Rodrigo Pérez Albornoz
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InangPoster rilis teatrikalNama lainThe WombSutradaraFajar NugrosProduserSusanti DewiDitulis olehDeo MahameruPemeran Naysilla Mirdad Dimas Anggara Rukman Rosadi Lydia Kandou Rania Putrisari Pritt Timothy Nungki Kusumastuti Totos Rasiti Penata musik Aghi Narottama Bemby Gusti Tony Merle SinematograferWendy AgaPenyuntingWawan I. WibowoPerusahaanproduksiIDN PicturesTanggal rilis 7 Juli 2022 (2022-07-07) (Korea Selatan) 13 Oktober 2022 (2022-10-13) (Indonesia) 24 Nov...
Artikel ini membutuhkan rujukan tambahan agar kualitasnya dapat dipastikan. Mohon bantu kami mengembangkan artikel ini dengan cara menambahkan rujukan ke sumber tepercaya. Pernyataan tak bersumber bisa saja dipertentangkan dan dihapus.Cari sumber: Nicolae Ceaușescu – berita · surat kabar · buku · cendekiawan · JSTOR (Januari 2018) Nicolae Ceaușescu Presiden Dewan Negara RumaniaMasa jabatan9 Desember 1967 – 22 Desember 1989 PendahuluChivu S...
Artikel ini bukan mengenai Friedrich Schur. Issai SchurLahir(1875-01-10)10 Januari 1875Mogilev, Kekaisaran RusiaMeninggal10 Januari 1941(1941-01-10) (umur 66)Tel Aviv, Mandat PalestinaTempat tinggalJermanKarier ilmiahBidangMatematikaPembimbing doktoralGeorg FrobeniusLazarus FuchsMahasiswa doktoralRichard BrauerRobert FruchtMaximilian HerzbergerEberhard HopfBernhard NeumannRose PeltesohnHeinz PrüferRichard RadoIsaac Jacob SchoenbergArnold ScholzWilhelm SpechtKarl DörgeWolfgang Hahn Issa...
Mladenovac МладеновацMunisipalitasSebuah monumen di Mladenovac Lambang kebesaranLokasi Mladenovac di kota BeogradKoordinat: 44°26′N 20°42′E / 44.433°N 20.700°E / 44.433; 20.700Koordinat: 44°26′N 20°42′E / 44.433°N 20.700°E / 44.433; 20.700Negara SerbiaKotaBeogradPermukiman22Pemerintahan • Kepala MunisipalitasVladan Glišić (SNS)Luas[1] • Perkotaan11,36 km2 (439 sq mi)...
« Synthé » redirige ici. Pour l’article homophone, voir Sainté. « Patch (son) » redirige ici. Pour les autres significations, voir Patch. Pour les articles homonymes, voir Synthétiseur (homonymie). Synthétiseur Un synthétiseur, l'Access Virus TI. Variantes historiques TelharmoniumOndes MartenotOrgue Hammond Classification Électrophone Famille Instrument à clavier et électronique Instrumentistes bien connus Jean-Michel Jarre... Facteurs bien connus Robert Moo...
يفتقر محتوى هذه المقالة إلى الاستشهاد بمصادر. فضلاً، ساهم في تطوير هذه المقالة من خلال إضافة مصادر موثوق بها. أي معلومات غير موثقة يمكن التشكيك بها وإزالتها. (نوفمبر 2019) الدوري الأرمني الممتاز 1992 تفاصيل الموسم الدوري الأرمني الممتاز النسخة 1 البلد أرمينيا التاريخ ...
Naval engagement during the French Revolutionary Wars 19°50′N 61°30′W / 19.833°N 61.500°W / 19.833; -61.500 Action of 10 February 1809Part of the Napoleonic WarsHMS Latona (1781), George RomneyDate8–10 February 1809LocationOff the Leeward Islands, Atlantic OceanResult British victoryBelligerents United Kingdom FranceCommanders and leaders Hugh Pigot Jean Rousseau †Strength 2 frigates 3 brigs 1 frigateCasualties and losses 40 killed and...
American football player (born 1992) American football player Le'Veon BellBell with the Jets in 2019No. 26, 17, 6Position:Running backPersonal informationBorn: (1992-02-18) February 18, 1992 (age 32)Reynoldsburg, Ohio, U.S.Height:6 ft 1 in (1.85 m)Weight:225 lb (102 kg)Career informationHigh school:Groveport Madison (Groveport, Ohio)College:Michigan State (2010–2012)NFL draft:2013 / Round: 2 / Pick: 48Career history Pittsburgh Steelers (2013...
American political youth organization New York Young Republican ClubPresidentGavin M. WaxVice PresidentNathan E. BergerFounded1911HeadquartersNew York CityIdeologyNational conservatismFiscal conservatismSocial conservatismMother partyManhattan Republican PartyNational affiliationYoung Republican National Federation (Republican Party)Websitenyyrc.com The New York Young Republican Club (NYYRC) is an organization for members of the Republican Party between the ages of 18 and 40 in Manhattan. The...
Mercedes Cup 2010 Sport Tennis Data 12 luglio – 18 luglio Edizione 33a Superficie Terra rossa Campioni Singolare Albert Montañés Doppio Carlos Berlocq / Eduardo Schwank 2009 2011 Il Mercedes Cup 2010 è stato un torneo di tennis giocato sulla terra rossa. È stata la 33ª edizione del Mercedes Cup, che faceva parte della categoria ATP World Tour 250 series nell'ambito dell'ATP World Tour 2010. Si è giocato a Stoccarda in Germania, dal 12 al 18 luglio 2010. Indice 1 Partecipanti 1.1 Test...
KnotIndikator kecepatan udara, yang menunjukkan kecepatan dalam knotInformasi umumSistem satuanmeteorologipenerbanganmaritimBesarankelajuanSimbolkn or ktKonversi 1 kn dalam ...... sama dengan ... km/h 1,852 mph 1,15078 m/s 0,514444 ft/s 1,68781 Knot adalah satuan kecepatan yang sama dengan satu mil laut (1,852 km) per jam, kira-kira 1,1...
Chiesa dello Spirito SantoStato Italia RegioneToscana LocalitàCortona Coordinate43°16′22.2″N 11°59′05.18″E43°16′22.2″N, 11°59′05.18″E Religionecattolica di rito romano TitolareSpirito Santo Diocesi Arezzo-Cortona-Sansepolcro ArchitettoFilippo Berrettini Stile architettonicorinascimentale Inizio costruzione1637 Completamento1669 Modifica dati su Wikidata · Manuale La chiesa dello Spirito Santo è un edificio sacro che si trova a Cortona, in provincia di Arezzo e...
1981 Indian filmEk Duuje Ke LiyePosterDirected byK. BalachanderWritten byK. Balachander (original story & screenplay)Inder Raj Anand (dialogues)Based onMaro Charitra (Telugu)Produced byL. V. PrasadStarringKamal HaasanRati AgnihotriMadhaviCinematographyB. S. LokanathEdited byN. R. KittooMusic byLaxmikant–PyarelalDistributed byPrasad Productions Pvt. LtdRelease date 5 June 1981 (1981-06-05) Running time163 minutesCountryIndiaLanguageHindiBudget₹50 lakh (US$60,000)Box off...
Palace in Tallinn Kadriorg PalaceKadrioru lossKadriorg Palace in TallinnGeneral informationArchitectural stylePetrine BaroqueTown or cityTallinnCountryEstoniaConstruction started1718Completed1725ClientPeter the GreatDesign and constructionArchitect(s)Nicola Michetti Gaetano Chiaveri Mikhail Zemtsov Kadriorg Palace (Estonian: Kadrioru loss, German: Schloss Katharinental) is an 18th-century Petrine Baroque palace in Kadriorg, Tallinn, the capital of Estonia. Both the Estonian and the German nam...
Wikimedia Commons has media related to Kyathoi. An example of a kyathos Kyathos (Ancient Greek: κύαθος, kúathos) is the name given in modern terminology to a type of painted ancient Greek vase with a tall, round, slightly tapering bowl and a single, flat, long, looping handle. Its closest modern parallel would be a ladle. The kyathos has a graceful shape resembling a teacup, though a bit larger, with a high looped, flat-strap or oval handle... The terracotta kyathos was used as a ladl...
Cordillera Cantábrica Vista de Torre Cerredo, la Torre Cerréu en asturiano (2650 m), la máxima altitud de la cordillera CantábricaUbicación geográficaContinente EuropaRegión Península ibéricaCoordenadas 43°11′51″N 4°51′06″O / 43.1975, -4.8516666666667Ubicación administrativaPaís España EspañaCaracterísticasTipo Orogenia alpinaOrientación O-ECota máxima 2650 mCumbres Torre Cerredo, Torre de los Horcados Rojos, pico Tres MaresLongitud 480 ...
Ikon AirDrop. AirDrop telah digunakan untuk pencabulan dunia maya. Pencabulan dunia maya melibatkan pengiriman gambar-gambar cabul kepada orang asing secara daring, sering kali dilakukan melalui transfer Bluetooth atau AirDrop antar perangkat. [1] [2] [3] Istilah arus utama pertama kali muncul sekitar 13 Agustus 2015, setelah seorang penumpang wanita di AirDropp dua gambar penis . Kasus ini dilaporkan ke Polisi Transportasi Inggris yang menunjukkan bahwa karena gambar...
У этого топонима есть и другие значения, см. Сен-Кристоф. КоммунаСен-КристофSaint-Christophe Герб 46°10′03″ с. ш. 3°34′35″ в. д.HGЯO Страна Франция Регион Овернь Департамент Алье Кантон Лапалис Мэр Françoise Walraet(2008–2014) История и география Площадь 28,02 км² Высота центра 305–471 м ...
اضغط هنا للاطلاع على كيفية قراءة التصنيف نباتات ساقية المرتبة التصنيفية شعبة التصنيف العلمي فوق النطاق حيويات مملكة عليا حقيقيات النوى مملكة نباتات الاسم العلمي Cormophyta [1]Endlicher، 1836 تعديل مصدري - تعديل النباتات الساقية (بالإنجليزية: Cormophytes) هي ا�...
In matematica, un gruppo quoziente è una particolare struttura algebrica che è possibile costruire a partire da un dato gruppo e un suo sottogruppo normale. Indice 1 Definizione 1.1 Premessa 1.2 Gruppo quoziente 2 Struttura di gruppo 3 Proiezione 4 Note 5 Bibliografia 6 Voci correlate Definizione Premessa Sia G {\displaystyle G} un gruppo, e H {\displaystyle H} un suo sottogruppo normale. Si può introdurre la relazione di equivalenza su G {\displaystyle G} definita, per ogni g , g ′...