José Ernesto Sosa
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Artikel ini sebatang kara, artinya tidak ada artikel lain yang memiliki pranala balik ke halaman ini.Bantulah menambah pranala ke artikel ini dari artikel yang berhubungan atau coba peralatan pencari pranala.Tag ini diberikan pada Oktober 2022. Hugo von Hohenlandenberg Hugo dari Hohenlandenberg (skt. 1457 di Kastil Hegi bei Winterthur [Zürich] – 7 Januari 1532 di Meersburg, Jerman) merupakan seorang Uskup Konstanz dari tahun 1496 hingga 1529, dan sekali lagi pada tahun 1530 dan 1531 hingga...
BinongKelurahanNegara IndonesiaProvinsiBantenKabupatenTangerangKecamatanCurugKodepos15814Kode Kemendagri36.03.17.1006 Kode BPS3603050007 Luas... km²Jumlah penduduk... jiwaKepadatan... jiwa/km² Binong adalah kelurahan yang berada di kecamatan Curug, Kabupaten Tangerang, Banten, Indonesia. Perumahan Binong Permai Saribumi Indah Binong 1 Residen Lippo Village (West Lippo Village) cluster Karawaci Angkutan umum Angkot R07 ke Pasar Malabar (via Lippo Village - Imam Bonjol - Palem Semi - Per...
Daniel Passarella Informasi pribadiNama lengkap Daniel Alberto PassarellaTanggal lahir 25 Mei 1953 (umur 70)Tempat lahir Chacabuco, ArgentinaPosisi bermain DefenderKarier junior1968-1971 Argentinos JuniorsKarier senior*Tahun Tim Tampil (Gol) 1971-1973 1974-1982 1982-1986 1986-1988 1988-1989 Sarmiento River Plate Fiorentina Inter Milan River Plate Total 036 00(9) 226 0(90) 109 0(26) 044 00(9) 032 00(9) 447 (140) Tim nasional‡1974-1986 Argentina 070 0(22) Kepelatihan1989-1994 1994-1998 ...
Pour les articles homonymes, voir CNA. Article principal : Réseau autoroutier français. Cet article est une ébauche concernant une autoroute française et l’économie. Vous pouvez partager vos connaissances en l’améliorant (comment ?) selon les recommandations des projets correspondants. Caisse nationale des autoroutesHistoireFondation 20 juin 1963CadreSigle CNAType Établissement public administratifForme juridique Établissement public national à caractère administratif...
العلاقات السعودية المكسيكية السعودية المكسيك السفارات العنوان : الرياض، السعودية العنوان : مكسيكو، المكسيك تعديل مصدري - تعديل تشير العلاقات السعودية المكسيكية إلى العلاقات الدبلوماسية بين السعودية والمكسيك. كلا الدولتين أعضاء في ...
Not to be confused with Family Radio Service, American Family Radio, or Family Life Radio. Christian radio network Family Stations, Inc.Trade nameFamily RadioCompany typeNon-profitGenreReligious, ChristianFoundedFebruary 4, 1959; 65 years ago (1959-02-04)Founders Richard H. Palmquist Harold Camping Lloyd Lindquist HeadquartersFranklin, Tennessee (HQ)Alameda, California (Network Ops)ProductsRadio, televisionWebsitewww.familyradio.org Family Radio, also known by its licensee n...
Questa voce o sezione sull'argomento storia medievale non cita le fonti necessarie o quelle presenti sono insufficienti. Puoi migliorare questa voce aggiungendo citazioni da fonti attendibili secondo le linee guida sull'uso delle fonti. Segui i suggerimenti del progetto di riferimento. La seconda defenestrazione di Praga (dipinto di Karel Svoboda del 1844) La seconda defenestrazione di Praga avvenne il 24 settembre del 1483 a causa delle tensioni tra gli hussiti conservatori e gli hussi...
Un numero complesso è definito come un numero della forma x + i y {\displaystyle x+iy} , con x {\displaystyle x} e y {\displaystyle y} numeri reali e i {\displaystyle i} una soluzione dell'equazione x 2 = − 1 {\displaystyle x^{2}=-1} detta unità immaginaria. I numeri complessi sono usati in tutti i campi della matematica, in molti campi della fisica (notoriamente in meccanica quantistica), nonché in ingegneria (specialmente in elettronica, telecomunicazioni ed elettrotecnica) per la...
Artikel ini bukan mengenai Rubah dan Singa Sakit. Sebuah ilustrasi karya Richard Heighway dari kumpulan fabel tahun 1894 Rubah dan Singa[1][2] adalah salah satu Fabel Aesop dan mewakili komedi tingkah laku. Kisah tersebut diberi nomor 10 dalam Perry Index.[1] Fabel Fabel tersebut secara singkat disebutkan dalam sumber-sumber Yunani Klasik: 'Seekor rubah tak pernah melihat seekor singa sebelumnya, sehingga saat ia menemui singa untuk pertama kalinya, ia tetakutan. Pada ...
Documentation[voir] [modifier] [historique] [purger] Ce modèle respecte les conventions des Infobox V2. Les infobox version 2 améliorent l’aspect, la simplicité et la flexibilité des infobox de Wikipédia. L’intérêt est d’harmoniser l’apparence par des feuilles de style en cascade, des pictogrammes thématiques, une simplification du code ainsi que la possibilité de généricité qui consiste à fusionner plusieurs modèles en un seul ...
Uskup Agung Makarios III dari Siprus. Kudeta gerejawi adalah istilah yang mengacu kepada upaya tiga uskup dari Gereja Ortodoks Siprus untuk menjatuhkan Presiden Republik Siprus, Uskup Agung Makarios III, dari Maret 1972 hingga Juli 1973. Latar belakang Dalam pertemuan Sinoda Suci Gereja Ortodoks Siprus yang diadakan pada tanggal 2 Maret 1972, Uskup Gennadios (Machairiotis) dari Paphos, Anthemos (Machairiotis) dari Kition dan Kyprianos (Kyriakides) dari Kyrenia meminta agar Uskup Agung Makario...
Australia international rugby league footballer This biography of a living person needs additional citations for verification. Please help by adding reliable sources. Contentious material about living persons that is unsourced or poorly sourced must be removed immediately from the article and its talk page, especially if potentially libelous.Find sources: Paul Sironen – news · newspapers · books · scholar · JSTOR (September 2014) (Learn how and when to...
Overview of dairy farming in Canada Dairy cattle in a barn in Quebec Dairy farming is one of the largest agricultural sectors in Canada. Dairy has a significant presence in all of the provinces and is one of the top two agricultural commodities in seven out of ten provinces.[1] In 2018, there were 967,700 dairy cows on 10,679 farms across the country.[2] Quebec and Ontario are the major dairy producing provinces, with 5,120 and 3,534 farms, which produce 37% and 33% of Canada'...
2021 trial of Chinese-Canadian researcher Termination letter sent to Anming Hu in October 2020Anming HuChinese胡安明[1]TranscriptionsStandard MandarinHanyu PinyinHú Ānmíng Anming Hu (born 1968)[2] is a Chinese-Canadian academic who worked as an associate professor in the Department of Mechanical, Aerospace and Biomedical Engineering at the University of Tennessee, Knoxville (UTK) from 2013 to February 2020 when he was charged with fraud, after which UT suspended him. He ...
Brazilian politician and pentecostal leader In this Portuguese name, the first or maternal family name is Bezerra and the second or paternal family name is Crivella. Marcelo CrivellaCrivella in 2017Member of the Chamber of DeputiesIncumbentAssumed office 1 February 2023ConstituencyRio de JaneiroMayor of Rio de JaneiroIn office1 January 2017 – 31 December 2020[a]Vice Mayor Fernando Mac Dowell (2017–2018) None (2018–2021) Preceded byEduardo PaesSucceeded byEduardo...
Continental United States hurricane strikes 1950–2022 The list of United States hurricanes includes all tropical cyclones officially recorded to have produced sustained winds of greater than 74 mph (119 km/h) in the United States, which is the minimum threshold for hurricane intensity. The list, which is sorted by U.S. state, begins in 1851 with the start of the official Atlantic hurricane database (HURDAT), as provided by the National Oceanic and Atmospheric Administration's Hur...
Bilateral relationsJapan–Malta relations Japan Malta Japan–Malta relations refers to bilateral foreign relations between Japan and Malta. Their diplomatic relations were established in 1965.[1] Malta has an embassy in Tokyo since September 28, 2020.[2] On the other hand, Japan's embassy in Rome, Italy, is accredited to Malta, while it is represented in Valletta by an honorary consulate.[3][4][5] History Plaque indicating the Japanese war graves in K...
Pour les articles homonymes, voir UFE. Union fédérale des étudiantsHistoireFondation 1926Dissolution 1938CadrePays Francemodifier - modifier le code - modifier Wikidata L'Union fédérale des étudiants (UFE) est une organisation étudiante qui de 1926 à 1938 rassemble des étudiants membres ou proches du Parti communiste français. Historique Le 14 juillet 1926, des étudiants proches du Parti communiste créent l'Union fédérale des étudiants[1]. Cette organisation, dont l'exis...
Method of teaching special relativity Bondi k-calculus is a method of teaching special relativity popularised by Sir Hermann Bondi, that has been used in university-level physics classes (e.g. at the University of Oxford[1]), and in some relativity textbooks.[2]: 58–65 [3] The usefulness of the k-calculus is its simplicity. Many introductions to relativity begin with the concept of velocity and a derivation of the Lorentz transformation. Other concept...
Doctrines held by various Protestant traditions Part of a series onProtestantism Outline Concepts Anti-Protestantism Bible Criticism Culture Demographics Ecclesiology Liturgy Relations with Catholics Theologies Five Solas History Proto-Protestantism Bohemian Reformation Reformation Magisterial Radical Counter Martin Luther Ninety-five Theses Augsburg Confession Huldrych Zwingli John Calvin Arminianism Crypto-Protestantism Nonconformists Dissenters Puritans John Wesley Pietism Great Awakenings...