Kim Su-an
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Halaman ini berisi artikel tentang awan cokelat Samudra Hindia. Untuk Tiongkok, lihat Polusi udara di Tiongkok. Awan Vokelat Atmosferik di belahan Tiongkok Badai Awan Cokelat Besar di belahan Asia Awan cokelat Samudra Hindia atau awan cokelat Asia adalah sebuah lapisan polusi udara yang menerjang belahan Asia Selatan, yakni utara Samudra Hindia, India, dan Pakistan.[1][2] Terlibat dari foto-foto satelit, awan tersebut tampak sebagai noda cokelat raksasa di udara di sepanjang s...
شركة محبوبية تقسيم إداري البلد المغرب الجهة بني ملال خنيفرة الإقليم بني ملال الدائرة بني ملال الجماعة القروية أولاد امبارك المشيخة أولاد أمبارك السكان التعداد السكاني 328 نسمة (إحصاء 2004) • عدد الأسر 49 معلومات أخرى التوقيت ت ع م±00:00[1]، وت ع م+01:00[1] تعديل ...
Vlag van Verenigde Staten USA Pro Challenge 2014 4e editie Periode 18–24 augustus Startplaats Aspen Finishplaats Denver Totale afstand 845,1 km Deelnemers 128 Eindklassementen Winnaar Vlag van Verenigde Staten Tejay van Garderen Punten Vlag van Verenigde Staten Kiel Reijnen Berg Vlag van Verenigde Staten Benjamin Jacques-Maynes Jongeren Clément Chevrier Ploegen Vlag van Verenigde Staten BMC Racing Team Navigatie ← USA Pro Challenge 2013 USA Pro Challenge 2015 → Porta...
Edisi pertama (diterbitkan oleh Gollancz) The Va Dinci Cod: A Fishy Parody adalah sebuah parodi dari Buku Terlaris New York Times The Da Vinci Code. Novel ini ditulis oleh Adam Roberts, seorang novelis dan kritikus Britania, dengan nama pena Don Brine (parodi dari Dan Brown). Nama-nama karakter dalam novel ini mengingatkan pada karakter-karakter terkenal: Sophie Nudivue (Sophie Neveu), Robert Donglan (Robert Langdon), dan Curvy Tash (Bezu Fache). Novel ini diterbitkan pada tahun 2005 oleh Har...
هذه المقالة يتيمة إذ تصل إليها مقالات أخرى قليلة جدًا. فضلًا، ساعد بإضافة وصلة إليها في مقالات متعلقة بها. (يوليو 2020) لوري هاينيمان (بالإنجليزية: Laurie Heineman) معلومات شخصية الميلاد 4 أغسطس 1948 (75 سنة) شيكاغو مواطنة الولايات المتحدة الحياة العملية المهنة ممثلة، وم
9×19mm Parabellum Tipo Pistola Local de origem Império Alemão História operacional Utilizadores OTAN e outros Guerras Primeira Guerra Mundial – presente Histórico de produção Criador Georg Luger Data de criação 1901 Período deprodução 1902–presente Especificações Cartucho semelhante 7,65×21mm Parabellum Cartucho tipo Sem aro, cônico Diâmetro do Projétil ,355 in (9,02 mm) Diâmetro do pescoço ,380...
Daftar penampilan JKT48 dapat mengacu pada beberapa hal berikut: Daftar pertunjukan di Teater JKT48 JKT48 Ramadhan (selama bulan Ramadan Tahun Hijriah, sejak 2012) Daftar konser dan acara JKT48 Daftar penampilan JKT48 melalui media di Indonesia Daftar penampilan eksternal JKT48 di Indonesia Daftar penampilan JKT48 di luar negeri lbsJKT48Bagian dari IDN Media (sejak 2022)Anggota (sejarah)AnggotaaktifAnggota tetap AshelAG Amanda Christy Lia Zee Callie Oniel Olla Feni Fiony Flora Freya Ella Gita...
1984 Japanese animated film Urusei Yatsura 2: Beautiful DreamerTheatrical release posterJapanese nameKanjiうる星やつら２ ビューティフル・ドリーマーTranscriptionsRevised HepburnUrusei Yatsura 2 Byūtifuru Dorīmā Directed byMamoru OshiiScreenplay byMamoru OshiiBased onUrusei Yatsuraby Rumiko TakahashiProduced byHidenori Taga [ja][1]Music byMasaru Hoshi [ja][1]Productioncompanies Kitty Films Toho[1] Distributed byTohoRelea...
This biography of a living person needs additional citations for verification. Please help by adding reliable sources. Contentious material about living persons that is unsourced or poorly sourced must be removed immediately from the article and its talk page, especially if potentially libelous.Find sources: Heinke van der Merwe – news · newspapers · books · scholar · JSTOR (June 2021) (Learn how and when to remove this template message) Rugby playerHe...
Concert venue in Back Bay Hatch Memorial ShellThe Boston Pops performing at the Hatch Shell on July 4, 2005Former namesEdward A. Hatch Memorial ShellLocationBoston, MassachusettsCoordinates42°21′26″N 71°04′25″W / 42.357311°N 71.073687°W / 42.357311; -71.073687OwnerDepartment of Conservation and RecreationTypeOutdoor amphitheaterSeating typeopenCapacity10,000Opened1928 (1928) The Edward A. Hatch Memorial Shell (commonly referred to as the Hatch Shell) i...
Metro station in Suita, Osaka Prefecture, Japan 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: Esaka Station – news · newspapers · books · scholar · JSTOR (August 2018) Esaka Station江坂駅 Osaka MetroEsaka Station platform in August 2013General informationLocation9 Toyotsuchō, Suita, Osaka（...
SoanBackground informationBirth nameJulien DecroixBorn (1981-05-04) 4 May 1981 (age 42)OriginFranceGenresPopOccupation(s)Singer, songwriter, Record Producer, musicianInstrument(s)Vocals, GuitarYears active1998 – presentMusical artist Julien Decroix, better known as Soan, (born on 4 May 1981) is a French singer-songwriter who won in 2009 the seventh season of the French music competition Nouvelle Star. Beginnings Soan left home at 17 over family discords and traveled a lot ...
German musician (born 1983) Not to be confused with Nena. A major contributor to this article appears to have a close connection with its subject. It may require cleanup to comply with Wikipedia's content policies, particularly neutral point of view. Please discuss further on the talk page. (January 2019) (Learn how and when to remove this template message) NINABackground informationBirth nameNina BoldtBorn (1983-09-29) 29 September 1983 (age 40)Berlin, GermanyGenresSynthwave, electronic...
1967 soundtrack album by Mal WaldronSweet Love, BitterSoundtrack album by Mal WaldronReleased1967RecordedMarch 23, 1967GenreJazzLength31:28LabelImpulse!Mal Waldron chronology The Quest(1961) Sweet Love, Bitter(1967) Ursula(1969) Sweet Love, Bitter is a soundtrack album by American jazz pianist Mal Waldron recorded in 1967 for the film of the same name written by Lewis Jacobs and directed by Herbert Danska and released on the Impulse! label.[1] The movie was a loose fictitious ...
Laurence D. BarronLaurence D. Barron (2019)Born (1944-02-12) 12 February 1944 (age 79)Southampton, EnglandNationalityBritishCitizenshipBritishAlma materUniversity of OxfordKnown forRaman optical activityAwardsChirality Medal (2011)Scientific careerFieldsPhysical chemistryInstitutionsUniversity of GlasgowThesisThe Theory of Optical Birefringence (1969)Doctoral advisorPeter AtkinsOther academic advisorsA. David Buckingham Laurence David Barron FRS, FRSE (born 12...
Місто Дендронангл. Dendron Координати 37°02′39″ пн. ш. 76°56′04″ зх. д. / 37.04440000002777822° пн. ш. 76.934700000027788747° зх. д. / 37.04440000002777822; -76.934700000027788747Координати: 37°02′39″ пн. ш. 76°56′04″ зх. д. / 37.04440000002777822° пн. ш. 76.934700000027788747° зх. д....
2006-2007 meeting of the Ukrainian Verkhovna Rada Verkhovna Rada of Ukraineof the 5th convocation ←4th Verkhovna Rada 6th Verkhovna Rada→OverviewMeeting placeVerkhovna Rada buildingTerm25 May 2006 (2006-05-25) – 23 November 2007 (2007-11-23)Election2006 parliamentary electionWebsiteiportal.rada.gov.uaMembers450 / 450 ChairmanOleksandr Moroz(from July 6, 2006; Socialist Party)First DeputyAdam Martyniuk(until Sep. 20, 2007; Communist Party)Deputy...
لمعانٍ أخرى، طالع العادية (توضيح). قرية العادية - قرية - تقسيم إداري البلد اليمن المحافظة محافظة البيضاء المديرية مديرية الصومعة العزلة عزلة عوين السكان التعداد السكاني 2004 السكان 155 • الذكور 76 • الإناث 79 • عدد الأسر 21 • عدد المساكن 21 معل...
Season of television series The Voice of ChinaSeason 1Hosted byHu QiaohuaJudgesYang KunNa YingLiu HuanHarlem YuWinnerBruce Liang 梁博Winning coachNa YingRunner-upMomo Wu 吴莫愁 ReleaseOriginal networkZRTG: Zhejiang TelevisionOriginal release13 July (2012-07-13) –30 September 2012 (2012-09-30)Season chronologyNext →Season 2 The first season of The Voice of China (Chinese: 中国好声音; pinyin: Zhōngguó Hǎo Shēngyīn) is a Chinese reality talent show ...
Dalam teori kategori, produk dari dua (atau lebih) objek dalam kategori adalah gagasan yang dirancang untuk esensi di balik konstruksi di bidang matematika lain seperti produk himpunan Kartesius, produk langsung dari grup atau gelanggang, dan produk dari ruang topologi. Pada dasarnya, produk dari suatu keluarga objek adalah objek paling umum untuk morfisme untuk setiap objek yang diberikan. Definisi Produk dari dua objek Memperbaiki kategori C. Misalkan X1 dan X2 menjadi objek C. Hasil perkal...
Strategi Solo vs Squad di Free Fire: Cara Menang Mudah!