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YuenyeungEs yuenyeung di sebuah cha chaan teng di Hong Kong (2007)SajianMinumanTempat asalHong KongSuhu penyajianPanas atau dinginBahan utamaKopi bubuk, te susu khas Hong Kong (teh hitam, susu terevaporasi atau susu terkondensi), gulaVariasiKopi Cham di MalaysiaSunting kotak info • L • BBantuan penggunaan templat ini  Media: Yuenyeung Yuenyeung Hanzi tradisional: 鴛鴦 Hanzi sederhana: 鸳鸯 Alih aksara Mandarin - Hanyu Pinyin: Yuānyāng Min Nan - Romanisasi POJ: oa...

Emilio InsoleraInsolera di Festival Film Cannes tahun 2018.Lahir29 Januari 1979 (umur 45)Buenos Aires, ArgentinaPekerjaanPemeran Emilio Insolera (lahir 29 Januari 1979) adalah pemeran dan produser berkebangsaan Amerika Serikat keturunan Argentina, yang dikenal dengan Sign Gene: Pahlawan super tuli pertama. (2017).[1] Pada September 2019 diumumkan bahwa Insolera telah bergabung dengan film mata-mata Universal Pictures The 355 oleh penulis dan produser X-Men: Apocalypse Simon Kinb...

Lega Pro Seconda Divisione 2008-2009 Competizione Lega Pro Seconda Divisione Sport Calcio Edizione 31ª (1ª come Lega Pro Seconda Divisione) Organizzatore Lega Italiana Calcio Professionistico Date dal 31 agosto 2008al 21 giugno 2009 Luogo Italia San Marino Partecipanti 54 Formula 3 gironi all'italiana A/R, play-off, play-out Risultati Vincitore Varese (3º titolo)Figline (1º titolo)Cosenza (2º titolo) Promozioni VareseAlessandriaComoFiglineViareggioGiulianovaCosenzaPescina VGAndr...

MartadahDesaPeta lokasi Desa MartadahNegara IndonesiaProvinsiKalimantan SelatanKabupatenTanah LautKecamatanTambang UlangKode pos70854Kode Kemendagri63.01.08.2003 Luas... km²Jumlah penduduk... jiwaKepadatan... jiwa/km² Martadah adalah salah satu desa di Kecamatan Tambang Ulang, Kabupaten Tanah Laut, Kalimantan Selatan, Indonesia. Pranala luar (Indonesia) Keputusan Menteri Dalam Negeri Nomor 050-145 Tahun 2022 tentang Pemberian dan Pemutakhiran Kode, Data Wilayah Administrasi Pemerintaha...

Artikel ini memberikan informasi dasar tentang topik kesehatan. Informasi dalam artikel ini hanya boleh digunakan untuk penjelasan ilmiah; bukan untuk diagnosis diri dan tidak dapat menggantikan diagnosis medis. Wikipedia tidak memberikan konsultasi medis. Jika Anda perlu bantuan atau hendak berobat, berkonsultasilah dengan tenaga kesehatan profesional. Sindrom AspergerSalah satu kebiasaan khas seorang penyandang Sindrom Asperger: menumpuk-numpuk benda (dalam foto ini yang ditumpuk adalah kal...

追晉陸軍二級上將趙家驤將軍个人资料出生1910年 大清河南省衛輝府汲縣逝世1958年8月23日(1958歲—08—23)（47—48歲） † 中華民國福建省金門縣国籍 中華民國政党 中國國民黨获奖 青天白日勳章（追贈）军事背景效忠 中華民國服役 國民革命軍 中華民國陸軍服役时间1924年－1958年军衔 二級上將 （追晉）部队四十七師指挥東北剿匪總司令部參謀長陸軍�...

Harvesting of fins from live sharks This article needs to be updated. Please help update this article to reflect recent events or newly available information. (January 2022) NOAA agent counting confiscated shark fins Shark fins on display in a pharmacy in Yokohama, Japan Shark finning is the act of removing fins from sharks and discarding the rest of the shark back into the ocean. This act is prohibited in many countries.[1] The sharks are often still alive when discarded, but without...

John G. ThompsonLahir13 Oktober 1932 (umur 91)Ottawa, Kansas, Amerika SerikatKebangsaanAmerikaAlmamaterYale University (B.A. 1955)University of Chicago (Ph.D. 1959)PenghargaanPenghargaan Cole (1965)Medali Fields (1970)Anggota Royal Society (1979)Penghargaan Senior Berwick (1982)Medali Sylvester (1985)Penghargaan Wolf (1992)Penghargaan Poincaré (1992) Penghargaan Abel (2008)Karier ilmiahBidangTeori GrupInstitusiHarvard University (1961–62)University of Chicago (1962–68)University of...

Questa voce sull'argomento ciclisti tedeschi è solo un abbozzo. Contribuisci a migliorarla secondo le convenzioni di Wikipedia. Hans Lutz Nazionalità Germania Ovest Altezza 186 cm Peso 75 kg Ciclismo Specialità Pista Termine carriera 1977 CarrieraSquadre di club 1968-1977Stuttgarter S.C.Nazionale 1970-1977 Germania OvestPalmarès Germania Ovest Competizione Ori Argenti Bronzi Giochi olimpici 1 0 1 Mondiali su pista 5 0 1 Vedi maggiori dettagli   Modifica dati su Wikidata ·...

French football midfielder Ulrick Chavas Chavas playing for FC Martigues in 2011Personal informationDate of birth (1980-10-17) 17 October 1980 (age 43)Place of birth Firminy, FranceHeight 1.74 m (5 ft 9 in)Position(s) MidfielderSenior career*Years Team Apps (Gls)2002–2004 Toulouse 8 (0)2003–2004 → FC Sète (loan) 16 (4)2004–2007 Nîmes 84 (8)2007–2009 Vannes 40 (1)2009–2010 AS Moulins 26 (0)2010–2012 FC Martigues 61 (8)2012–2013 ES Uzès Pont du Gard 18 (0)...

Web series and Instagram account PodcastRecess TherapyPresentationHosted byJulian Shapiro-BarnumGenreInterviewComedyCreated byJulian Shapiro-BarnumLanguageEnglishProductionCameraJulia Ty GoldbergCharlotte WeinmanPublicationOriginal release2021RelatedWebsiteRecess Therapy's channel on YouTube Recess Therapy is a web series produced by Doing Things Media in which host and creator Julian Shapiro-Barnum interviews children between the ages of two and nine years old playing outside in New York Cit...

Malaysian e-wallet service Touch 'n Go eWalletType of sitee-walletAvailable inEnglish, Malay, ChineseHeadquartersBangsar South, Kuala Lumpur, MalaysiaArea servedMalaysiaOwnerTouch 'n Go Sdn Bhd (45.24%)Ant Financial (43.47%)ASP Malaysia LP (7.52%)AIA Malaysia Bhd. (3.76%) [1]Key peopleAlan Ni (CEO) [2]IndustryFinancial servicesPayment processor Financial technologyProductsElectronic payment processingMobile paymentURLwww.touchngo.com.myCommercialYesRegistrationR...

هذه المقالة يتيمة إذ تصل إليها مقالات أخرى قليلة جدًا. فضلًا، ساعد بإضافة وصلة إليها في مقالات متعلقة بها. (مايو 2015) 'مستويات الصحة الأمريكية هو التّقرير السّنوي الّذي يقيس الصحّة العامّة للأفراد في الولايات المتّحدة الأمريكيّة، من خلال استخدام مجموعة شاملة من محدّدات الص�...

الفترة الدستورية لعهد ألفونسو الثالث عشرالتأثيراتفرع من عودة البوربون إلى إسبانيا الحياة السياسية في إسبانيا خلال فترة وصاية ماريا كريستينا دي هابسبورغ ديكتاتورية بريمو دي ريفيرا تعديل - تعديل مصدري - تعديل ويكي بيانات إسبانيا ما قبل التاريخ إسبانيا ما قبل التاريخ التار�...

This article is about the municipality in Baden-Württemberg. For the town in Rhineland-Palatinate, see Meisenheim. You can help expand this article with text translated from the corresponding article in German. (February 2009) Click [show] for important translation instructions. View a machine-translated version of the German article. Machine translation, like DeepL or Google Translate, is a useful starting point for translations, but translators must revise errors as necessary and conf...

821 Tomang Raya Halte TransjakartaHalte Tomang Raya, 2023LetakKotaJakarta BaratDesa/kelurahanTomang, Grogol Petamburan (sisi utara) Jatipulo, Palmerah (sisi selatan)Kodepos11440AlamatJalan Tomang RayaKoordinat6°10′37″S 106°48′00″E / 6.1770°S 106.8001°E / -6.1770; 106.8001Desain HalteStruktur BRT, median jalan bebas 1 tengah Pintu masukMelalui Jembatan PenyeberanganGerbang tarifYaInformasi lainPemilikPT. Transportasi JakartaNama lainTomangNama sebelumn...

Award AwardNational Medal of ScienceObverse of the medalAwarded forOutstanding contributions in chemistry, physics, biology, mathematics, engineering, or social and behavioral sciences.LocationWashington, D.C.CountryUnited StatesPresented byPresident of the United StatesFirst awarded1963Websitewww.nsf.gov/od/nms/medal.jspRibbon of the medal The National Medal of Science is an honor bestowed by the President of the United States to individuals in science and engineering who have made important...

Pour les articles homonymes, voir Mystique (homonymie). Pour les articles ayant des titres homophones, voir Miss.Tic et Miss Tick. La mystique ou le mysticisme est ce qui a trait aux mystères, aux choses cachées ou secrètes[1]. Le terme relève principalement du domaine spirituel, et sert à qualifier ou à désigner des expériences intérieures de l'ordre du contact ou de la communication avec une réalité transcendante non discernable par le sens commun. « Mystique » vient...

Concept in mathematical analysis An improper Riemann integral of the first kind, where the region in the plane implied by the integral is infinite in extent horizontally. The area of such a region, which the integral represents, may be finite (as here) or infinite. An improper Riemann integral of the second kind, where the implied region is infinite vertically. The region may have either finite (as here) or infinite area. Part of a series of articles aboutCalculus ∫ a b f ′ ( t ...

国道17号標識 東京側からみた戸田橋（2004年12月） 戸田橋（とだばし）は、東京都板橋区舟渡と埼玉県戸田市川岸の間で荒川に架かる国道17号（中山道）の道路橋である。橋長519.0メートル、幅員21.0メートル。 概要 荒川の河口から25.0 km[1]の地点の荒川に架かる橋で、約70メートル下流側に東北新幹線・埼京線荒川橋梁が東に並んで架かる[2]。江戸時代に戸...