Read other articles:

Pinisi di pelabuhan Paotere Pelabuhan Paotere adalah salah satu warisan Kerajaan Gowa Tallo yang terletak di bagian utara Kota Makassar, tepatnya Kelurahan Gusung, Kecamatan Ujung Tanah, Kotamadya Makassar. Pelabuhan Paotere muncul pada tahun 1420, ketika Raja Tallo Karaeng Samarluka memimpin pasukan sebanyak 200 buah Armada Kapal dengan tujuan ke Kesultanan Melaka, Samudera Pasai dan Banda (Maluku). Sejarah Pelabuhan Paotere pada abad awal ke-15 silam pernah mencatat sejarah baru, ketika raj...

Padmini KolhapureKolhapure pada April 2017Lahir1 November 1965 (umur 58)Mumbai, Maharashtra, IndiaPekerjaanAktris, penyanyiSuami/istriPradeep Sharma (1986)AnakPriyank Pradeep SharmaPenghargaan Penghargaan Filmfare untuk Aktris Pendukung Terbaik Penghargaan Filmfare untuk Aktris Terbaik Padmini Kolhapure (kelahiran 1 November 1965) adalah seorang aktris dan penyanyi asal India, yang berkarya di perfilman Hindi. Ia memulai akting pada 1972 pada usia 7, dan karya-karya terawalnya meliputi ...

1900–01 United States Senate elections ← 1898 & 1899 January 16, 1900 –March 28, 1901 1902 & 1903 → 30 of the 90 seats in the United States Senate (as well as special elections)46 seats needed for a majority   Majority party Minority party   Leader William B. Allison James K. Jones Party Republican Democratic Leader since March 4, 1897 March 4, 1899 Leader's seat Iowa Arkansas Seats before 53 27 Seats after 55 29 Seat chang...

International non-governmental organisation International Mathematical UnionIMU logo based on the Borromean ringsLegal statusunincorporated association, recognized as a charitable organization by the internal revenue service of Berlin, GermanyPurposePromoting International Cooperation in MathematicsLocationIMU Secretariat, Hausvogteiplatz 11A, D-10117 Berlin, GermanyPresidentHiraku NakajimaParent organizationInternational Science CouncilWebsitemathunion.org The International Mathematical Unio...

Filipino vegetable soup Sinabawang gulayAlternative namesFilipino vegetable soup, utan bisaya, sabaw na utan, law-oy, laswa, bulanglang na gulayTypeSoupPlace of originPhilippinesServing temperatureHotMain ingredientsVarious leafy vegetables Sinabawang gulay, usually anglicized as Filipino vegetable soup, is a Filipino vegetable soup made with leafy vegetables (usually moringa leaves) and various other vegetables in a broth seasoned with seafood stock or patis (fish sauce).[1][2 ...

ChumashPiktograf ChumashDaerah dengan populasi signifikan Amerika Serikat (California)BahasaInggris dan Spanyol Bahasa ChumashAgamaAgama tradisional,KekristenanKelompok etnik terkaitBarbareño, Ventureño,Ynezeño, Purismeño, Obiseño[1] Chumash adalah penduduk asli Amerika yang sebelumnya menghuni wilayah pesisir California tengah dan selatan (di wilayah yang kini disebut San Luis Obispo, Santa Barbara, Ventura dan Los Angeles) yang terbentang dari Teluk Morro di utara hingga Malibu...

豪栄道 豪太郎 場所入りする豪栄道基礎情報四股名 澤井 豪太郎→豪栄道 豪太郎本名 澤井 豪太郎愛称 ゴウタロウ、豪ちゃん、GAD[1][2]生年月日 (1986-04-06) 1986年4月6日（38歳）出身 大阪府寝屋川市身長 183cm体重 160kgBMI 47.26所属部屋 境川部屋得意技 右四つ・出し投げ・切り返し・外掛け・首投げ・右下手投げ成績現在の番付 引退最高位 東大関生涯戦歴 696勝493敗...

Azerbaijani football referee Aliyar Aghayev Born (1987-10-17) 17 October 1987 (age 36)Baku, Azerbaijan SSR, Soviet UnionDomesticYears League Role2009– Azerbaijan Premier League RefereeInternationalYears League Role2013– FIFA listed Referee Aliyar Aghayev (Azerbaijani: Əliyar Ağayev; born 17 October 1987) is an Azerbaijani football referee who officiates in the Azerbaijan Premier League. He has been a FIFA referee since 2013, and is ranked as a UEFA first category referee.[1]...

托伊尼·古斯塔夫松出生1938年1月17日  （86歲）職業越野滑雪运动员  托伊尼·古斯塔夫松（瑞典語：Toini Gustafsson，1938年1月17日—），瑞典女子越野滑雪运动员。她曾代表瑞典参加1964年和1968年冬季奥林匹克运动会越野滑雪比赛，共获得二枚金牌和二枚银牌。[1] 参考资料 ^ Toini GUSTAFSSON. International Olympic Committee. [2021-08-24]. （原始内容存档于2021-08-24）.  查...

Weak acid with formula B(OH)₃ Orthoboric acid Structural formula Space-filling model Names IUPAC name Boric acid[1] Other names Orthoboric acid, Boracic acid, Sassolite, Borofax, Trihydroxyborane, Boranetriol, Hydrogen borate, Acidum boricum Identifiers CAS Number 10043-35-3 Y 3D model (JSmol) Interactive imageInteractive image ChEBI CHEBI:33118 Y ChEMBL ChEMBL42403 Y ChemSpider 7346 Y ECHA InfoCard 100.030.114 EC Number 233-139-2 E number E284 (preservatives) KE...

Uwe Ommer, foto Calendario Pirelli 1984 Il calendario Pirelli è un calendario senza fini commerciali nato nel 1963 nella filiale italiana della Pirelli. Indice 1 Storia 2 Edizioni del calendario 3 Note 4 Voci correlate 5 Collegamenti esterni Storia Il calendario Pirelli è famoso per la sua tiratura limitata; infatti non è venduto, ma viene regalato soltanto ad un numero limitato di importanti clienti della Pirelli e di VIP. Si tratta per questo di un prodotto particolare, caratterizzato pe...

Physical barrier between the blood vessels and the seminiferous tubules of animal testes Blood–testis barrierGerminal epithelium of the testicle. 1 basal lamina, 2 spermatogonia, 3 spermatocyte 1st order, 4 spermatocyte 2nd order, 5 spermatid, 6 mature spermatid, 7 Sertoli cell, 8 tight junction (blood testis barrier)IdentifiersMeSHD001814Anatomical terminology[edit on Wikidata] The blood–testis barrier is a physical barrier between the blood vessels and the seminiferous tubules of th...

This article needs additional citations for verification. Please help improve this article by adding citations to reliable sources. Unsourced material may be challenged and removed.Find sources: Scouting in Kentucky – news · newspapers · books · scholar · JSTOR (February 2017) (Learn how and when to remove this message) Daniel C. Beard Boyhood Home Scouting in Kentucky has a long history, from the 1910s to the present day, serving thousands of youth i...

Alfred Lennon BiografiKelahiran14 Desember 1912 Liverpool Kematian1r April 1976 (63 tahun)Brighton Penyebab kematianKanker lambung Data pribadiPendidikanThe Blue Coat School (en) KegiatanPekerjaanpenyanyi-penulis lagu, penyanyi InstrumenVokal KeluargaPasangan nikahJulia Lennon (1938–) AnakJohn Lennon Orang tuaJohn Lennon (en) , Mary Maguire (en) Alfred Lennon adalah (14 Desember 1912 – 1 April 1976) adalah ayah dari musisi Inggris, John Lennon. Semasa hidupnya, ia pernah beke...

Cette page est une très courte ébauche oubliée. À l'instar du célèbre « Une pomme est un fruit » qui a marqué l'histoire de Wikipédia, n'hésitez pas à la développer (comment ?) Vous pouvez également enrichir les pages proposées dans la rubrique « Pommes à croquer » du bistro du jour. Cet article est une ébauche concernant les Jeux olympiques et l’architecture ou l’urbanisme. Vous pouvez partager vos connaissances en l’améliorant (comment...

Part of a series aboutEnvironmental economics Carbon price Carbon credit Carbon emission trading Carbon fee and dividend Carbon finance Carbon offset Carbon tax Emissions trading Environmental tax Personal carbon trading Pigovian tax Social cost of carbon Climate change Carbon footprint Climate change mitigation Food miles Concepts Bright green environmentalism Circular economy Climate finance Corporate sustainability Degrowth Disinvestment Eco-capitalism Eco commerce Eco-innovation Eco-inve...

مجموعة كانتورمعلومات عامةجزء من فترة الوحدة سُمِّي باسم جورج كانتور تعريف الصيغة C 0 := [ 0 , 1 ] , C n := C n − 1 3 ∪ ( 2 3 + C n − 1 3 ) , C := lim n → ∞ C n {\displaystyle C_{0}:=[0,1],C_{n}:={\frac {C_{n-1}}{3}}\cup \left({\frac {2}{3}}+{\frac {C_{n-1}}{3}}\right),{\mathcal {C}}:=\lim _{n\to \infty }C_{n}} الرموز في الصيغة C 0 {\displaystyle C_{0}} ∪ {\displaystyle ...

التهاب المرارة صورة مجهرية لكيس مرارة ملتهبصورة مجهرية لكيس مرارة ملتهب معلومات عامة الاختصاص طب الجهاز الهضمي،  وجراحة عامة  من أنواع التهاب الأقنية الصفراوية الصاعد،  ومرض  المظهر السريري الأعراض التهاب[1]  تعديل مصدري - تعديل   التهاب المرارة[2] (�...

西公園 桜の季節の西公園（2005年4月19日）分類 都市公園 > 基幹公園 > 都市基幹公園 > 総合公園所在地 日本宮城県仙台市青葉区桜ヶ岡公園1-3（および、2-1、2-3、3-2）座標 北緯38度15分43.8秒 東経140度51分42.4秒 / 北緯38.262167度 東経140.861778度 / 38.262167; 140.861778座標: 北緯38度15分43.8秒 東経140度51分42.4秒 / 北緯38.262167度 東経140.861778度 / ...

Continuous surjection satisfying a local triviality condition Not to be confused with an optical fiber bundle. A cylindrical hairbrush showing the intuition behind the term fiber bundle. This hairbrush is like a fiber bundle in which the base space is a cylinder and the fibers (bristles) are line segments. The mapping π : E → B {\displaystyle \pi :E\to B} would take a point on any bristle and map it to its root on the cylinder. In mathematics, and particularly topology, a fiber ...