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Mongolia Dalam (1933-36)Bagian dari Perang Tiongkok-Jepang KeduaTanggalApril 1933–Desember 1936LokasiProvinsi Chahar dan SuiyuanHasil Kemenangan Jepang 1933Kemenangan Tiongkok 1936Pihak terlibat 1933 Angkatan Darat Kekaisaran Jepang, Kekaisaran Jepang Tentara Kekaisaran Manchukuo, Manchukuo Tiongkok Kolaborasionis 1936 Angkatan Darat Mongolia Dalam 1933 Tentara Anti-Jepang Rakyat Chahar, Republik China 1936 Tentara Revolusioner Nasional, Republik ChinaTokoh dan pemimpin 1933 Liu Guitang 193...

County in Tennessee, United States County in TennesseeWarren CountyCountyWarren County Courthouse in McMinnville FlagLocation within the U.S. state of TennesseeTennessee's location within the U.S.Coordinates: 35°41′N 85°47′W / 35.68°N 85.78°W / 35.68; -85.78Country United StatesState TennesseeFounded1807Named forJoseph Warren[1]SeatMcMinnvilleLargest cityMcMinnvilleArea • Total434 sq mi (1,120 km2) • Land...

LontongCara tradisional menyajikan lontongSajianHidangan UtamaTempat asalIndonesiaDaerahJawaBahan utamaNasi kompres dimasak di daun pisangVariasiVariousHidangan serupaBurasa, ketupat, lemang, lepetSunting kotak info • L • BBantuan penggunaan templat ini  Media: Lontong Lontong adalah makanan yang dibuat dari beras dibungkus dengan daun pisang, kemudian direbus sampai matang.[1] Lontong berkembang melalui masyarakat Jawa. Makanan ini biasanya disajikan dengan sat...

Dewan Perwakilan Rakyat Daerah Kota Semarang ꦝꦺꦮꦤ꧀ꦥꦼꦂꦮꦏꦶꦭꦤ꧀ꦫꦏꦾꦠ꧀ꦝꦲꦺꦫꦃ​ꦏꦶꦛ​ꦱꦼꦩꦫꦁ​​ Dhéwan Pěrwakilan Rakyat Dhaérah Kitha SêmarangDewan Perwakilan RakyatKota Semarang2019-2024JenisJenisUnikameral Jangka waktu5 tahunSejarahSesi baru dimulai14 Agustus 2019PimpinanKetuaKadar Lusman, S.E., M.M. (PDI-P) sejak 24 September 2019 Wakil Ketua IMualim, S.Pd., M.M., M.H. (Gerindra) sejak 24 September 2019 Wakil Ketua IIH....

Cet article donne la liste par ordre alphabétique des députés français de la VIIIe législature (1986-1988). Les élections législatives du 16 mars 1986 se sont déroulées pour la seule fois de la Ve République selon un mode de scrutin proportionnel de liste, dans le cadre départemental, les circonscriptions ayant été supprimées. Cette législature, ouverte le 2 avril 1986, s'est terminée par la dissolution de l'Assemblée le 14 mai 1988[1], après la réélection de François Mi...

Guerra del Libano del 2006parte del conflitto arabo-israeliano e del conflitto israelo-libaneseBombardamento israeliano nel centro di Tiro, sud del LibanoData12 luglio 2006 - 14 agosto 2006(blocco militare israeliano terminato l'8 settembre 2006) LuogoLibano e nord Israele Casus belliAttacco di Zar'it-Shtula EsitoStallo militare [1] Vittoria rivendicata da entrambe le parti[2][3] Risoluzione 1701 del Consiglio di sicurezza delle Nazioni Unite Schieramenti Hezbollah Ama...

Matius 12Injil Matius 12:24-26 pada bagian depan (recto) potongan naskah Papirus 21, yang dibuat sekitar abad ke-3 M.KitabInjil MatiusKategoriInjilBagian Alkitab KristenPerjanjian BaruUrutan dalamKitab Kristen1← pasal 11 pasal 13 → Matius 12 (disingkat Mat 12) adalah bagian Injil Matius pada Perjanjian Baru dalam Alkitab Kristen, menurut catatan Matius.[1][2] Dalam pasal ini ada bagian (Matius 12:15–21) yang menunjukkan bahwa Yesus Kristus merupakan penggenapan n...

15th series of a British reality television series Season of television series The ApprenticeSeries 15Promo group shot of Alan Sugar standing before the candidates for series 15Starring Alan Sugar Karren Brady Claude Littner No. of episodes12ReleaseOriginal networkBBC OneOriginal release2 October (2019-10-02) –18 December 2019 (2019-12-18)Series chronology← PreviousSeries 14 Next →Series 16 The fifteenth series of British reality television series The Apprentice...

この項目には、一部のコンピュータや閲覧ソフトで表示できない文字が含まれています（詳細）。 数字の大字（だいじ）は、漢数字の一種。通常用いる単純な字形の漢数字（小字）の代わりに同じ音の別の漢字を用いるものである。 概要 壱万円日本銀行券（「壱」が大字） 弐千円日本銀行券（「弐」が大字） 漢数字には「一」「二」「三」と続く小字と、「壱」「�...

Questa voce sull'argomento società calcistiche portoghesi è solo un abbozzo. Contribuisci a migliorarla secondo le convenzioni di Wikipedia. F.C. AroucaCalcio Segni distintiviUniformi di gara Casa Trasferta Colori socialiGiallo, blu Dati societariCittàArouca Nazione Portogallo ConfederazioneUEFA Federazione FPF CampionatoPrimeira Liga Fondazione1952 Presidente Carlos Pinho Allenatore Daniel Sousa StadioStadio comunale(5 000 posti) Sito webwww.fcarouca.eu/ PalmarèsSi invita...

Structure de la proustite (Ag3AsS3), un sulfosel classique, qui peut être vu comme le dérivé Ag+ de [AsS3]3−. Les sulfosels possèdent de façon caractéristique des liaisons M-S-M', où M et M' sont différents métaux ou métalloïdes. Les sulfosels sont des minéraux de formule générale AmBnSp (ou AmSq • BnSp-q), où : A représente un métal (Cu, Pb, Ag, Fe ou, plus rarement, Hg, Zn ou V) ; B représente un métalloïde (As, Sb, Bi ou, rarement, Ge) ou un métal (Sn ou,...

Miami HeatMiami Heat musim 2023–24WilayahTimurDivisiTenggaraDibentuk1988SejarahMiami Heat1988–sekarang[1][2]ArenaKaseya CenterLetakMiami, FloridaWarna timMerah, kuning, hitam[3][4]     Sponsor utamaUltimate Software[5]PresidenPat RileyManajer umumAndy Elisburg[6]Pelatih kepalaErik SpoelstraPemilikMicky ArisonAfiliasiSioux Falls SkyforceJuara3 (2006, 2012, 2013)Gelar Wilayah7 (2006, 2011, 2012, 2013, 2014, 2020, 2023)Gelar Divi...

Street in the London Borough of Richmond upon Thames The Vineyard Exterior of Clarence House showing the Bernardo O'Higgins blue plaque The Vineyard is a street in Richmond, in the London Borough of Richmond upon Thames. It includes three groups of almshouses,[1][2][3] a Grade II listed church (St Elizabeth of Portugal Church)[4] and Clarence House, a 17th-century Grade II listed house associated with Bernardo O’Higgins,[5][6] who is commemora...

Lithuanian footballer Arvydas Novikovas Novikovas playing for Heart of MidlothianPersonal informationDate of birth (1990-12-18) 18 December 1990 (age 33)Place of birth Vilnius, LithuaniaHeight 1.79 m (5 ft 10 in)Position(s) WingerTeam informationCurrent team TuzlasporNumber 18Senior career*Years Team Apps (Gls)2006 FC Vilnius-2 (4)2007 → Interas (loan) 12 (0)2008 FC Vilnius 18 (0)2008–2013 Heart of Midlothian 65 (6)2011 → St Johnstone (loan) 6 (0)2013–2015 Erzgebir...

This article is about the mathematical concept. For the sociology term, see group action (sociology). Transformations induced by a mathematical group Algebraic structure → Group theoryGroup theory Basic notions Subgroup Normal subgroup Quotient group (Semi-)direct product Group homomorphisms kernel image direct sum wreath product simple finite infinite continuous multiplicative additive cyclic abelian dihedral nilpotent solvable action Glossary of group theory List of group theory topics Fi...

Diffraction In optics, the Fresnel diffraction equation for near-field diffraction is an approximation of the Kirchhoff–Fresnel diffraction that can be applied to the propagation of waves in the near field.[1] It is used to calculate the diffraction pattern created by waves passing through an aperture or around an object, when viewed from relatively close to the object. In contrast the diffraction pattern in the far field region is given by the Fraunhofer diffraction equation. The n...

Co-founder and former CFO of Facebook Eduardo SaverinSaverin in 2012BornEduardo Luiz Saverin (1982-03-19) March 19, 1982 (age 42)São Paulo, BrazilCitizenshipBrazil (1982–present)[1][2]United States (1998–2011)[3]EducationHarvard University (BA)Known forCo-founder of FacebookSpouse Elaine Andriejanssen ​ ​(m. 2015)​Websitefacebook.com/saverin Eduardo Luiz Saverin (/ˈsævərɪn/ SAV-ər-in; Portuguese: [eduˈaʁdu lu...

Kuwana-shi 桑名市 Kuwana et la baie d'Ise. Drapeau Administration Pays Japon Région Kansai Préfecture Mie Maire Narutaka Itō Code postal 〒511-8601 Démographie Population 141 458 hab. (septembre 2020) Densité 1 035 hab./km2 Géographie Coordonnées 35° 04′ 00″ nord, 136° 40′ 00″ est Superficie 13 668 ha = 136,68 km2 Localisation Géolocalisation sur la carte : Japon Kuwana-shi Géolocalisation ...

この項目には、一部のコンピュータや閲覧ソフトで表示できない文字（Microsoftコードページ932（はしご高））が含まれています（詳細）。 たどころ あずさ田所 あずさプロフィール愛称 あずあず[1]、ころあず[2]性別 女性出身地 日本・茨城県水戸市[3]生年月日 (1993-11-10) 1993年11月10日（30歳）血液型 AB型[4]身長 158 cm[4]職業 声優、歌手事務所 ...

Questa voce sugli argomenti fisiologia vegetale e micologia è solo un abbozzo. Contribuisci a migliorarla secondo le convenzioni di Wikipedia. Segui i suggerimenti del progetto di riferimento. Sporangi di felce al SEM del MUSE. Lo sporangio è la struttura cava pluricellulare, nella quale si formano le spore (se è unicellulare, allora si parla di sporocisti). Nel corso dell'evoluzione, si assiste di preferenza alla formazione di sporangi. Di seguito si considererà il concetto di spor...