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Cyriac Joseph Hakim Mahkamah Agung IndiaMasa jabatan07-07-2008–27-01-2012 Informasi pribadiKebangsaanIndiaProfesiHakimSunting kotak info • L • B Cyriac Joseph adalah hakim Mahkamah Agung India. Ia mulai menjabat sebagai hakim di mahkamah tersebut pada 07-07-2008. Masa baktinya sebagai hakim berakhir pada 27-01-2012.[1] Referensi ^ Daftar Hakim di Mahkamah Agung India. Mahkamah Agung India. Diakses tanggal 10 Juni 2021.  Artikel bertopik biografi India ini adalah s...

Peta wilayah Galisia di Eropa Timur Galisia adalah sebuah daerah di benua Eropa. Daerah ini sekarang dibagi antara Polandia dan Ukraina. Dahulu Galisia adalah milik Kekaisaran Austria-Hungaria. Artikel bertopik Eropa ini adalah sebuah rintisan. Anda dapat membantu Wikipedia dengan mengembangkannya.lbs

Major thoroughfare from Caloocan to Quezon City, Philippines Mindanao AvenueC-5Looking south towards Tandang Sora AvenuePart of C-5 C-5 from NLEX to Congressional Avenue N128 from North Avenue to P. Dela Cruz Street[1] NamesakeMindanaoMaintained byDepartment of Public Works and Highways - Quezon City 1st District Engineering Office[2] and Metro Manila 3rd District Engineering Office[3]LocationQuezon City, Valenzuela, and CaloocanNorth endMGM Road in Kaybiga, Caloo...

Duta Besar Ceko untuk IndonesiaPetahanaJaroslav Dolečeksejak 2021Dibentuk1993Pejabat pertamaJaroslav OlšaSitus webmzv.cz/jakarta Berikut adalah daftar duta besar Republik Ceko untuk Republik Indonesia. Nama Penunjukan Kredensial Selesai tugas Ref. Jaroslav Olša 1993 23 Oktober 1993 1998 [1][2] Milan Šarapatka 1998 2002 [3] Jaroslav Veselý 16 Agustus 2002 10 Oktober 2002 [4] Pavel Řezáč 18 Oktober 2006 30 Januari 2007 2011 [5][6] Tom...

Vie nuoveStato Italia Linguaitaliano Periodicitàsettimanale FondatoreLuigi Longo Fondazione1946 Chiusura1978 SedeRoma   Modifica dati su Wikidata · Manuale Vie nuove è stata una rivista legata al Partito Comunista Italiano fondata nel 1946 da Luigi Longo. Indice 1 Storia 2 Note 3 Voci correlate 4 Collegamenti esterni Storia Inizialmente sottotitolata Settimanale di orientamento e lotta politica, la rivista «fu costretta fin quasi da subito a dare ampio spazio ad argomenti l...

Every positive integer is a sum of at most n n-gonal numbers Not to be confused with Fermat's Last Theorem. In additive number theory, the Fermat polygonal number theorem states that every positive integer is a sum of at most n n-gonal numbers. That is, every positive integer can be written as the sum of three or fewer triangular numbers, and as the sum of four or fewer square numbers, and as the sum of five or fewer pentagonal numbers, and so on. That is, the n-gonal numbers form an additive...

Super Mario 64 DSvideogiocoI quattro personaggi principali sulla copertina del gioco: Wario, Mario, Yoshi e LuigiPiattaformaNintendo DS Data di pubblicazione 2 dicembre 2004 21 novembre 2004 11 marzo 2005 24 febbraio 2005 GenerePiattaforme OrigineGiappone SviluppoNintendo EAD PubblicazioneNintendo DirezioneShinichi Ikematsu ProduzioneShigeru Miyamoto DesignMakoto Miyanaga ProgrammazioneToshihiko Nakago Direzione artisticaMichiho Hayashi, Kenji Shinmoto SceneggiaturaMotoi Okamoto MusicheKe...

PSRC1 المعرفات الأسماء المستعارة PSRC1, DDA3, FP3214, proline and serine rich coiled-coil 1 معرفات خارجية الوراثة المندلية البشرية عبر الإنترنت 613126 MGI: MGI:1913099 HomoloGene: 49603 GeneCards: 84722 علم الوجود الجيني الوظيفة الجزيئية • ‏GO:0001948، ‏GO:0016582 ربط بروتيني• microtubule binding المكونات الخلوية • spindle microtubule• هيكل خلوي• ...

1945 film by Friz Freleng Herr Meets HareTitle card for the shortDirected byFriz FrelengStory byMichael MalteseProduced byEdward SelzerStarringMel BlancMusic byCarl W. StallingAnimation by Gerry Chiniquy Additional animation: Jack Bradbury Manuel Perez Virgil Ross Richard Bickenbach Ken Champin[1] Layouts byOwen FitzgeraldBackgrounds byRobert GribbroekColor processTechnicolorProductioncompanyWarner Bros. CartoonsDistributed by Warner Bros. Pictures The Vitaphone Corporation Release da...

Земская почтаУезды Алатырский Александрийский Ананьевский Ардатовский Арзамасский Аткарский Ахтырский Балашовский Бахмутский Бежецкий Белебеевский Белозерский Бердянский Бобровский Богородский Богучарский Борисоглебский Боровичский Бронницкий Бугульминский Бу�...

Politics of the Philippines Government Constitution of the Philippines Charter Change Laws Legal codes Taxation Executive President of the Philippines Bongbong Marcos (PFP) Vice President of the Philippines Sara Duterte (HNP) Cabinet (lists) Executive departments Local government Legislature Congress of the Philippines 19th Congress Senate President Migz Zubiri (Independent) House of Representatives Speaker Martin Romualdez (Lakas) Districts Party-list representation Bangsamoro Parliament Pro...

هنودمعلومات عامةنسبة التسمية الهند التعداد الكليالتعداد قرابة 1.21 مليار[1][2]تعداد الهند عام 2011ق. 1.32 مليار[3]تقديرات عام 2017ق. 30.8 مليون[4]مناطق الوجود المميزةبلد الأصل الهند البلد الهند  الهند نيبال 4,000,000[5] الولايات المتحدة 3,982,398[6] الإمار...

Protestant Methodist Evangelical church and charitable organization For the album, see The Salvation Army (album). For the film, see Salvation Army (film). The Salvation ArmyClassificationProtestantOrientationHoliness movementScriptureBibleStructureMilitary rank-based chain of commandGeneralLyndon BuckinghamRegionWorldwideHeadquartersIHQ, London, EC4VUnited KingdomFounderWilliam and Catherine Booth[1]: 21 Origin2 July 1865; 158 years ago (1865-07-02)&...

This article needs additional citations for verification. Please help improve this article by adding citations to reliable sources. Unsourced material may be challenged and removed.Find sources: Buckingham π theorem – news · newspapers · books · scholar · JSTOR (April 2022) (Learn how and when to remove this message) Theorem in dimensional analysis Edgar Buckingham circa 1886 In engineering, applied mathematics, and physics, the Buckingham π theorem ...

A sheet of National Telephone Company postage stamps Postage stamp paper is the foundation or substrate of the postage stamp to which the ink for the stamp's design is applied to one side and the adhesive is applied to the other. The paper is not only the foundation of the stamp but it has also been incorporated into the stamp's design, has provided security against fraud and has aided in the automation of the postal delivery system. Stamp catalogs like Scott's Standard Postage Stamp Catalog ...

У этого термина существуют и другие значения, см. Ингул (значения).Ингулукр. Інгул Ингул в Кропивницком Характеристика Длина 354 км Бассейн 9890 км² Водоток Исток   (Т) (B)    • Местоположение село Бровково  • Высота выше 115,5 м  • Координаты 48°45′29�...

British-American band This article needs additional citations for verification. Please help improve this article by adding citations to reliable sources. Unsourced material may be challenged and removed.Find sources: Blackmore's Night – news · newspapers · books · scholar · JSTOR (December 2021) (Learn how and when to remove this message) Blackmore's NightBlackmore's Night in 2012Background informationOriginUnited KingdomGenres Folk rock medieval rock ...

Argentine actor Mike AmigorenaMike Amigorena in 2007BornRicardo Luis Amigorena (1972-05-30) May 30, 1972 (age 52)Maipú, Mendoza Province, ArgentinaOther namesMike AmigorenaOccupationActorYears active1992-presentPartner(s)Mónica Antonópulos (2013-2015)Sofía Vitola (2018-present)ChildrenMiel Amigorena Vitola (b. February 4, 2020) Ricardo Luis Amigorena (born May 30, 1972 in Maipú, Mendoza Province, Argentina), better known as Mike Amigorena is an Argentine actor. Biography H...

NGC 3826 La galaxie elliptique NGC 3826 Données d’observation(Époque J2000.0) Constellation Lion Ascension droite (α) 11h 42m 32,8s[1] Déclinaison (δ) 26° 29′ 20″ [1] Magnitude apparente (V) 13,4[2] 14,4 dans la Bande B[2] Brillance de surface 12,90 mag/am2[2] Dimensions apparentes (V) 0,9′ × 0,7′[2] Décalage vers le rouge 0,030321 ± 0,000010[1] Angle de position 65°[2] Localisation dans la constellation : Lion Astrométrie Vitesse ra...

المستعمرات البرتغالية في الخليج وبحر العرب. بدأ البرتغاليون عملياتهم العسكرية في الخليج العربي في سنة 1506م بهدف السيطرة عليه لأهميته الجغرافية والاستراتيجية بالتحكم بطرق التجارة، واستطاعوا السيطرة على الخليج العربي تدريجيًا، بإسقاط مدنه مدينة تلو مدينة بالقوة العسكرية ...