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TahuAsalNegara asalTiongkok Tanggal pembuatan100 RincianJenissoy cheese (en) dan Daging palsu Bahan utamaSusu kedelai, Kedelai dan kedelai lbs Tahu Tahu Nama Tionghoa Hanzi tradisional: 荳腐 atau 豆腐 Hanzi sederhana: 豆腐 Pinyin: dòufu Makna harfiah: dadih kacang Alih aksara Mandarin - Hanyu Pinyin: dòufu - Wade-Giles: tou-fu Kejia (Hakka) - Romanisasi: teu55 fu55 Min Nan - Romanisasi POJ: tāu-hū Wu - Romanisasi: deu去 vu去 (Wuu Pinyin)[dɤɯ.vʊ] (IPA) Yue (Kantonis) - Romanisas...
Festival Lagu Populer Indonesia 1988Kompilasi karya Various ArtistDirilisJuli 1988[1]Direkam?GenrePopDurasi?LabelTeam RecordsSeries Festival Lagu Populer Indonesia 1987 (1987)'Festival Lagu Populer Indonesia 1987'1987 Festival Lagu Populer Indonesia 1988 (1988) Festival Lagu Populer Indonesia 1989 (1989)'Festival Lagu Populer Indonesia 1989'1989 Festival Lagu Populer Indonesia 1988 adalah Album kompilasi yang dirilis pada tahun 1988. Daftar lagu BEGITULAH CINTA (Oddie Agam) oleh...
Beruang berwajah pendek Periode Pleistosen Tengah sampai Holosen Awal, 1.8–0.011 jtyl PreЄ Є O S D C P T J K Pg N ↓ Arctodus A. simus dari La Brea tar pitsTaksonomiKerajaanAnimaliaFilumChordataKelasMammaliaOrdoCarnivoraFamiliUrsidaeGenusArctodus Leidy, 1854 Tipe taksonomi†Arctodus pristinusLeidy, 1854 Spesies lain †A. simus (Cope, 1879) Distribusi lbs Arctodus (Latin: gigi beruang) — disebut juga sebagai beruang bermuka pendek atau beruang bulldog[1] — adalah ge...
Australian pay television channel owned by Paramount Global Television channel Spike (Australia)Spike Logo used from 2016 to 2022CountryAustraliaProgrammingLanguage(s)EnglishPicture format720p HDTVOwnershipOwnerViacomCBS Networks UK & AustraliaHistoryLaunched1 July 2016 (2016-07-01)Closed27 February 2022 (2022-02-27) Spike was an Australian pay television channel owned by ViacomCBS Networks UK & Australia. It launched on 1 July 2016 on Fetch TV and was ex...
Salman le PerseBiographieNaissance 568Kazerun (Pars (en), Empire sassanide)Décès 657CtésiphonSépulture Salman Al-Farsi Mosque (en)Nom dans la langue maternelle سَلْمَان اَلْفَارِسِيّActivités Prédicateur, traducteur, chef militaire, écrivainAutres informationsConflit Bataille de la Tranchéemodifier - modifier le code - modifier Wikidata Salman le Perse (en arabe : سلمان الفارسي, Salmān al-Fārisi[1]) ou Salmān Fārsi (en persan : سلم�...
Taça da Liga 2020-2021Allianz Cup 2020-2021 Competizione Taça da Liga Sport Calcio Edizione 14ª Date dal 15 dicembre 2020al 23 gennaio 2021 Luogo Portogallo Partecipanti 8 Formula eliminazione diretta Risultati Vincitore Sporting Lisbona(3º titolo) Secondo Braga Semi-finalisti BenficaPorto Statistiche Incontri disputati 7 Gol segnati 18 (2,57 per incontro) Cronologia della competizione 2019-2020 2021-2022 Manuale La Taça da Liga 2020-2021 è stata la 14ª edizione del...
Not to be confused with Pregnenolone. This article is about the 3α,5β-reduced metabolite of progesterone. For other pregnanolone isomers of progesterone, see Pregnanolone (disambiguation). Pregnanolone Names IUPAC name 3α-Hydroxy-5β-pregnan-20-one Systematic IUPAC name 1-[(1S,3aS,3bR,5aR,7R,9aS,9bS,11aS)-7-Hydroxy-9a,11a-dimethylhexadecahydro-1H-cyclopenta[a]phenanthren-1-yl]ethan-1-one Other names Eltanolone; 5β-Pregnan-3α-ol-20-one; 3α,5β-Tetrahydroprogesterone; 3α,5β-THP; 3α-Hyd...
The RajahActresses Rillie Deaves and Marion Elmore watch Alfred Klein fall into the brook in Act 3 of The Rajah (1883)Written byWilliam YoungDate premieredJune 5, 1883 (1883-June-05)Place premieredMadison Square TheatreOriginal languageEnglishGenreRomantic comedy The Rajah; or Wyncot's Ward is a play by William Young which debuted at the Madison Square Theatre in New York on June 5, 1883. The play is a romantic comedy where a hapless man becomes the guardian of his uncle's adop...
This article includes a list of general references, but it lacks sufficient corresponding inline citations. Please help to improve this article by introducing more precise citations. (January 2014) (Learn how and when to remove this message) Trail running shoes Cross country running shoes are made for cross country running, a form of long distance running. Season-specific trainers are available for different types of training.[1] Cross Country running Main article: Cross country runni...
Il termine medicina precolombiana fa riferimento al patrimonio di conoscenze mediche giunto sino a noi dalle civiltà precolombiane. Storia Prima della sua scoperta da parte dell'Europa, il territorio delle Americhe ha ospitato in vari periodi storici, molti diversi tipi di società, culture e civiltà, cosicché possiamo trovare esempi di medicina neolitica più primitiva, di sciamanesimo e di medicina quasi tecnica sviluppata nelle epoche di maggiore splendore delle civiltà maya, inca e az...
Данио-рерио Научная классификация Домен:ЭукариотыЦарство:ЖивотныеПодцарство:ЭуметазоиБез ранга:Двусторонне-симметричныеБез ранга:ВторичноротыеТип:ХордовыеПодтип:ПозвоночныеИнфратип:ЧелюстноротыеГруппа:Костные рыбыКласс:Лучепёрые рыбыПодкласс:Новопёрые рыбыИн�...
نوكيا لوميا 510الشعارمعلومات عامةالماركة نوكيا النوع هاتف ذكي الصانع نوكياعائلة المنتج مايكروسوفت لوميا الألوان القائمة ... أبيض — سيان — أسود — أحمر — أصفر موقع الويب nokia.com… أهم التواريختاريخ الإصدار ديسمبر 2012 توقف الإصدار 2013 الوظائفالشاشة 480x800 بكالكاميرا 5 ميجابكسل ...
Carlyle Cup Duke Blue Devils North Carolina Tar Heels First meeting2000Latest meeting2011TrophyCarlyle CupStatisticsMeetings total11 The Carlyle Cup Originated 2000 Discontinued 2011 Trophy Series North Carolina leads 7–3–1 Last Holder North Carolina Duke (3)2000–01 2002–032003–04 North Carolina (7)2001–02 2004–052005–06 2007–082008–09 2009–102010–11 Ties (1)2006–07 The Carlyle Cup was a trophy contested annually by the Duke Blue Devils and the North Carolina Tar Hee...
Vespa 150 TAPPabrikanAteliers de Construction de Motocycles et Automobiles (ACMA)[1][2]Juga dikenal sebagaiTAP 56, TAP 59[1]PerakitanFourchambault, Prancis[1]PendahuluSkuter militer Cushman[1]TipeSkuterMesin146 cc silinder tunggal dua tak[2] Vespa 150 TAP adalah skuter antitank yang dibuat pada tahun 1950-an dari skuter Vespa untuk digunakan oleh pasukan penerjun payung Prancis (troupes aéroportées, TAP). Kendaraan militer ini diperkenalk...
Disambiguazione – Se stai cercando altri significati, vedi Frosinone (disambigua). Frosinonecomune Frosinone – VedutaPanorama di Frosinone bassa con vista verso Nord-Ovest LocalizzazioneStato Italia Regione Lazio Provincia Frosinone AmministrazioneSindacoRiccardo Mastrangeli (FI) dal 29-6-2022 TerritorioCoordinate41°38′N 13°21′E41°38′N, 13°21′E (Frosinone) Altitudine291 m s.l.m. Superficie46,85 km² Abitanti43 454[1] (01-...
Bagian dari seri bertopik IslamUshul fikih Sumber-sumber hukum Islam Al-Qur'an Hadis Ijmak Qiyas Istihsan Ijtihad Urf Fikih Taqlid Mazhab Bidah Madrasah Ijazah Istihlal Ahkam Fardu Mustahab Mubah Makruh Haram Muharabah Jihad Halal Sah Batal Taqiyyah Fasiq Bid'ah Gelar teologis Ayatullah Allamah Faqih Ghazi Hafiz Haji Hakim Hujjah Hujjatul Islam Imam Imam Besar al-Azhar Khalifah Marbot Muazin Mufti Mujahidin Mujtahid Mullah Mufassir Muhaddits Murid Mursyid Penghulu Qadi Sayyid Syahid Syarif Sy...
2020年夏季奥林匹克运动会土耳其代表團土耳其国旗IOC編碼TURNOC土耳其國家奧林匹克委員會網站www.olimpiyat.org.tr(英文)(土耳其文)2020年夏季奥林匹克运动会(東京)2021年7月23日至8月8日(受2019冠状病毒病疫情影响推迟,但仍保留原定名称)運動員107參賽項目18个大项旗手开幕式:Berke Saka和Merve Tuncel(游泳)[1]闭幕式:布塞娜兹·叙尔梅内利(拳击)[2]獎牌榜�...
Bài này viết về công ty công nghệ. Đối với phần mềm diệt virus, xem BKAV. BkavNgành nghềCông nghệ thông tinLĩnh vực hoạt độngAn ninh mạng, Thiết bị IoT, SaaSThành lập1995; 29 năm trước (1995)Người sáng lậpNguyễn Tử QuảngKhẩu hiệuBảo vệ máy tính theo cách chuyên nghiệpWebsitebkav.com Công ty Cổ phần BKAV là một công ty công nghệ hoạt động trong các lĩnh vực an ninh mạng, chuyển...
慕拉第(1840年12月12日-1912年12月24日),原名夏洛特·迪格斯·「洛蒂」·蒙恩(Charlotte Diggs Lottie Moon),美南浸信会传教士,在华传教近40年(1873-1912)。 慕拉第Lottie Moon出生1840年12月12日美国弗吉尼亚州阿爾伯馬爾縣逝世1912年12月24日日本神户职业在华基督教传教士 生平 1840年12月12日,慕拉第出生在美国弗吉尼亚州阿爾伯馬爾縣Viewmont市一个富裕的浸信会家庭,在五个女孩�...
Cet article concerne les pyramides en tant que polyèdres géométriques. Pour les autres significations, voir Pyramide (homonymie). Ensemble des pyramides Faces n {\displaystyle n} triangles,1 n-gone Arêtes 2 n {\displaystyle n} Sommets n {\displaystyle n} + 1 Groupe des isométries D2n Polyèdre dual Auto-duales Propriétés convexe En géométrie, une pyramide (du grec ancien πυραμίς / puramís) à n {\displaystyle n} côtés est un polyèdre à n {\displaystyle n} + 1 fa...