{0} |
·kok· ·mr· |
| পে {0} |
·bn· |
| পে.{0} |
·as· |
| ਪੇਟਾ{0} |
·pa· |
| પિ.{0} |
·gu· |
| ପି.{0} |
·or· |
| பெட்.{0} |
·ta· |
| పె{0} |
·te· |
| ಪೆ {0} |
·kn· |
| පෙ{0} |
·si· |
| เพตะ{0} |
·th· |
| ເພຕາ{0} |
·lo· |
| 拍{0} |
·yue· ·yue_Hans· |
| long | English: ‹exa{0}› |
| {0} эксаметр |
·kk· |
| {0} 艾米 |
·zh_Hant· |
| {0}Ẹ́ksa |
·pcm· |
| eicsi{0} |
·ga· |
| eksa{0} |
·af· ·az· ·et· ·fi· ·hr· ·id· ·lt· ·lv· ·ms· ·pl· ·sl· ·sr_Latn· ·uz· |
| ekza{0} |
·sq· |
| exa-{0} |
·gd· |
| exa{0} |
·ceb· ·chr· ·cs· ·cy· ·da· ·en· ·es· ·es_419· ·es_US· ·eu· ·fil· ·fr· ·gl· ·hu· ·is· ·it· ·jv· ·nb· ·nl· ·pt· ·ro· ·sd· ·sk· ·so· ·sv· ·sw· ·tr· ·vi· ·zu· |
| Exa{0} |
·de· |
| exà{0} |
·ca· |
| exâ{0} |
·pt_PT· |
| εξα-{0} |
·el· |
| екса{0} |
·bg· ·mk· ·sr· ·uk· |
| экза{0} |
·ky· |
| экса{0} |
·be· ·mn· ·ru· |
| ექსა{0} |
·ka· |
| էքսա{0} |
·hy· |
| אקסה{0} |
·he· |
| إكسا{0} |
·ar· |
| إکساء {0} |
·ps· |
| اکسا{0} |
·ur· |
| اگزا{0} |
·fa· |
| ऍक्सा{0} |
·kok· |
| एक्ज़ा{0} |
·hi· |
| एक्सा{0} |
·mr· ·ne· |
| এক্সা{0} |
·as· ·bn· |
| ਐਕਸਾ{0} |
·pa· |
| એગ્ઝા{0} |
·gu· |
| ଏକ୍ସା{0} |
·or· |
| எக்ஸா{0} |
·ta· |
| ఎక్సా{0} |
·te· |
| ಎಕ್ಸಾ {0} |
·kn· |
| എക്സാ{0} |
·ml· |
| එක්සා{0} |
·si· |
| เอกซะ{0} |
·th· |
| ເອັກຊາ{0} |
·lo· |
| အိတ်စ်ဆာ {0} |
·my· |
| អ៊ិចសា{0} |
·km· |
| 엑사{0} |
·ko· |
| エクサ{0} |
·ja· |
| 艾{0} |
·yue· ·yue_Hans· ·zh· |
| narrow | English: ‹E{0}› |
| {0} Эм |
·kk· |
| {0} 艾米 |
·zh_Hant· |
| {0}Ẹ |
·pcm· |
| E{0} |
·cs· ·da· ·es· ·fil· ·ga· ·gl· ·km· ·ky· ·nb· ·ps· ·ro· ·sd· ·sk· ·sv· ·uz· ·zu· |
| exa{0} |
·sw· |
| εξ-{0} |
·el· |
| Е{0} |
·bg· ·uk· |
| Э{0} |
·be· ·mn· ·ru· |
| ექსა{0} |
·ka· |
| Է{0} |
·hy· |
| אקס{0} |
·he· |
| إ.{0} |
·ar· |
| اکسا{0} |
·ur· |
| اگزا{0} |
·fa· |
| ए {0} |
·hi· ·kok· |
| ए{0} |
·mr· |
| एक्सा{0} |
·ne· |
| এ{0} |
·bn· |
| এক্সা{0} |
·as· |
| ਐਕਸਾ{0} |
·pa· |
| એગ્ઝા{0} |
·gu· |
| ଏ{0} |
·or· |
| ఎ{0} |
·te· |
| ಎ. {0} |
·kn· |
| එ{0} |
·si· |
| เอกซะ{0} |
·th· |
| ອຊ{0} |
·lo· |
| 艾{0} |
·yue· ·yue_Hans· |
| short | English: ‹E{0}› |
| {0} Эм |
·kk· |
| {0} 艾米 |
·zh_Hant· |
| {0}Ẹ |
·pcm· |
| E{0} |
·all·others· |
| exa{0} |
·sw· |
| εξ-{0} |
·el· |
| Е{0} |
·bg· ·uk· |
| Э{0} |
·be· ·mn· ·ru· |
| ექსა{0} |
·ka· |
| Է{0} |
·hy· |
| אקס{0} |
·he· |
| إ.{0} |
·ar· |
| اگزا{0} |
·fa· |
| ای۔{0} |
·ur· |
| ए.{0} |
·hi· ·ne· |
| ए{0} |
·kok· ·mr· |
| এ.{0} |
·as· |
| এঃ{0} |
·bn· |
| ਐਕਸਾ{0} |
·pa· |
| એગ.{0} |
·gu· |
| ଏ.{0} |
·or· |
| எ.{0} |
·ta· |
| ఎ{0} |
·te· |
| ಎ {0} |
·kn· |
| එ{0} |
·si· |
| เอกซะ{0} |
·th· |
| ອຊ{0} |
·lo· |
| 艾{0} |
·yue· ·yue_Hans· |
| long | English: ‹zetta{0}› |
| {0} зеттаметр |
·kk· |
| {0} 澤米 |
·zh_Hant_HK· |
| {0} 皆米 |
·zh_Hant· |
| setta{0} |
·is· |
| tsetta{0} |
·fi· |
| zeiti{0} |
·ga· |
| zeta{0} |
·et· ·gl· ·hr· ·lt· ·lv· ·pt· ·sl· ·sq· ·sr_Latn· |
| zetà{0} |
·ca· |
| zetâ{0} |
·pt_PT· |
| Zẹ́ta{0} |
·pcm· |
| zetta-{0} |
·gd· |
| zetta{0} |
·af· ·az· ·ceb· ·chr· ·cs· ·cy· ·da· ·en· ·es· ·es_419· ·es_US· ·eu· ·fil· ·fr· ·hu· ·id· ·it· ·jv· ·ms· ·nb· ·nl· ·pl· ·ro· ·sd· ·sk· ·so· ·sv· ·sw· ·tr· ·uz· ·vi· ·zu· |
| Zetta{0} |
·de· |
| ζεττα-{0} |
·el· |
| зета{0} |
·bg· ·mk· ·sr· ·uk· |
| зетта{0} |
·ky· ·mn· ·ru· |
| зэта{0} |
·be· |
| ზეტა{0} |
·ka· |
| զետտա{0} |
·hy· |
| זטא{0} |
·he· |
| زتا{0} |
·fa· |
| زيتا{0} |
·ar· |
| زیٹا{0} |
·ur· |
| زیټا {0} |
·ps· |
| जेटा{0} |
·ne· |
| ज़ेटा{0} |
·hi· |
| झॅटा{0} |
·kok· |
| झेट{0} |
·mr· |
| জেট্টা{0} |
·bn· |
| জেতা{0} |
·as· |
| ਜ਼ੀਟਾ{0} |
·pa· |
| ઝેટા{0} |
·gu· |
| ଜିଟା{0} |
·or· |
| ஜெட்டா{0} |
·ta· |
| జెట్టా{0} |
·te· |
| ಝೆಟ್ಟಾ {0} |
·kn· |
| സെറ്റാ{0} |
·ml· |
| සෙටා{0} |
·si· |
| เซตตะ{0} |
·th· |
| ເຊັດຕາ{0} |
·lo· |
| ဇက်တာ {0} |
·my· |
| ហ្សិតតា{0} |
·km· |
| 제타{0} |
·ko· |
| ゼタ{0} |
·ja· |
| 泽{0} |
·yue_Hans· ·zh· |
| 澤{0} |
·yue· |
| narrow | English: ‹Z{0}› |
| {0} Зм |
·kk· |
| {0} 澤米 |
·zh_Hant_HK· |
| {0} 皆米 |
·zh_Hant· |
| Z {0} |
·my· |
| Z{0} |
·cs· ·da· ·es· ·fil· ·ga· ·gl· ·km· ·nb· ·pcm· ·ps· ·ro· ·sd· ·uz· ·zu· |
| zetta{0} |
·sw· |
| ζετ-{0} |
·el· |
| З{0} |
·be· ·bg· ·ky· ·mn· ·ru· ·uk· |
| ზეტა{0} |
·ka· |
| Զ{0} |
·hy· |
| זטא{0} |
·he· |
| زت{0} |
·ar· |
| زتا{0} |
·fa· |
| زیٹا{0} |
·ur· |
| ज़े {0} |
·hi· |
| जेटा{0} |
·ne· |
| झॅ{0} |
·kok· |
| झे{0} |
·mr· |
| জে{0} |
·bn· |
| জেতা{0} |
·as· |
| ਜ਼ੀਟਾ{0} |
·pa· |
| ઝેટા{0} |
·gu· |
| ଜି{0} |
·or· |
| జె{0} |
·te· |
| ಝೆಟ್. {0} |
·kn· |
| සෙ{0} |
·si· |
| เซตตะ{0} |
·th· |
| ຊ{0} |
·lo· |
| 泽{0} |
·yue_Hans· |
| 澤{0} |
·yue· |
| short | English: ‹Z{0}› |
| {0} Зм |
·kk· |
| {0} 澤米 |
·zh_Hant_HK· |
| {0} 皆米 |
·zh_Hant· |
| Z{0} |
·all·others· |
| zetta{0} |
·sw· |
| ζτ-{0} |
·el· |
| З{0} |
·be· ·bg· ·ky· ·mn· ·ru· ·uk· |
| ზეტა{0} |
·ka· |
| Զ{0} |
·hy· |
| זטא{0} |
·he· |
| زت{0} |
·ar· |
| زتا{0} |
·fa· |
| زے{0} |
·ur· |
| ज़े.{0} |
·hi· |
| जेटा{0} |
·ne· |
| झॅ{0} |
·kok· |
| झेटा.{0} |
·mr· |
| জ.{0} |
·as· |
| জেঃ{0} |
·bn· |
| ਜ਼ੀਟਾ{0} |
·pa· |
| ઝે.{0} |
·gu· |
| ଜି.{0} |
·or· |
| ஜெ.{0} |
·ta· |
| జెట్.{0} |
·te· |
| ಝೆಟ್ {0} |
·kn· |
| සෙට{0} |
·si· |
| เซตตะ{0} |
·th· |
| ຊ{0} |
·lo· |
| 泽{0} |
·yue_Hans· |
| 澤{0} |
·yue· |
| long | English: ‹yotta{0}› |
| {0} йоттаметр |
·kk· |
| {0} 佑米 |
·zh_Hant· |
| iota{0} |
·gl· ·pt· |
| iotâ{0} |
·pt_PT· |
| jota{0} |
·et· ·hr· ·lt· ·lv· ·sl· ·sq· ·sr_Latn· |
| jotta{0} |
·fi· ·pl· |
| jótta{0} |
·is· |
| yotà{0} |
·ca· |
| Yóta{0} |
·pcm· |
| yotai{0} |
·ga· |
| yotta-{0} |
·gd· |
| yotta{0} |
·af· ·az· ·ceb· ·chr· ·cs· ·cy· ·da· ·en· ·es· ·es_419· ·es_US· ·eu· ·fil· ·fr· ·hu· ·id· ·it· ·jv· ·ms· ·nb· ·nl· ·ro· ·sd· ·sk· ·so· ·sv· ·sw· ·tr· ·uz· ·vi· ·zu· |
| Yotta{0} |
·de· |
| γιοττα-{0} |
·el· |
| ёотта{0} |
·mn· |
| ёта{0} |
·be· |
| иотта{0} |
·ru· |
| йота{0} |
·bg· ·uk· |
| йотта{0} |
·ky· |
| јота{0} |
·mk· ·sr· |
| იოტა{0} |
·ka· |
| յոտտա{0} |
·hy· |
| יוטא{0} |
·he· |
| يوتا{0} |
·ar· |
| یوتا{0} |
·fa· |
| یوٹا{0} |
·ur· |
| یوټا {0} |
·ps· |
| योटा{0} |
·hi· ·kok· ·mr· ·ne· |
| ইয়োট্টা{0} |
·bn· |
| য়োটা{0} |
·as· |
| ਯੋਟਾ{0} |
·pa· |
| યોટા{0} |
·gu· |
| ୟୋଟା{0} |
·or· |
| யாட்டா{0} |
·ta· |
| యొట్టా{0} |
·te· |
| ಯೊಟ್ಟಾ {0} |
·kn· |
| യൊറ്റാ{0} |
·ml· |
| යොටා{0} |
·si· |
| ยอตตะ{0} |
·th· |
| ຢັອດຕາ{0} |
·lo· |
| ယိုဒါ {0} |
·my· |
| យ៉ុតតា{0} |
·km· |
| 요타{0} |
·ko· |
| ヨタ{0} |
·ja· |
| 堯{0} |
·yue· |
| 尧{0} |
·yue_Hans· ·zh· |
| narrow | English: ‹Y{0}› |
| {0} Йм |
·kk· |
| {0} 佑米 |
·zh_Hant· |
| Y {0} |
·my· |
| Y{0} |
·cs· ·da· ·es· ·fil· ·ga· ·gl· ·km· ·nb· ·pcm· ·ps· ·ro· ·sd· ·sv· ·uz· ·zu· |
| yotta{0} |
·sw· |
| γιοτ-{0} |
·el· |
| Ё{0} |
·be· ·mn· |
| И{0} |
·ru· |
| Й{0} |
·bg· ·ky· ·uk· |
| ი{0} |
·ka· |
| Յ{0} |
·hy· |
| יוטא{0} |
·he· |
| يو{0} |
·ar· |
| یوتا{0} |
·fa· |
| یوٹا{0} |
·ur· |
| यो {0} |
·hi· ·kok· |
| यो{0} |
·mr· |
| योटा{0} |
·ne· |
| ই{0} |
·bn· |
| য়োটা{0} |
·as· |
| ਯੋਟਾ{0} |
·pa· |
| યોટા{0} |
·gu· |
| ୟୋ{0} |
·or· |
| యొ{0} |
·te· |
| ಯೊ. {0} |
·kn· |
| යො{0} |
·si· |
| ยอตตะ{0} |
·th· |
| ຢ{0} |
·lo· |
| 堯{0} |
·yue· |
| 尧{0} |
·yue_Hans· |
| short | English: ‹Y{0}› |
| {0} Йм |
·kk· |
| {0} 佑米 |
·zh_Hant· |
| Y{0} |
·all·others· |
| yotta{0} |
·sw· |
| γττ-{0} |
·el· |
| Ё{0} |
·be· ·mn· |
| И{0} |
·ru· |
| Й{0} |
·bg· ·ky· ·uk· |
| ი{0} |
·ka· |
| Յ{0} |
·hy· |
| יוטא{0} |
·he· |
| يو{0} |
·ar· |
| یو{0} |
·ur· |
| یوتا{0} |
·fa· |
| यो{0} |
·kok· |
| योट{0} |
·mr· |
| योटा {0} |
·hi· |
| योटा{0} |
·ne· |
| ইঃ{0} |
·bn· |
| য়ো.{0} |
·as· |
| ਯੋਟਾ{0} |
·pa· |
| યો.{0} |
·gu· |
| ୟୋ.{0} |
·or· |
| யா.{0} |
·ta· |
| యొ{0} |
·te· |
| ಯೊಟ್ {0} |
·kn· |
| යොට{0} |
·si· |
| ยอตตะ{0} |
·th· |
| ຢ{0} |
·lo· |
| 堯{0} |
·yue· |
| 尧{0} |
·yue_Hans· |
| long | English: ‹{0} per {1}› |
| {0} {1} kohta |
·et· |
| {0} / {1} |
·gd· |
| {0} á {1} |
·is· |
| {0} al {1} |
·it· |
| {0} deg {1} |
·kab· |
| {0} dre {1} |
·br· |
| {0} Fọ Ẹ́vri {1} |
·pcm· |
| {0} ʻi he {1} |
·to· |
| {0} juohke {1} |
·se· |
| {0} kada {1} |
·ceb· ·fil· |
| {0} kwa kila {1} |
·sw· |
| {0} na {1} |
·pl· ·sl· |
| {0} në {1} |
·sq· |
| {0} nge-{1} |
·zu· |
| {0} par {1} |
·fr· |
| {0} pe {1} |
·ro· |
| {0} per {1} |
·af· ·ast· ·ca· ·en· ·fy· ·hu· ·ia· ·id· ·kl· ·ms· ·nb· ·nl· ·nn· ·sv· |
| {0} por {1} |
·es· ·gl· ·pt· ·pt_PT· |
| {0} pr. {1} |
·da· |
| {0} pro {1} |
·de· ·gsw· ·ksh· |
| {0} pur {1} |
·kea· |
| {0} sa {1} |
·ga· |
| {0} saben {1} |
·jv· |
| {0} ανά {1} |
·el· |
| {0} на {1} |
·bg· ·mk· ·uk· |
| {0} ל{1} |
·he· |
| {0} در {1} |
·fa· |
| {0} فی {1} |
·ur· |
| {0} لكل {1} |
·ar· |
| {0} በ{1} |
·am· |
| {0} प्रति {1} |
·hi· ·mr· |
| {0} ਪ੍ਰਤੀ {1} |
·pa· |
| {0} પ્રતિ {1} |
·gu· |
| {0} ຕໍ່ {1} |
·lo· |
| {0} ក្នុងមួយ {1} |
·km· |
| {0} ᎾᎿ {1} |
·chr· |
| {0}/{1} |
·az· ·be· ·bs· ·cs· ·cy· ·eu· ·fi· ·fo· ·hr· ·hy· ·ka· ·kk· ·lt· ·lv· ·ml· ·mzn· ·ru· ·sah· ·sk· ·sr· ·sr_Latn· ·ta· ·te· ·tr· ·ug· ·uz· ·uz_Cyrl· ·zh_Hans_HK· ·zh_Hans_MO· ·zh_Hans_SG· |
| {0}في {1} |
·ps· |
| {0}प्रति{1} |
·ne· |
| {0}ต่อ{1} |
·th· |
| {0}毎{1} |
·ja· |
| {0}每{1} |
·zh_Hant_HK· |
| {1} başyna {0} |
·tk· |
| {1} тутамд {0} |
·mn· |
| {1} क {0} |
·kok· |
| {1} প্রতি {0} |
·bn· |
| {1} ପ୍ରତି {0} |
·or· |
| {1} ට {0} බැගින් |
·si· |
| {1} 𑄛𑄳𑄢𑄧𑄖𑄨 {0} |
·ccp· |
| {1}/{0} |
·ky· |
| {1}당 {0} |
·ko· |
| في {1} تي {0} |
·sd· |
| প্ৰতি {1}ত {0} |
·as· |
| ಪ್ರತಿ {1} ಗೆ {0} |
·kn· |
| တစ်{1} လျှင် {0} |
·my· |
| 每 {1} {0} |
·yue· ·yue_Hans· |
| 每{1} {0} |
·zh_Hant· |
| 每{1}{0} |
·zh· |
| narrow | English: ‹{0}/{1}› |
| {0}/{1} |
·af· ·am· ·ar· ·as· ·ast· ·az· ·be· ·bg· ·bn· ·br· ·bs· ·ca· ·ccp· ·chr· ·cs· ·cy· ·da· ·de· ·el· ·en_AU· ·es· ·et· ·eu· ·fa· ·fi· ·fil· ·fo· ·fr· ·fy· ·ga· ·gd· ·gl· ·gsw· ·gu· ·he· ·hi· ·hr· ·hu· ·hy· ·ia· ·id· ·is· ·it· ·ja· ·jv· ·ka· ·kab· ·kk· ·kl· ·km· ·kn· ·ko· ·ksh· ·lo· ·lt· ·lv· ·mk· ·ml· ·mn· ·mr· ·ms· ·my· ·mzn· ·nb· ·nl· ·nn· ·or· ·pa· ·pcm· ·ps· ·pt_PT· ·ro· ·ru· ·sah· ·sd· ·se· ·si· ·sk· ·sl· ·sq· ·sr· ·sr_Latn· ·sv· ·sw· ·ta· ·te· ·th· ·tk· ·to· ·tr· ·uk· ·ur· ·uz· ·uz_Cyrl· ·yue· ·yue_Hans· ·zh· ·zh_Hant· ·zu· |
| {0}प्रति {1} |
·ne· |
| {1}/{0} |
·ky· |
| short | English: ‹{0}/{1}› |
| {0}/{1} |
·gsw· ·kab· ·kl· ·pt_PT· ·sah· ·all·others· |
| {0}प्रति {1} |
·ne· |
| {1}/{0} |
·ky· |
| long-one | English: ‹square {0}› |
| {0} cadrado |
·gl· |
| {0} carré |
·fr· |
| {0} ceàrnagach |
·gd· |
| {0} cearnaithe |
·ga· |
| {0} karratu |
·eu· |
| {0} katror |
·sq· |
| {0} kuwadrado |
·fil· |
| {0} kvadrat |
·uz· |
| {0} kw. |
·pl· |
| {0} mraba |
·sw· |
| {0} quadrado |
·pt_PT· |
| {0} quadrat |
·ca· |
| {0} quadro |
·it· |
| {0} sgwâr |
·cy· |
| {0} квадратен |
·mk· |
| {0} בריבוע |
·he· |
| {0} مربع |
·fa· |
| {0} مربّع |
·ar· |
| {0}² |
·cs· ·fr_CA· ·hu· |
| {0}kare |
·tr· |
| {0}مربع |
·ps· |
| četvorni {0} |
·hr· |
| cuadrado {0} |
·es_US· |
| kvadrat {0} |
·az· |
| kvadrat{0} |
·da· ·nb· ·sv· |
| kvadrāt{0} |
·lv· |
| kvadratni {0} |
·bs· ·sl· ·sr_Latn· |
| kwadrat {0} |
·tk· |
| neliö{0} |
·fi· |
| Quadrat{0} |
·de· |
| ruut{0} |
·et· |
| Skwia {0} |
·pcm· |
| square {0} |
·ceb· ·en· ·zu· |
| štvorcový {0} |
·sk· |
| vierkante {0} |
·af· ·nl· |
| τετραγωνικό {0} |
·el· |
| кв. {0} |
·ru· |
| квадрат {0} |
·mn· |
| квадратен {0} |
·bg· |
| квадратни {0} |
·sr· |
| квадратний {0} |
·uk· |
| квадратны {0} |
·be· |
| чарчы {0} |
·ky· |
| კვადრატული {0} |
·ka· |
| քառակուսի {0} |
·hy· |
| اسڪوائر {0} |
·sd· |
| مربع {0} |
·ur· |
| चौरस {0} |
·mr· |
| वर्ग {0} |
·hi· ·ne· |
| বর্গ {0} |
·bn· |
| বৰ্গ {0} |
·as· |
| ਵਰਗ{0} |
·pa· |
| ચોરસ {0} |
·gu· |
| ସ୍କୋୟାର୍{0} |
·or· |
| சதுர {0} |
·ta· |
| చదరపు {0} |
·te· |
| ಚದರ {0} |
·kn· |
| വർഗ്ഗം {0} |
·ml· |
| වර්ග {0} |
·si· |
| long-two | English: ‹{0}²› |
| {0} cheàrnagach |
·gd· |
| long-few | English: ‹{0}²› |
| {0} ceàrnagach |
·gd· |
| {0} kw. |
·pl· |
| {0}² |
·cs· |
| četvorna {0} |
·hr· |
| kvadratna {0} |
·bs· ·sr_Latn· |
| štvorcové {0} |
·sk· |
| кв. {0} |
·ru· |
| квадратна {0} |
·sr· |
| квадратні {0} |
·uk· |
| квадратныя {0} |
·be· |
| long-many | English: ‹{0}²› |
| {0} kw. |
·pl· |
| {0}² |
·cs· |
| štvorcového {0} |
·sk· |
| кв. {0} |
·ru· |
| квадратних {0} |
·uk· |
| квадратных {0} |
·be· |
| long-other | English: ‹square {0}› |
| {0} cadrado |
·gl· |
| {0} ceàrnagach |
·gd· |
| {0} chearnaithe |
·ga· |
| {0} karratu |
·eu· |
| {0} katror |
·sq· |
| {0} kuwadrado |
·fil· |
| {0} kvadrat |
·uz· |
| {0} kw. |
·pl· |
| {0} mraba |
·sw· |
| {0} persegi |
·id· |
| {0} quadrados |
·pt_PT· |
| {0} quadrats |
·ca· |
| {0} quadri |
·it· |
| {0} sgwâr |
·cy· |
| {0} квадратни |
·mk· |
| {0} مربع |
·fa· ·ps· |
| {0} مربّع |
·ar· |
| {0}² |
·cs· ·hu· |
| {0}kare |
·tr· |
| četvornih {0} |
·hr· |
| cuadrado {0} |
·es_US· |
| kvadrat {0} |
·az· |
| kvadrat{0} |
·da· ·nb· ·sv· |
| kvadrāt{0} |
·lv· |
| kvadratnih {0} |
·bs· ·sr_Latn· |
| kwadrat {0} |
·tk· |
| neliö{0} |
·fi· |
| peng loro {0} |
·jv· |
| persegi {0} |
·ms· |
| Quadrat{0} |
·de· |
| ruut{0} |
·et· |
| Skwia {0} |
·pcm· |
| square {0} |
·ceb· ·en· ·zu· |
| štvorcových {0} |
·sk· |
| vierkante {0} |
·af· ·nl· |
| τετραγωνικά {0} |
·el· |
| кв. {0} |
·be· ·ru· |
| квадрат {0} |
·mn· |
| квадратни {0} |
·bg· |
| квадратних {0} |
·sr· |
| квадратного {0} |
·uk· |
| чарчы {0} |
·ky· |
| კვადრატული {0} |
·ka· |
| քառակուսի {0} |
·hy· |
| اسڪوائر {0} |
·sd· |
| مربع {0} |
·ur· |
| चवकोण {0} |
·kok· |
| चौरस {0} |
·mr· |
| वर्ग {0} |
·hi· ·ne· |
| বর্গ{0} |
·bn· |
| বৰ্গ {0} |
·as· |
| ਵਰਗ{0} |
·pa· |
| ચોરસ {0} |
·gu· |
| ସ୍କୋ{0} |
·or· |
| சதுர {0} |
·ta· |
| చదరపు {0} |
·te· |
| ಚ. {0} |
·kn· |
| වර්ග {0} |
·si· |
| ຕາ{0} |
·lo· |
| နှစ်ထပ်ကိန်း {0} |
·my· |
| 제곱{0} |
·ko· |
| 平方{0} |
·ja· ·yue· ·yue_Hans· |
| short-one | English: ‹{0}²› |
| {0}² |
·be· ·bg· ·bn· ·cs· ·es· ·fi· ·hi· ·hu· ·hy· ·ka· ·kn· ·mk· ·mn· ·mr· ·ne· ·pa· ·pcm· ·sd· ·sr· ·sr_Latn· ·te· ·uz· ·zu· |
| مربع {0} |
·ps· |
| short-few | English: ‹{0}²› |
| {0}² |
·be· ·cs· ·sr· ·sr_Latn· |
| short-many | English: ‹{0}²› |
| {0}² |
·be· ·cs· |
| short-other | English: ‹{0}²› |
| {0}² |
·all·others· |
| 平方{0} |
·yue· ·yue_Hans· |
| narrow-one | English: ‹{0}²› |
| {0}² |
·be· ·bn· ·cs· ·es· ·fi· ·hi· ·hu· ·hy· ·ka· ·mk· ·mn· ·mr· ·ne· ·pa· ·pcm· ·sd· ·sr· ·sr_Latn· ·uz· ·zu· |
| مربع {0} |
·ps· |
| narrow-few | English: ‹{0}²› |
| {0}² |
·be· ·cs· ·sr· ·sr_Latn· |
| narrow-many | English: ‹{0}²› |
| {0}² |
·be· ·cs· |
| narrow-other | English: ‹{0}²› |
| {0}² |
·be· ·bn· ·cs· ·es· ·fi· ·hi· ·hu· ·hy· ·ka· ·lo· ·mk· ·mn· ·mr· ·ne· ·pa· ·pcm· ·sd· ·uz· ·zu· |
| 平方{0} |
·yue· ·yue_Hans· |
| long | English: ‹square {0}› |
| {0} cadrado |
·gl· |
| {0} cearnach |
·ga· |
| {0} ceàrnagach |
·gd· |
| {0} karratu |
·eu· |
| {0} katror |
·sq· |
| {0} kvadrat |
·uz· |
| {0} kw. |
·pl· |
| {0} mraba |
·sw· |
| {0} persegi |
·id· ·ms· |
| {0} quadrados |
·pt_PT· |
| {0} quadrats |
·ca· |
| {0} quadri |
·it· |
| {0} sgwâr |
·cy· |
| {0} مربّع |
·ar· |
| {0} ការ៉េ |
·km· |
| {0}² |
·es· ·ro· ·zh_Hant· |
| {0}kare |
·tr· |
| četvorni {0} |
·hr· |
| čtvereční {0} |
·cs· |
| kvadrat{0} |
·az· ·da· ·nb· ·sv· |
| kvadrāt{0} |
·lv· |
| kvadratni {0} |
·sl· ·sr_Latn· |
| négyzet{0} |
·hu· |
| neliö{0} |
·fi· |
| peng loro {0} |
·jv· |
| Quadrat{0} |
·de· |
| ruut{0} |
·et· |
| Skwia {0} |
·pcm· |
| square {0} |
·ceb· ·en· ·fil· ·zu· |
| štvorcové {0} |
·sk· |
| vierkante {0} |
·af· ·nl· |
| τετραγωνικό {0} |
·el· |
| кв. {0} |
·ru· |
| квадрат {0} |
·mn· |
| квадратни {0} |
·bg· ·mk· ·sr· |
| квадратні {0} |
·uk· |
| квадратныя {0} |
·be· |
| чарчы {0} |
·ky· |
| კვადრატული {0} |
·ka· |
| քառակուսի {0} |
·hy· |
| اسڪوائر {0} |
·sd· |
| مربع {0} |
·fa· ·ps· ·ur· |
| चवकोण {0} |
·kok· |
| चौरस {0} |
·mr· |
| वर्ग {0} |
·hi· ·ne· |
| বর্গ {0} |
·bn· |
| বৰ্গ {0} |
·as· |
| ਵਰਗ{0} |
·pa· |
| ચોરસ {0} |
·gu· |
| ସ୍କୋୟାର୍ {0} |
·or· |
| சதுர {0} |
·ta· |
| చదరపు {0} |
·te· |
| ಚದರ {0} |
·kn· |
| വർഗ്ഗം {0} |
·ml· |
| වර්ගය {0} |
·si· |
| ຕາ{0} |
·lo· |
| နှစ်ထပ်ကိန်း {0} |
·my· |
| ᏅᎩ ᏧᏅᏏᏯ {0} |
·chr· |
| 제곱{0} |
·ko· |
| 平方{0} |
·ja· ·yue· ·yue_Hans· ·zh· |
| narrow | English: ‹{0}²› |
| {0}² |
·be· ·bg· ·bn· ·cs· ·da· ·es· ·es_419· ·fa· ·fil· ·ga· ·gl· ·hi· ·ka· ·km· ·mn· ·mr· ·nb· ·ne· ·pa· ·pcm· ·ps· ·ro· ·sd· ·si· ·sv· ·uz· ·zh_Hant· ·zu· |
| 平方{0} |
·yue· ·yue_Hans· |
| short | English: ‹{0}²› |
| {0}² |
·all·others· |
| 平方{0} |
·yue· ·yue_Hans· |
| long-one | English: ‹cubic {0}› |
| {0} ciùbach |
·gd· |
| {0} ciwbig |
·cy· |
| {0} cube |
·fr· ·fr_CA· |
| {0} cúbic |
·ca· |
| {0} cúbico |
·gl· ·pt_PT· |
| {0} cubo |
·it· |
| {0} kub |
·sq· ·uz· |
| {0} kubiko |
·eu· |
| {0} mchemraba |
·sw· |
| {0} sześc. |
·pl· |
| {0} кубен |
·mk· |
| {0} מעוקב |
·he· |
| {0} مكعّب |
·ar· |
| {0} مکعب |
·fa· |
| {0}³ |
·cs· ·es· ·hu· ·ps· |
| {0}küp |
·tr· |
| cubic {0} |
·ceb· ·en· ·sd· ·zu· |
| cubic na {0} |
·fil· |
| cúbico{0} |
·es_US· |
| kub {0} |
·az· ·tk· |
| kubický {0} |
·sk· |
| kubični {0} |
·sl· |
| kubieke {0} |
·af· ·nl· |
| Kúbik {0} |
·pcm· |
| kubik{0} |
·da· ·lv· ·sv· |
| Kubik{0} |
·de· |
| kubikk{0} |
·nb· |
| kubni {0} |
·bs· ·hr· ·sr_Latn· |
| kuup{0} |
·et· |
| kuutio{0} |
·fi· |
| κυβικό {0} |
·el· |
| куб {0} |
·mn· |
| куб. {0} |
·ru· |
| кубик {0} |
·ky· |
| кубичен {0} |
·bg· |
| кубічний {0} |
·uk· |
| кубічны {0} |
·be· |
| кубни {0} |
·sr· |
| კუბური {0} |
·ka· |
| խորանարդ {0} |
·hy· |
| کیوبک {0} |
·ur· |
| घन {0} |
·hi· ·ne· |
| घन{0} |
·mr· |
| ঘন {0} |
·as· ·bn· |
| ਘਣ{0} |
·pa· |
| ક્યુબિક {0} |
·gu· |
| କ୍ୟୁବିକ୍ {0} |
·or· |
| கன {0} |
·ta· |
| క్యూబిక్ {0} |
·te· |
| ಕ್ಯೂಬಿಕ್ {0} |
·kn· |
| ക്യുബിക് {0} |
·ml· |
| ඝන {0} |
·si· |
| long-two | English: ‹{0}³› |
| {0} chiùbach |
·gd· |
| long-few | English: ‹{0}³› |
| {0} ciùbach |
·gd· |
| {0} sześc. |
·pl· |
| {0}³ |
·be· ·cs· |
| kubické {0} |
·sk· |
| kubna {0} |
·bs· ·hr· ·sr_Latn· |
| куб. {0} |
·ru· |
| кубічні {0} |
·uk· |
| кубна {0} |
·sr· |
| long-many | English: ‹{0}³› |
| {0} sześc. |
·pl· |
| {0}³ |
·be· ·cs· |
| kubického {0} |
·sk· |
| куб. {0} |
·ru· |
| кубічних {0} |
·uk· |
| long-other | English: ‹cubic {0}› |
| {0} ciúbach |
·ga· |
| {0} ciùbach |
·gd· |
| {0} ciwbig |
·cy· |
| {0} cubes |
·fr_CA· |
| {0} cubi |
·it· |
| {0} cúbico |
·gl· |
| {0} cúbicos |
·pt_PT· |
| {0} cúbics |
·ca· |
| {0} kub |
·sq· ·uz· |
| {0} kubik |
·id· |
| {0} kubiko |
·eu· |
| {0} mchemraba |
·sw· |
| {0} sześc. |
·pl· |
| {0} кубни |
·mk· |
| {0} مكعّب |
·ar· |
| {0} مکعب |
·fa· |
| {0}³ |
·cs· ·es· ·hu· |
| {0}küp |
·tr· |
| {0}معکب |
·ps· |
| {0}ກ້ອນ |
·lo· |
| cubic {0} |
·ceb· ·en· ·fil· ·zu· |
| cúbico{0} |
·es_US· |
| kub {0} |
·az· ·tk· |
| kubických {0} |
·sk· |
| kubieke {0} |
·af· ·nl· |
| Kúbik {0} |
·pcm· |
| kubik{0} |
·da· ·lv· ·sv· |
| Kubik{0} |
·de· |
| kubikk{0} |
·nb· |
| kubnih {0} |
·bs· ·hr· ·sr_Latn· |
| kuup{0} |
·et· |
| kuutio{0} |
·fi· |
| padu {0} |
·ms· |
| peng telu {0} |
·jv· |
| κυβικά {0} |
·el· |
| куб {0} |
·mn· |
| куб. {0} |
·be· ·ru· |
| кубик {0} |
·ky· |
| кубични {0} |
·bg· |
| кубічного {0} |
·uk· |
| кубних {0} |
·sr· |
| კუბური {0} |
·ka· |
| کیوبک {0} |
·ur· |
| ڪيوبڪ{0} |
·sd· |
| घन {0} |
·hi· ·ne· |
| घन{0} |
·mr· |
| घनाकार {0} |
·kok· |
| ঘন {0} |
·as· ·bn· |
| ਘਣ{0} |
·pa· |
| ક્યુબિક {0} |
·gu· |
| କ୍ୟୁ {0} |
·or· |
| கன {0} |
·ta· |
| క్యూబిక్ {0} |
·te· |
| ಕ್ಯೂ {0} |
·kn· |
| ඝන {0} |
·si· |
| ကုဗ {0} |
·my· |
| 세제곱{0} |
·ko· |
| 立方{0} |
·ja· ·yue· ·yue_Hans· |
| short-one | English: ‹{0}³› |
| {0}³ |
·be· ·bn· ·cs· ·el· ·es· ·fi· ·hi· ·hu· ·hy· ·ka· ·mk· ·mn· ·mr· ·pa· ·pcm· ·ps· ·sd· ·uz· ·zu· |
| short-few | English: ‹{0}³› |
| {0}³ |
·be· ·cs· |
| short-many | English: ‹{0}³› |
| {0}³ |
·be· ·cs· |
| short-other | English: ‹{0}³› |
| {0}³ |
·all·others· |
| 立方{0} |
·yue· ·yue_Hans· |
| narrow-one | English: ‹{0}³› |
| {0}³ |
·be· ·bn· ·cs· ·el· ·es· ·fi· ·hi· ·hu· ·hy· ·ka· ·mk· ·mn· ·mr· ·pa· ·pcm· ·uz· ·zu· |
| narrow-few | English: ‹{0}³› |
| {0}³ |
·be· ·cs· |
| narrow-many | English: ‹{0}³› |
| {0}³ |
·be· ·cs· |
| narrow-other | English: ‹{0}³› |
| {0}³ |
·be· ·bn· ·cs· ·es· ·fi· ·hi· ·hu· ·hy· ·ka· ·mk· ·mn· ·mr· ·pa· ·pcm· ·uz· ·zu· |
| 立方{0} |
·yue· ·yue_Hans· |
| long | English: ‹cubic {0}› |
| {0} ciúbach |
·ga· |
| {0} ciùbach |
·gd· |
| {0} ciwbig |
·cy· |
| {0} cubes |
·fr_CA· |
| {0} cubi |
·it· |
| {0} cúbico |
·gl· |
| {0} cúbicos |
·pt_PT· |
| {0} cúbics |
·ca· |
| {0} kub |
·sq· ·uz· |
| {0} kubik |
·id· |
| {0} kubiko |
·eu· |
| {0} mchemraba |
·sw· |
| {0} padu |
·ms· |
| {0} sześc. |
·pl· |
| {0} مكعّب |
·ar· |
| {0} ແມັດກ້ອນ |
·lo· |
| {0}³ |
·es· ·ro· ·zh_Hant· |
| {0}küp |
·tr· |
| {0}គូប |
·km· |
| cubic {0} |
·ceb· ·chr· ·en· ·fil· ·zu· |
| köb{0} |
·hu· |
| krychlové {0} |
·cs· |
| kub {0} |
·az· |
| kub. {0} |
·lt· |
| kubické {0} |
·sk· |
| kubični {0} |
·sl· |
| kubieke {0} |
·af· ·nl· |
| Kúbik {0} |
·pcm· |
| kubik{0} |
·da· ·lv· ·sv· |
| Kubik{0} |
·de· |
| kubikk{0} |
·nb· |
| kubni {0} |
·hr· ·sr_Latn· |
| kuup{0} |
·et· |
| kuutio{0} |
·fi· |
| peng telu {0} |
·jv· |
| κυβικό {0} |
·el· |
| куб {0} |
·mn· |
| куб. {0} |
·ru· |
| кубик {0} |
·ky· |
| кубични {0} |
·bg· |
| кубічні {0} |
·uk· |
| кубічныя {0} |
·be· |
| кубни {0} |
·mk· ·sr· |
| კუბური {0} |
·ka· |
| խորանարդ {0} |
·hy· |
| کیوبک {0} |
·ps· ·ur· |
| ڪيوبڪ {0} |
·sd· |
| مکعب {0} |
·fa· |
| घन {0} |
·hi· ·ne· |
| घन{0} |
·mr· |
| घनाकार {0} |
·kok· |
| কিউবিক {0} |
·bn· |
| ঘন {0} |
·as· |
| ਘਣ{0} |
·pa· |
| ક્યુબિક {0} |
·gu· |
| କ୍ୟୁବି {0} |
·or· |
| கன {0} |
·ta· |
| క్యూబిక్ {0} |
·te· |
| ಕ್ಯೂ. {0} |
·kn· |
| ඝන {0} |
·si· |
| ကုဗ {0} |
·my· |
| 세제곱{0} |
·ko· |
| 立方{0} |
·ja· ·yue· ·yue_Hans· ·zh· |
| narrow | English: ‹{0}³› |
| {0}³ |
·be· ·bg· ·bn· ·cs· ·es· ·es_419· ·fa· ·fil· ·ga· ·gl· ·hi· ·id· ·ka· ·km· ·mn· ·mr· ·nb· ·pa· ·pcm· ·ps· ·ro· ·si· ·sv· ·uz· ·zh_Hant· ·zu· |
| 立方{0} |
·yue· ·yue_Hans· |
| short | English: ‹{0}³› |
| {0}³ |
·all·others· |
| 立方{0} |
·yue· ·yue_Hans· |
| long | English: ‹{0}⋅{1}› |
| {0} gange {1} |
·da· |
| {0}-{1} |
·br· ·eu· ·kea· ·ro· ·sv· |
| {0}.{1} |
·tk· |
| {0}{1} |
·cs· ·nl· ·sk· |
| {0}⋅{1} |
·es· ·et· ·gu· ·ja· ·mk· ·pcm· ·sd· ·sr· ·sr_Latn· ·te· ·zh· |
| narrow | English: ‹{0}⋅{1}› |
| {0}.{1} |
·tk· |
| {0}{1} |
·cs· ·eu· ·fr· ·nl· ·ro· ·sk· |
| {0}⋅{1} |
·da· ·es· ·et· ·ja· ·mk· ·pcm· ·sd· ·sr· ·sr_Latn· ·te· ·zh· |
| short | English: ‹{0}⋅{1}› |
| {0} ⋅ {1} |
·da· |
| {0}.{1} |
·tk· |
| {0}{1} |
·cs· ·eu· ·fr· ·nl· ·ro· ·sk· |
| {0}⋅{1} |
·zh_Hant_HK··all·others· |