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Untuk penyanyi dan pemeran opera, lihat Geraldine Farrar. Geraldine Ferraro Duta Besar Amerika Serikat untuk Komisi Hak Asasi Manusia Perserikatan Bangsa-BangsaMasa jabatan4 Maret 1993 – 11 Oktober 11996PresidenBill Clinton PendahuluArmando ValladaresPenggantiNancy RubinSekretaris DPR Kaukus DemokratMasa jabatan3 Januari 1981 – 3 Januari 1985PemimpinTip O'Neill PendahuluShirley ChisholmPenggantiMary OakarAnggota Dewan Perwakilan Rakyat A.S.dari dapil ke-9 New...

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 November 2022. Francis LapointeLahir(1993-04-21)21 April 1993Verdun, Quebec, KanadaMeninggal24 November 2013(2013-11-24) (umur 20)Montreal, Quebec, KanadaSebab meninggalBunuh diriMakamTaman Makam Notre-Dame-des-Neiges, Montreal, Quebec, KanadaTempat tingga...

Список используемых в математике специфических символов можно увидеть в статье Таблица математических символов Математические обозначения («язык математики») — графическая система обозначений, служащая для изложения абстрактных математических идей и суждений в ч...

LGBT rights in Europe  Same-sex marriage   Civil unions   Limited domestic recognition (cohabitation)   Limited foreign recognition (residency rights)   No recognition   Constitutional limit on marriageStatusLegal, with an equal age of consent, in all 51 statesLegal, with an equal age of consent, in all 6 dependencies and other territoriesGender identityLegal in 39 out of 51 statesLegal in 3 out of 6 dependencies and other territori...

Untuk penyanyi yang juga dipanggil Mpok Atiek, lihat Atiek CB. Mpok Hj. AtiekLahirHj. Atiek Riwayati28 Februari 1956 (umur 68)Cirebon, Jawa Barat, IndonesiaKebangsaanIndonesiaNama lainMpok AtiekPekerjaanPemeranpelawakTahun aktif1997—sekarang Hj. Atiek Riwayati (lahir 28 Februari 1956), dikenal sebagai Mpok Atiek adalah pemeran dan pelawak Indonesia keturunan Sunda dan Cirebon.[1][2] Ia memiliki sebuah butik dan studio foto di area Thamrin City yang masing-masi...

Thai fashion and lifestyle magazine owned by Haemarit Co., Ltd. Kazz MagazineKazz Magazine Vol. 10, Issue No. 117CategoriesFashionLifestyleFrequencyMonthlyPublisherHaemarit Co., Ltd.[1][2]CountryThailandBased inBangkokLanguageThaiWebsitekazz-magazine.comISSN1686-8471 Kazz Magazine (sometimes stylized as KAZZ Magazine) is a Thai monthly fashion and lifestyle magazine owned by Haemarit Co., Ltd.[2] covering topics about entertainment personalities and celebrities. The ma...

جزء من سلسلة مقالات سياسة الدنماركالدنمارك الدستور الدستور حقوق الإنسان التاج الملك (الملكة مارغريت الثانية) ولي العهد (فريدريك) العائلة المالكة المجلس الخاص السلطة التنفيذية رئيس الوزراء مجلس الوزراء السلطة التشريعية البرلمان السلطة القضائية القضاء المحكمة العليا الت�...

2016年美國總統選舉 ← 2012 2016年11月8日 2020 → 538個選舉人團席位獲勝需270票民意調查投票率55.7%[1][2] ▲ 0.8 %   获提名人 唐納·川普 希拉莉·克林頓 政党 共和黨 民主党 家鄉州 紐約州 紐約州 竞选搭档 迈克·彭斯 蒂姆·凱恩 选举人票 304[3][4][註 1] 227[5] 胜出州/省 30 + 緬-2 20 + DC 民選得票 62,984,828[6] 65,853,514[6]...

BPScrystal structure of the grb14 bps region in complex with the insulin receptor tyrosine kinaseIdentifiersSymbolBPSPfamPF08947InterProIPR015042Available protein structures:Pfam  structures / ECOD  PDBRCSB PDB; PDBe; PDBjPDBsumstructure summary In molecular biology, the BPS domain (Between PH and SH2) domain is a protein domain of approximately 45 amino acids found in the adaptor proteins Grb7/|Grb10/Grb14. It mediates inhibition of the tyrosine kinase domain of the insulin recepto...

Usmar Ismail Awards 2016GenrePenghargaanPresenterIndra Herlambang Ersa MayoriNegara asal IndonesiaBahasa asliBahasa IndonesiaProduksiRumah produksiTranscorpRilis asliJaringanTrans7Rilis2 April 2016 Usmar Ismail Awards 2016 adalah sebuah ajang penghargaan bagi insan perfilman di indonesia.[1] Pengisi Acara Pembawa Acara Indra Herlambang Ersa Mayori Bintang Tamu Prisia Nasution Sandhy Sondoro Andien Isyana Sarasvati Maruli Tampubolon Dan masih banyak lagi Kategori dan Nominasi Kat...

Nabari 名張市Kota BenderaLambangLokasi Nabari di Prefektur MieNegara JepangWilayahKansaiPrefektur MiePemerintahan • Wali kotaToshikatsu KameiLuas • Total130 km2 (50 sq mi)Populasi (Oktober 1, 2015) • Total78.795 • Kepadatan606,1/km2 (1,570/sq mi)Zona waktuUTC+09:00Kode pos518-0492Simbol  • PohonAcer • BungaPlatycodon grandiflorus • BurungHorornis diphoneAlamat1-1 Kōn...

American comedian and actress Abbi JacobsonJacobson at the 2015 PaleyFestBorn1984 (age 39–40)Wayne, PennsylvaniaEducationMaryland Institute College of Art (BFA)Emerson CollegeOccupations Comedian actress writer illustrator Years active2009–presentPartner(s)Jodi Balfour (2020–present; engaged) Abbi Jacobson (born 1984) is an American comedian, actress, writer, producer, and illustrator. She co-created and co-starred in the Comedy Central series Broad City (2014–2019) with...

Marvel Studios: LegendsGenre Acara klip Seri dokumenter Pahlawan super BerdasarkanMarvel ComicsNegara asal Amerika SerikatBahasa asliInggrisJmlh. musim1Jmlh. episode14ProduksiDurasi5–10 menitRumah produksiMarvel StudiosDistributorDisney Platform DistributionRilis asliJaringan Disney+ Disney+ Hotstar (Indonesia) Rilis8 Januari 2021 (2021-01-08) –sekarang (sekarang)Acara terkaitMarvel Studios: Assembled Marvel Studios: Legends adalah seri dokumenter televisi Amerika Ser...

Ricardo, Miriam y Fidel Ficha técnicaDirección Christian FreiProducción Christian FreiGuion Christian FreiMúsica Arturo Sandoval Chucho ValdésFotografía Peter IndergandMontaje Christian Frei, Damaris BetancourtProtagonistas Ricardo Martínez Miriam Martínez Ver todos los créditos (IMDb)Datos y cifrasPaís SuizaAño Abril 1997Género DocumentalDuración 90 minIdioma(s) InglésFicha en IMDbFicha en FilmAffinity[editar datos en Wikidata] Ricardo, Miriam y Fidel, realizado en 19...

Removal of caffeine Decaf redirects here. For the computer software program, see DECAF. Decaffeination is the removal (de-) of caffeine from coffee beans, cocoa, tea leaves, and other caffeine-containing materials. Decaffeinated products are commonly termed by the abbreviation decaf. Decaffeinated drinks contain typically 1–2% of the original caffeine content, but sometimes as much as 20%.[1] Decaffeination of coffee Friedlieb Ferdinand Runge performed the first isolation of caffein...

Pour les articles homonymes, voir Doucouré. Ladji Doucouré Ladji Doucouré lors des Championnats d'Europe d'athlétisme en salle 2009. Informations Disciplines 110 m haies, relais 4 × 100 m Période d'activité 1999 - 2017 Nationalité Français Naissance 28 mars 1983 (41 ans) Juvisy-sur-Orge Taille 1,83 m Masse 75 kg Club AA Pays de France 95 Entraîneur Hubert Rochard et Olivier Darnal Records • Recordman d'Europe du 50 m haies en salle (6 s 36, 2005) • Records de France du 60 ...

Mountain in Scotland Loudoun HillLoudoun Hill from the east sideHighest pointElevation316 m (1,037 ft)Prominencec. 66 mNamingNative nameBeinn Lùghdain (Scottish Gaelic)GeographyLoudoun HillEast Ayrshire, Scotland OS gridNS608379Topo mapOS Landranger 71GeologyMountain typeVolcanic Plug Loudoun Hill (Scottish Gaelic: Beinn Lùghdain; also commonly Loudounhill)[1] is a volcanic plug in East Ayrshire, Scotland. It is located near the head of the River Irvine, east of...

Not to be confused with Buddhism in Greece.Cultural syncretism in Central and South Asia in antiquity Gautama Buddha in Greco-Buddhist style, 1st–2nd century AD, Gandhara (Peshawar basin, modern day Pakistan). Part of a series onBuddhism Glossary Index Outline History Timeline The Buddha Pre-sectarian Buddhism Councils Silk Road transmission of Buddhism Decline in the Indian subcontinent Later Buddhists Buddhist modernism DharmaConcepts Four Noble Truths Noble Eightfold Path Dharma wheel Fi...

Aspect of probability and statistics In probability theory and statistics, the marginal distribution of a subset of a collection of random variables is the probability distribution of the variables contained in the subset. It gives the probabilities of various values of the variables in the subset without reference to the values of the other variables. This contrasts with a conditional distribution, which gives the probabilities contingent upon the values of the other variables. Marginal vari...

Cryptanalytic method for unauthorized users to access data This article is about the cryptanalytic method. For similarly named methods in other disciplines, see Brute force. In cryptography, a brute-force attack consists of an attacker submitting many passwords or passphrases with the hope of eventually guessing correctly. The attacker systematically checks all possible passwords and passphrases until the correct one is found. Alternatively, the attacker can attempt to guess the key which is ...