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Bukit Bintang pada 2009 Bukit Bintang (Melayu [bu.ket̚ bi.ntaŋ]; disebut dengan nama Bintang Walk atau Starhill, yang terakhir menjadi terjemahan dari nama Melayu) adalah nama dari distrik perbelanjaan dan hiburan di Kuala Lumpur, Malaysia. Daerah ini meliputi Jalan Bukit Bintang dan daerah disekitarnya. Daerah ini telah lama menjadi pusat ritel paling menonjol di Kuala Lumpur yang merupakan rumah bagi banyak pusat perbelanjaan terkenal, kafe al fresco, bar megah, pasar malam, serta jajanan...

The European Commission's programme for education, training, youth and sport Logo of the current Erasmus+ programme (2021–2027) The Erasmus Programme (EuRopean Community Action Scheme for the Mobility of University Students)[1] is a European Union (EU) student exchange programme established in 1987.[2][3] Erasmus+, or Erasmus Plus, is the new programme combining all the EU's current schemes for education, training, youth and sport, which was started in January 2014. ...

1917 play by Mary Hamlin and George Arliss This article is about the 1917 play written by Mary Hamlin and George Arliss. For the 2015 musical written by Lin-Manuel Miranda, see Hamilton (musical). HamiltonGeorge Arliss and Jeanne Eaglesin Hamilton ()Written byMary P. HamlinGeorge ArlissCharacters Alexander Hamilton Thomas Jefferson James Monroe William B. Giles General Philip Schuyler Count Talleyrand James Reynolds Zekial Chief Justice John Jay Colonel Lear Citizen Mrs. Betsy Hamilton Angeli...

For other uses, see Karmala (disambiguation).Taluka in Maharashtra, IndiaKarmalaTalukaCountryIndiaStateMaharashtraDistrictSolapur DistrictHeadquartersKarmalaArea[1] • Total1,609.7 km2 (621.5 sq mi)Population (2011)[1] • Total254,489 • Density160/km2 (410/sq mi) • Sex ratio925ISO 3166 codeIN-MHVillages122[1]Revenue circles6Average rainfall50.6 mm Karmala Taluka is one of the 11 talukas of Solapur ...

La prise de force, ou prise de puissance, est une pièce mécanique permettant de transmettre le couple d'un moteur à un outil mécanique, permettant ainsi la mise en mouvement de cet outil grâce à la rotation d'un arbre cannelé sur lequel elle vient s'emboîter. Il peut être utilisé sur des poids lourds ou sur des engins agricoles. Histoire Avant l'invention de la prise de force, il était possible d'avoir un mouvement de rotation sur une machine fixe, ou aussi sur la roue d'un tracteu...

District in Arunachal Pradesh, IndiaLower Subansiri districtDistrictPaddy fields near ZiroLower Subansiri districtLocation in Arunachal PradeshCountry IndiaStateArunachal PradeshHeadquartersZiroPopulation (2011) • Total83,030[1]Demographics • Literacy76.3%[1] • Sex ratio975[1]Time zoneUTC+05:30 (IST)Websitelowersubansiri.nic.in Lower Subansiri district (Pron:/su:bənˈsɪɹi/) is one of the 25 administrative districts of t...

Yitzhak GruenbaumLahir24 November 1879Tempat lahirWarsawa, Polandia, Kekaisaran RusiaTahun aliyah1933Meninggal dunia7 September 1970(1970-09-07) (umur 90)Tempat meninggalGan Shmuel, IsraelJabatan menteri1948–1949Menteri Urusan Dalam Negeri Yitzhak Gruenbaum (bahasa Polandia: Izaak Grünbaum, Ibrani dan Yiddish: יצחק גרינבוים, 24 November 1879 – 7 September 1970) adalah seorang pemimpin gerakan Zionis di kalangan Yahudi Polandia pada periode antar-perang ...

Constituency of Bangladesh's Jatiya Sangsad Natore-4Constituencyfor the Jatiya SangsadDistrictNatore DistrictDivisionRajshahi DivisionElectorate371,788 (2018)[1]Current constituencyCreated1984PartyAwami LeagueMember(s)Siddiqur Rahman Patwari Natore-4 is a constituency represented in the Jatiya Sangsad (National Parliament) of Bangladesh since 2023 by Siddiqur Rahman Patwari of the Awami League. Boundaries The constituency encompasses Baraigram and Gurudaspur.[2][3] His...

1968 film by François Truffaut For other uses, see Stolen Kisses (disambiguation). Stolen KissesTheatrical release posterFrenchBaisers volés Directed byFrançois TruffautScreenplay by François Truffaut Claude de Givray Bernard Revon Based onCharactersby François TruffautMarcel MoussyProduced by François Truffaut Marcel Berbert Starring Jean-Pierre Léaud Delphine Seyrig Claude Jade Michael Lonsdale Harry-Max André Falcon Daniel Ceccaldi CinematographyDenys ClervalEdited byAgnès Guillem...

Choate, Hall & Stewart LLPHeadquartersBostonNo. of offices1No. of attorneys170Major practice areasBusiness and Technology, Finance & Restructuring, Litigation, Intellectual Property, Private Equity, Wealth ManagementRevenue$274.7 million (2021)Profit per equity partner$3.24 million (2021)Date founded1899 (1899)FounderCharles F. Choate Jr., John Hall, Ralph A. StewartCompany typeLLPWebsitewww.choate.com Choate Hall & Stewart LLP, commonly referre...

Military pilots known for destroying enemy observation balloons Observation balloon being shot down by a German biplane Balloon busters were military pilots known for destroying enemy observation balloons. These pilots were noted for their fearlessness, as balloons were stationary targets able to receive heavy defenses, from the ground and the air.[1] Seventy-seven flying aces in World War I were each credited with destroying five or more balloons, and thus were balloon aces. The cruc...

Royal estate on the island of Corfu, Greece For other places with similar names, see Mon Repos. This article includes a list of general references, but it lacks sufficient corresponding inline citations. Please help to improve this article by introducing more precise citations. (December 2019) (Learn how and when to remove this message) Mon ReposEstablished1828; 196 years ago (1828)LocationCorfu, GreeceCoordinates39°36′23″N 19°55′34″E / 39.60639°N ...

Taxation in the United States Federal taxation Alternative Minimum Tax Capital gains tax Corporate tax Estate tax Excise tax Payroll tax Revenue Gift tax Income tax Internal Revenue Service IRS Code IRS Forms History Constitutional Authority Taxpayer standing Court vte A Qualified Intermediary refers to a person that acts as an intermediary qualified under certain sections of the U.S. Internal Revenue Code (IRC) to undertake specified activities. IRC §1031 Qualified Intermediary A §1031 Qua...

NGC 65NGC 65 by 2MASSData pengamatan (J2000 epos)Rasi bintangCetusAsensio rekta 18j 58m 07dDeklinasi -22° 52′ 48″Pergeseran merah0,024327Kecepatan radial helio7315 ± 59Jarak952 ± 00 Mpc (3.105 ± 0 Mly)Magnitudo semu (V)13.4Ciri-ciriJenisS[1]Penamaan lainPGC 1229, MCG-04-02-001 NGC 65 (ESO 473-10A/PGC 1229) adalah sebuah galaksi yang terletak di rasi bintang Cetus. Galaksi ini memiliki magnitudo semu 13.4 dan terl...

Тигровая акула Научная классификация Домен:ЭукариотыЦарство:ЖивотныеПодцарство:ЭуметазоиБез ранга:Двусторонне-симметричныеБез ранга:ВторичноротыеТип:ХордовыеПодтип:ПозвоночныеИнфратип:ЧелюстноротыеКласс:Хрящевые рыбыПодкласс:ЭвселяхииИнфракласс:Пластиножабе�...

Geena DavisLahirVirginia Elizabeth Davis21 Januari 1956 (umur 68)Wareham, Massachusetts, A.S.AlmamaterNew England CollegeBoston University (BFA)PekerjaanAktoraktivisprodusermodelTahun aktif1982–sekarangTinggi6 ft 0 in (1,83 m)[1]Suami/istri Richard Emmolo ​ ​(m. 1981; c. 1984)​ Jeff Goldblum ​ ​(m. 1987; c. 1991)​ Renny Harlin ​ ​(m. 1993...

Extinct genus of reptiles LohuecosuchusTemporal range: Late Cretaceous: Campanian–Maastrichtian, 77.9–69 Ma[1] PreꞒ Ꞓ O S D C P T J K Pg N Skull and mandible of Lohuecosuchus megadontos Scientific classification Domain: Eukaryota Kingdom: Animalia Phylum: Chordata Class: Reptilia Clade: Archosauria Clade: Pseudosuchia Clade: Crocodylomorpha Clade: Crocodyliformes Clade: Eusuchia Clade: †Allodaposuchidae Genus: †LohuecosuchusNarváez et al., 2015 Type species †Lohuec...

Japanese multinational automaker This article is about the car manufacturer. For the Zoroastrian deity, see Ahura Mazda. For other uses, see Mazda (disambiguation). 34°22′37″N 132°30′03″E / 34.3770577°N 132.5008222°E / 34.3770577; 132.5008222 Mazda Motor CorporationHeadquarters in Fuchū, Japan (2020)Native nameマツダ株式会社Romanized nameMatsuda Kabushiki GaishaCompany typePublicTraded asTYO: 7261IndustryAutomotiveFoundedJanuary 30, 1920;&#...

Measuring instruments which monitor and control a process For other uses, see Instrumentation (disambiguation). Instrumentation is a collective term for measuring instruments, used for indicating, measuring, and recording physical quantities. It is also a field of study about the art and science about making measurement instruments, involving the related areas of metrology, automation, and control theory. The term has its origins in the art and science of scientific instrument-making. Instrum...

Circle of immediate corresponding curvature of a curve at a point Kissing circles redirects here. For Descartes' theorem on mutually tangent (kissing) circles, see Descartes' theorem. An osculating circle Osculating circles of the Archimedean spiral, nested by the Tait–Kneser theorem. The spiral itself is not drawn: we see it as the locus of points where the circles are especially close to each other.[1] An osculating circle is a circle that best approximates the curvature of a curv...