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Proto-state in Croatia (1991–1995) Republic of Serbian KrajinaРепублика Српска КрајинаRepublika Srpska Krajina1991–1995 Flag Coat of arms Motto: Samo sloga Srbina spasavaСамо слога Србина спасаваOnly Unity Saves the SerbsAnthem: Bože PravdeБоже правдеGod of JusticeThe self-declared Republic of Serbian Krajina in 1991StatusUnrecognized state[1] CapitalKninLargest cityVukovarCommon languagesSerbianReligion Serbian...

Пастырско-богословское училище святого КирикаМонастырский храм Год основания 1922 Год закрытия 1936 Ректор Дамиан (Говоров) Расположение Горноводенский монастырь Юридический адрес  Болгария Пастырско-богословское училище святого Кирика — учебное заведение, открыт�...

Masayuki Deai (出合 正幸)PekerjaanAktorTahun aktif2003—sekarang Masayuki Deai (出合 正幸code: ja is deprecated , Deai Masayuki, lahir 21 Januari 1981) adalah seorang aktor asal Jepang. Dia mulai berkarier di dunia film sejak tahun 2003, dan dia dikenal dengan peran-perannya dalam serial tokusatsu dan drama: sebagai Eiji Takaoka / BoukenSilver dalam serial Super Sentai GoGo Sentai Boukenger. Dia juga sering memainkan peran-peran kecil dalam teater musikal dan iklan televisi. Mas...

سوبر سايز ميSuper Size Me (بالإنجليزية) معلومات عامةالصنف الفني فيلم وثائقي[1][2] المواضيع ماكدونالدز — سمنة تاريخ الصدور 2004 7 مايو 2004[2][3] (الولايات المتحدة)15 يوليو 2004[4] (ألمانيا) مدة العرض 100 دقيقة اللغة الأصلية الإنجليزية البلد الولايات المتحدة مواقع التصوير ن

Taki Taki redirects here. For the DJ Snake song, see Taki Taki (song). You can help expand this article with text translated from the corresponding article in Dutch. Click [show] for important translation instructions. Machine translation, like DeepL or Google Translate, is a useful starting point for translations, but translators must revise errors as necessary and confirm that the translation is accurate, rather than simply copy-pasting machine-translated text into the English Wikipedia. Do...

АшенAchain   Країна  Франція Регіон Гранд-Ест  Департамент Мозель  Округ Саррбур-Шато-Сален Кантон Шато-Сален Код INSEE 57004 Поштові індекси 57340 Координати 48°54′52″ пн. ш. 6°35′34″ сх. д.H G O Висота 227 - 330 м.н.р.м. Площа 4,79 км² Населення 79 (01-2020[1]) Густота 17,12 ос./км...

Stasiun Kumanoshi熊野市駅Stasiun Kumanoshi pada Agustus 2005Lokasi809-3 Idomachi, Kumano-shi, Mie-kenJepangPengelola JR CentralJalur■ Jalur Utama KiseiLetak dari pangkal157.6 km dari KameyamaJumlah peron1 peron samping + 1 peron pulauJumlah jalur3SejarahDibuka8 Agustus 1940Nama sebelumnyaKinomoto (sampai 1959)PenumpangFY2010585 per hari Lokasi pada petaStasiun KumanoshiLokasi di JepangSunting kotak info • L • BBantuan penggunaan templat ini Stasiun Kumanoshi (熊野市駅c...

هنري مكماهون إعلان السبعة كان وثيقة كتبها الدبلوماسي البريطاني السير هنري مكماهون وصدرت في 16 يونيو 1918[1] ردًا على مذكرة صدرت بشكل مجهول من قبل سبعة من الشخصيات السورية البارزة في القاهرة الذين كانوا أعضاء في حزب الوحدة السورية، الذي تأسس في أعقاب إعلان بلفور واتفاقية سا

2020 film by Midhun Manuel Thomas Anjaam PathiraaTheatrical release posterDirected byMidhun Manuel ThomasWritten byMidhun Manuel ThomasProduced byAshiq UsmanStarring Kunchacko Boban Sharaf U Dheen Sreenath Bhasi CinematographyShyju KhalidEdited bySaiju SreedharanMusic bySushin ShyamProductioncompanies Ashiq Usman Productions Manual Movie Makers Distributed byCentral PicturesRelease date 10 January 2020 (2020-01-10) (India) Running time144 minutes[1]CountryIndiaLangu...

This article relies largely or entirely on a single source. Relevant discussion may be found on the talk page. Please help improve this article by introducing citations to additional sources.Find sources: Eunos Bus Interchange – news · newspapers · books · scholar · JSTOR (November 2016) 1°32′34″N 104°30′18″E / 1.54278°N 104.50500°E / 1.54278; 104.50500 Eunos Bus Interchange 友诺士巴士转换站Pertukaran Bas Eun...

Dit is een lijst van werken die aan Rogier van der Weyden worden toegeschreven. Toegeschreven werken De volgende werken worden vrijwel unaniem toegeschreven aan Rogier van der Weyden. Bij de uitvoering werd hij soms bijgestaan door ateliermedewerkers. Afbeelding Titel Datering Techniek h × b (cm) Verblijfplaats Opmerkingen Kruisafneming ca. 1435 olieverf op eiken paneel 220 × 259 Madrid, Pradoinv. 2825 Lucas-MadonnaofSint-Lucas tekent het portret van de Madonna ca. 1435 oliev...

Former trade union of the United States The Journeymen Cigar Makers' International Union of America (CMIU) was a labor union established in 1864 that represented workers in the cigar industry. The CMIU was part of the American Federation of Labor from 1887 until its merger in 1974. Organizational history Forerunners Samuel Gompers, perennial President of the American Federation of Labor for more than three decades, was an important leader of the Cigar Makers' International Union. The first lo...

American college football season 1994 Fresno State Bulldogs footballConferenceWestern Athletic ConferenceRecord5–7–1 (3–4–1 WAC)Head coachJim Sweeney (17th season)Offensive coordinatorJeff Tedford (2nd season)Defensive coordinatorLeon Burtnett (1st season)Home stadiumBulldog Stadium(capacity: 41,031)Seasons← 19931995 → 1994 Western Athletic Conference football standings vte Conf Overall Team W   L   T W   L   T No. 16 Color...

Judo padaPekan Olahraga Nasional XIX Putra Putri   Kata     Kata   55 kg 45 kg 60 kg 48 kg 66 kg 52 kg 73 kg 57 kg 81 kg 63 kg 90 kg 70 kg 100 kg 78 kg +100 kg +78 kg Bebas Bebas Beregu Beregu Judo 78 kg putri pada Pekan Olahraga Nasional XIX dilaksanakan pada tanggal 15 september 2016 di GOR Saparua, Kompleks Olahraga Saparua, Kota Bandung, Jawa Barat.[1] Pertandingan judo menggunakan sistem gugur, dengan pejudo yang kalah dari salah satu semifinalis berhak m...

Highway in Connecticut and Massachusetts Route 159Route 159 highlighted in redRoute informationMaintained by CTDOTLength21.14 mi[1] (34.02 km)Connecticut: 16.82 mi[1]Massachusetts: 4.32 mi[2]ExistedOctober 1968[3]–presentMajor junctionsSouth endMain Street (near I-91) at the Hartford-Windsor town lineMajor intersections I-291 in Windsor, CT I-91 in Windsor Locks, CT Route 57 in Agawam, MANorth end Route 75 / Route&...

English priest This article relies largely or entirely on a single source. Relevant discussion may be found on the talk page. Please help improve this article by introducing citations to additional sources.Find sources: Isaac Colfe – news · newspapers · books · scholar · JSTOR (December 2010) Isaac Colfe (by 1560–1597) was an English divine. Life Colfe was the fourth son of Amandus, Almantius, or Aymon Colfe and his wife, Catherine Bradfield, and unc...

Romanian literary critic Nicolae Manolescu (in 2012) Nicolae Manolescu (Romanian pronunciation: [nikoˈla.e manoˈlesku]; b. 27 November 1939, Râmnicu Vâlcea) is a Romanian literary critic.[1][2] As an editor of România Literară literary magazine, he has reached a record in reviewing books for almost 30 years.[3] Elected a corresponding member of the Romanian Academy in 1997, he was upgraded to titular member in 2013. During the civil unrest of the 1960s, b...

NGC 4676A / 4676BNGC 4676 / Galaksi Tikus (NGC 4676A berada di kanan dan NGC 4676B berada di kiri)Data pengamatan (J2000 epos)Rasi bintangComa BerenicesAsensio rekta 12j 46m 10.1d /  12j 46m 11.2d[1]Deklinasi +30° 43′ 55″ /  +30° 43′ 22″[1]Pergeseran merah6613 ± 8 / 6607 ± 7 km/s[1]Jarak290 Mly (89 Mpc)[2]Magnitudo semu (V)14.7 / 14.4[1]Ciri-ciriJenisIrr / SB(s)0/a pec[1 ...

Jimmy Buffett Nazionalità Stati Uniti GenereCountryRockEasy listeningCalypsoPop Periodo di attività musicale1965 – 2023 Strumentovoce, chitarra EtichettaABC Records, Dunhill Records, MCA Records, Island Records, PolyGram, RCA Records, Atlantic Records Album pubblicati40+ Sito ufficiale Modifica dati su Wikidata · Manuale James William Buffett, detto Jimmy (Pascagoula, 25 dicembre 1946 – Sag Harbor, 1º settembre 2023[1]), è stato un cantautore, mus...

Diagram showing queueing system equivalent of a hyperexponential distribution In probability theory, a hyperexponential distribution is a continuous probability distribution whose probability density function of the random variable X is given by f X ( x ) = ∑ i = 1 n f Y i ( x ) p i , {\displaystyle f_{X}(x)=\sum _{i=1}^{n}f_{Y_{i}}(x)\;p_{i},} where each Yi is an exponentially distributed random variable with rate parameter λi, and pi is the probability that X will take on the form o...