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Rika AdachiNama asal足立 梨花Lahir16 Oktober 1992 (umur 31)Nagasaki Prefecture, JepangKebangsaanJepangPekerjaanAktris, tarentoTahun aktif2007–sekarangAgenHoriproDikenal atas Twin Spica Amachan Tinggi162 m (531 ft 6 in)Situs webtwitter.com/adacchee Rika Adachi (足立 梨花code: ja is deprecated , Adachi Rika, lahir 16 Oktober 1992) adalah seorang tarento serta aktris asal Jepang.[1][2] Lahir di Nagasaki, serta tumbuh besar di Prefektu...
Antigua und Barbuda Kapitän John Maginley Aktuelles ITF-Ranking 91 Statistik Erste Teilnahme 1996 Davis-Cup-Teilnahmen 9 davon in Weltgruppe 0 Bestes Ergebnis 3. in Amerika Zone Gruppe III (1997) Ewige Bilanz 13:32 Erfolgreichste Spieler Meiste Siege gesamt Phillip Williamson (19) Meiste Einzelsiege Phillip Williamson (14) Meiste Doppelsiege Jerry Williams (6) Bestes Doppel John Maginley / Phillip WilliamsonJerry Williams / Phillip WilliamsonCarlton Bedminster / Jody Maginley (je 2) Meiste T...
Malaccamax is defined by the Strait of Malacca, Malaccamax tankers can carry oil from the Persian Gulf to China.General characteristics Tonnage300,000 DWT Length333 m (1,093 ft) Beam60 m (197 ft) Draft20.5 m (67 ft) Malaccamax is a naval architecture term for the largest tonnage of ship capable of fitting through the 25-metre-deep (82 ft) Strait of Malacca. Bulk carriers and supertankers have been built to this tonnage, and the term is chosen for very l...
Shigefumi MoriShigefumi MoriLahir23 Februari 1951 (umur 72)Nagoya, JepangKebangsaanJepangAlmamaterUniversitas KyotoDikenal atasGeometri algebraprogram model minimalPenghargaanFields Medal (1990)Cole Prize (1990)Karier ilmiahBidangMatematikaInstitusiUniversitas KyotoDisertasiThe Endomorphism Rings of Some Abelian Varieties (1978)Pembimbing doktoralMasayoshi Nagata Shigefumi Mori (森 重文code: ja is deprecated , Mori Shigefumi, lahir 23 Februari 1951) adalah seorang matematikawan a...
Урочище Довгий Потік 47°54′02″ пн. ш. 24°13′32″ сх. д. / 47.900830000027774247° пн. ш. 24.22583000002777709° сх. д. / 47.900830000027774247; 24.22583000002777709Координати: 47°54′02″ пн. ш. 24°13′32″ сх. д. / 47.900830000027774247° пн. ш. 24.22583000002777709° сх. д. / 47.900830000027774247; ...
Заповідник Гілсвілл 37°40′55″ пд. ш. 145°31′53″ сх. д. / 37.68220000002777681° пд. ш. 145.53160000002776542° сх. д. / -37.68220000002777681; 145.53160000002776542Координати: 37°40′55″ пд. ш. 145°31′53″ сх. д. / 37.68220000002777681° пд. ш. 145.53160000002776542° сх. д. / -37.68220000002777681...
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The Kinsale cloak (Irish: fallaing Chionn tSáile), worn until the twentieth century in Kinsale and West Cork, was the last remaining cloak style in Ireland. It was a woman's wool outer garment which evolved from the Irish cloak, a garment worn by both men and women for many centuries. Image from an old postcard showing a woman wearing a Kinsale Cloak Historical development The Kinsale Cloak, also known as the West Cork Cloak or Irish Cloak, evolved from cloaks which were worn throughout Euro...
2018 South Korean TV series Ms. Ma, NemesisPromotional posterHangul미스 마: 복수의 여신Literal meaningMiss Ma: Goddess of RevengeRevised RomanizationMiseu Ma: Boksuui Yeosin GenreMysteryRevengeBased onMiss Marple's adventuresby Agatha Christie (under licence from Agatha Christie Ltd.)Developed byHong Chang-wookWritten byPark Jin-wooDirected byMin Yeon-hongLee Jung-hoonStarringYunjin KimJung Woong-inKo Sung-heeCNUComposerJin MyeongyongCountry of originSouth KoreaOriginal languageKorean...
2000 television film by Robert Markowitz The Great GatsbyDVD coverGenreRomantic dramaBased onThe Great Gatsbyby F. Scott FitzgeraldWritten byJohn J. McLaughlinDirected byRobert MarkowitzStarringToby StephensMira SorvinoPaul RuddMartin DonovanMusic byCarl DavisCountry of originUnited KingdomUnited StatesOriginal languageEnglishProductionExecutive producersTom ThayerDelia FineJane TranterAntony RootProducersCraig McNeilDavid RoessellProduction locationMontrealCinematographyGuy DufauxEditorDavid...
2010 film Cirkus ColumbiaDirected byDanis TanovićScreenplay byDanis TanovićStory byIvica Đikić (novel)Produced byAmra Bakšić ĆamoMarc BaschetMarion HänselDunja KlemencČedomir KolarGerhard MeixnerMiroslav MogorovićRoman PaulMirsad PurivatraCat VilliersStarringMiki ManojlovićBoris LerMira FurlanJelena StupljaninMario KnezovićRelease date 23 June 2010 (2010-06-23) Running time113 min.CountriesBosnia and HerzegovinaLanguagesEnglishBosnian Cirkus Columbia is a 2010 Bosni...
GangaaNama alternatifSagar Ki GangaaGenreDramaRomanceDitulis olehRajita SharmaZama HabibSutradaraWaseem SabirYusuf AnsariPengarah kreatifShikha VijPemeranAditi Sharma Vishal Vashishtha Shakti AnandLagu pembukaGanga Bahi Chali Jaye Ishq NasheenPenata musikAshish RegoNegara asalIndiaBahasa asliHindiJmlh. musim3Jmlh. episode595ProduksiProduser eksekutifSumeet DubeyProduserSunjoy Waddhwa Comall S. WaddhwaPengaturan kameraMulti-cameraDurasi24 menitRilisJaringan asli&TVRilis asli02 Maret ...
Military cap, worn by armored forces and other units Field Marshal Montgomery wearing his black beret The black beret is a colour of beret, a type of headgear. It is commonly worn by paramilitaries and militaries around the world, particularly armored forces such as the British Army's Royal Tank Regiment (RTR), the Royal Canadian Armoured Corps (RCAC), and Royal Australian Armoured Corps (RAAC) and the Indian Army Armoured Corps and Indian Border Security Force. Notable non-armored military u...
Thị thực du lịch Tchad Khách đến Tchad phải xin thị thực từ một trong những phái vụ ngoại giao Tchad trừ khi họ đến từ một trong những quốc gia được miễn thị thực.[1] Bản đồ chính sách thị thực Chad Miễn thị thực Thị thực tại cửa khẩu Miễn thị thực Dấy nhập cảnh Tchad Dấu xuất cảnh Tchad Công dân của 11 quốc gia sau có thể đ�...
Professional football league in Nepal Football leagueNepal Super LeagueOriginal logo versionOrganising bodiesNepal Sports and Events Management (NSEM) ANFAFoundedFebruary 21, 2021; 2 years ago (2021-02-21)CountryNepalNumber of teams9Level on pyramid1International cup(s)SAFF Club Championship (proposed)TV partnersHimalaya TVWebsitenepalsuperleague.comCurrent: 2023–24 Nepal Super League The Nepal Super League is Nepal's first professional franchise based football league orga...
Italian interbank network and debit card Bancomat/PagoBancomatOperating areaItalyMembers561[1]ATMs53,000[1]Founded1983OwnerBancomat S.p.A.Websitebancomat.it Bancomat is an Italian interbank network for cash withdrawals widely used in Italy. It was first introduced in 1983 for use with automated teller machines. The network is owned by the Rome-based Bancomat, S.p.A. and its cards are issued by Italian banks. The service is only used in Italy and the word “bancomat” is used...
Area of south east London This article is about suburban town and district in the Royal Borough of Greenwich. For other uses, see Coldharbour (disambiguation). This article uses bare URLs, which are uninformative and vulnerable to link rot. Please consider converting them to full citations to ensure the article remains verifiable and maintains a consistent citation style. Several templates and tools are available to assist in formatting, such as reFill (documentation) and Citation bot (docume...
In this Japanese name, the surname is Kawakatsu. Kawakatsu clan川勝氏Parent houseHata clanTitlesHatamotoothers Kawakatsu clan (川勝氏, Kawakatsu-shi) was a Japanese clan that claimed descent from the Hata clan. In the Edo period, several of the clan's branches were hatamoto families. References (in Japanese) Kawakatsu-shi on Harimaya.com (14 Nov. 2009) This Japanese clan article is a stub. You can help Wikipedia by expanding it.vte
X Шахматная Олимпиада Подробности Место проведения Финляндия, Хельсинки Страны-участницы 25 Количество шахматистов 140 Количество партий 740 Церемония открытия 10 августа 1952 года Церемония закрытия 31 августа 1952 года Чемпион (мужчины) СССР 1 Медиафайлы на Викисклад�...
The simple contour C (black), the zeros of f (blue) and the poles of f (red). Here we have 1 2 π i ∮ C f ′ ( z ) f ( z ) d z = 4 − 5. {\displaystyle {\frac {1}{2\pi i}}\oint _{C}{f'(z) \over f(z)}\,dz=4-5.\,} In complex analysis, the argument principle (or Cauchy's argument principle) is a theorem relating the difference between the number of zeros and poles of a meromorphic function to a contour integral of the function's logarithmic derivative. Formulation If f(z...