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KrepaकृपाKrepa sebagai tokoh pewayangan Jawa.Tokoh MahabharataNamaKrepaEjaan DewanagariकृपाEjaan IASTKṛpaNama lainSaradwata, Baratacarya, Acarya (arti harfiah: guru)GelarAcaryaKitab referensiMahabharata; Purana; BhagawadgitaKediamanHastinapuraGolonganCiranjiwiKastabrahmanaProfesiguru, penasihatAyahSaradwanaIbuJanapadiSaudaraKrepi Krepa (Dewanagari: कृप; ,IAST: Kṛpa,; pelafalan: [ˈkrəpa]) atau Krepacarya (Dewanagari: कृपाचार्य; ...

Krista TippettTippett pada 2012LahirKrista Weedman9 November 1960 (1960-11-09) (usia 63)Amerika SerikatKebangsaanAmerikaAlmamaterBrown University Yale UniversityPekerjaanWartawatiDikenal atasOn BeingPenghargaanNational Humanities MedalPeabody AwardWebby AwardSitus webwww.onbeing.org Krista Tippett (née Weedman; lahir 9 November 1960)[1][2] adalah seorang wartawati, pengarang dan pengusaha berkebangsaan Amerika. Referensi ^ Brussat, Frederic and Maryann. Book Review. Spi...

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 Agustus 2020. Christiane NielsenLahir(1936-09-10)10 September 1936Würzburg, JermanMeninggal8 April 2007(2007-04-08) (umur 70)Frankfurt, JermanPekerjaanAktrisTahun aktif1957–1967 Christiane Nielsen (10 September 1936 – 8 April 2007) adala...

Elezioni generali nel Regno Unito del 1874 Stato  Regno Unito Data 31 gennaio - 17 febbraio Assemblea Camera dei comuni Leader Benjamin Disraeli William Ewart Gladstone Isaac Butt Liste Conservatori Liberali Home rule Voti 1.091.70844,3% 1.281.15952,0% 90.2343,7% Seggi 350 / 652 242 / 652 60 / 652 Differenza % 5,9% 9,5% Nuovo% Differenza seggi 79 145 60 Distribuzione del voto per collegio Primo ministro Benjamin Disraeli 1868 1880 Le elezioni generali nel Regno Unito del 1874 si sv...

Handball at the Olympics Handball at the2004 Summer OlympicsTournament detailsHost country GreeceVenue(s)2 (in 1 host city)Dates14–29 August 2004Teams22 (from 4 confederations)Final positionsChampions Croatia (Men) Denmark (Women)Runner-up Germany (Men) South Korea (Women)Third place Russia (Men) Ukraine (Women)Fourth place Hungary (Men) France (Women)← PreviousNext → Handball at the 2004 Summer Olympics included a...

In Buddhism, one who has achieved nirvana Luohan redirects here. For other uses, see Luohan (disambiguation). This article is about the term in Buddhism. For the term in Jainism, see Arihant (Jainism). Gautama Buddha statue and 500 arhats at the courtyard of Shanyuan Temple (善緣寺), Fushun, Liaoning province, China. Translations ofArhatSanskritअर्हत् (IAST: Arhat)Paliअरहन्त (Arahant)Bengaliঅর্হৎ (ôrhôt)Burmeseရဟန္တာ (MLCTS: ra.ha.nta)Chinese...

Memory used for information that only needs to be stored for a short time Not to be confused with working memory. Short-term memory (or primary or active memory) is the capacity for holding a small amount of information in an active, readily available state for a short interval. For example, short-term memory holds a phone number that has just been recited. The duration of short-term memory (absent rehearsal or active maintenance) is estimated to be on the order of seconds. The commonly cited...

Madonna dei CandelabriAutoreRaffaello Sanzio e aiuti Data1513-1514 circa Tecnicaolio su tavola Dimensioni65×65 cm UbicazioneWalters Art Museum, Baltimora La Madonna dei Candelabri è un dipinto a olio su tavola (diametro 65 cm) di Raffaello Sanzio con aiuti, databile al 1513-1514 circa e conservato nel Walters Art Museum di Baltimora. Indice 1 Storia 2 Descrizione e stile 3 Bibliografia 4 Voci correlate 5 Altri progetti 6 Collegamenti esterni Storia L'opera proviene dalla collezion...

История Канады — история страны, которая занимает северную часть североамериканского континента[1]. Первоначально страна была населена автохтонным населением, затем Канада благодаря иммиграции из Европы превратилась в официально двуязычную федерацию, мирным п�...

第三十二届夏季奥林匹克运动会柔道比賽比賽場館日本武道館日期2021年7月24日至31日項目數15参赛选手393（含未上场5人）位選手，來自128（含未上场4队）個國家和地區← 20162024 → 2020年夏季奥林匹克运动会柔道比赛个人男子女子60公斤级48公斤级66公斤级52公斤级73公斤级57公斤级81公斤级63公斤级90公斤级70公斤级100公斤级78公斤级100公斤以上级78公斤以上级团体混...

Putri Perwira yang dibuat oleh Raimund von Stillfried Baron Raimund von Stillfried, juga dikenal sebagai Baron Raimund von Stillfried-Rathenitz (6 Agustus 1839, Komotau  – 12 Agustus 1911, Vienna), adalah seorang fotografer Austria. Ia adalah putra dari August Wilhelm Freiherr Stillfried von Rathenitz (m. 1806) dan Maria Anna Johanna Theresia Walburge Gräfin Clam-Martinitz (1802–1874). Setelah meninggalkan karier militernya, Stillfried berpindah ket Yokohama, Jepang dan membuka seb...

Putri JosephineCountess dari MonpezatPutri Josephine pada bulan April 2023Kelahiran8 Januari 2011 (umur 13)Rigshospitalet, Copenhagen, DenmarkNama lengkapJosephine Sophia Ivalo MathildaAyahFrederik, Putra Mahkota DenmarkIbuMary Donaldson Putri Josephine dari Denmark,[1] Countess of Monpezat (Josephine Sophia Ivalo Mathilda; lahir 8 Januari 2011) adalah anggota keluarga kerajaan Denmark. Ia adalah anak keempat dan termuda dari Frederik, Putra Mahkota Denmark dan Mary, Putri Mahkot...

Ocean current in the North Atlantic Ocean The Azores current represented north of the Azores High, seen around 40°N in the map. The Azores Current is a generally eastward to southeastward-flowing ocean current in the North Atlantic Ocean. It originates near the Grand Banks of Newfoundland where the Gulf Stream splits into two branches, the northern branch becoming the North Atlantic Current and the south branch the Azores Current.[1] Recent research suggests that the outflow of salty...

Law enforcement agency Cyprus Port and Marine PoliceΛιμενική και Ναυτική ΑστυνομίαRacing stripeAbbreviationΛ. & Ν.Α.Agency overviewFormed1960Jurisdictional structureNational agency(Operations jurisdiction)CYOperations jurisdictionCYSizeAreas under the control of the Republic of Cyprus – 157.28 nautical miles - 37.71% of the coastlineExcludingTurkish occupied areas: 218.11 nautical miles - 52.29% of the coastlineBuffer zone: 2.4 nautical miles, 0.57% of the ...

Not to be confused with United Secession Church. Timeline showing the evolution of the churches of Scotland from 1560 The Original Secession Church or United Original Secession Church was a Scottish Presbyterian denomination formed in 1827 by the union of (1) the Anti-Burgher Old Lights, led by Thomas M'Crie the Elder and known as the Constitutional Associate Presbytery and (2) the portion of the Anti-Burgher New Lights that refused to merge with the Burgher New Lights, led by George Paxton a...

أيغيسمعلومات عامةالصانع هيفيستوس بلد المنشأ اليونان القديمة المواد المستخدمة جلد يستخدمه زيوس تعديل - تعديل مصدري - تعديل ويكي بيانات أثينة ترتدي الأغيس، متحف بوشكين. أيغيس هو درع في الأساطير الأمازيغية والإغريقية، بحيث يعتقد البعض أنه في الأصل رداء عسكري مصنوع من جلد ال�...

MS 61 MS 61 rénové à Boissy-Saint-Léger. Identification Exploitant(s) RATP Désignation M 15001 à 15254 &AB 18001 à 18128 Type automotrice Motorisation électrique Composition 3 caisses dont 2 motrices(M-R-M) Couplage UM3 entre elles Constructeur(s) Brissonneau et Lotz, ANF,CIMT, TCO, MTE Mise en service de 1967 à 1980 Modernisation de 1985 à 1992105 rames de 2006 à 2009 Effectif 128 rames construites101 après rénovation0 au 17 avril 2016 Retrait de 2003 à 2010 (rames non ré...

Hungarian-American polymath (1920–2001) The native form of this personal name is Sebők Tamás. This article uses Western name order when mentioning individuals. Thomas SebeokSebeok giving a lecture in TartuBornSebők Tamás(1920-11-09)November 9, 1920Budapest, Kingdom of HungaryDiedDecember 21, 2001(2001-12-21) (aged 81)Bloomington, Indiana, U.S.Academic backgroundEducationUniversity of ChicagoPrinceton UniversityAcademic workInstitutionsIndiana UniversityMain interestsSemiotics (...

Group of flowering plants Inverted repeat-lacking clade Galega officinalis Scientific classification Kingdom: Plantae Clade: Tracheophytes Clade: Angiosperms Clade: Eudicots Clade: Rosids Order: Fabales Family: Fabaceae Subfamily: Faboideae Clade: Meso-Papilionoideae Clade: Non-protein amino acid-accumulating clade Clade: Hologalegina Clade: Inverted repeat-lacking clade(Wojciechowski et al. 2000,[1] 2004[2]) Wojciechowski 2013[3] Tribes[1][5] Astragale...

Pour les articles homonymes, voir Noix (homonymie). Cet article concerne le fruit du noyer. Pour les fruits à écale de façon générale, voir fruit à coque et fruit sec. Une noix, fruit à coque du noyer commun (Juglans regia), dans son brou éclaté. On extrait de cette enveloppe une teinture, le brou de noix. La noix est un fruit comestible à coque. Elle est produite par les noyers, arbres du genre Juglans L., de la famille des Juglandacées. La forme commercialisée la plus i...