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Abjad Pahlavi PrasastiPrasasti PaikuliJenis aksara Abjad BahasaIran PertengahanArah penulisanKanan ke kiriAksara terkaitSilsilahHieroglif MesirAbjad Proto-SinaiAbjad FenisiaAbjad AramAbjad PahlaviAbjad Pahlavi PrasastiISO 15924ISO 15924Phli, 131 , ​Pahlavi InskrisionalPengkodean UnicodeNama UnicodeInscriptional PahlaviRentang UnicodeU+10B60–U+10B7F Anda mungkin harus memiliki dukungan perenderan untuk menghasilkan Abjad Pahlavi pada article secara benar. Daftar huruf ab...

GhanchakkarPoster perilisan teatrikalSutradaraRajkumar GuptaProduserRonnie ScrewvalaSiddharth Roy KapurSkenarioParveez ShaikhRajkumar GuptaPemeranEmraan HashmiVidya BalanRajesh SharmaNamit DasPenata musikAmit TrivediSinematograferSetu (Satyajit Pande)PenyuntingAarti BajajDistributorUTV Motion PicturesTanggal rilis 28 Juni 2013 (2013-06-28) Durasi137 men.NegaraIndiaBahasaHindiAnggaran₹290 juta (US$4,1 juta)Pendapatankotor₹380 juta (US$5,3 juta)Ghanchakkar (terj. ...

Artikel ini tidak memiliki referensi atau sumber tepercaya sehingga isinya tidak bisa dipastikan. Tolong bantu perbaiki artikel ini dengan menambahkan referensi yang layak. Tulisan tanpa sumber dapat dipertanyakan dan dihapus sewaktu-waktu.Cari sumber: Garasi mobil – berita · surat kabar · buku · cendekiawan · JSTOR Bentuk garasi untuk dua mobil Garasi adalah tempat untuk menyimpan mobil agar terhindar dari pencurian ataupun untuk melindungi mobil...

The Refinitiv Equal Weight Commodity Index (formerly known as the Continuous Commodity Index) is a major US barometer of commodity prices. The index comprises 17 commodity futures that are continuously rebalanced: cocoa, coffee, copper, corn, cotton, crude oil, gold, heating oil, live cattle, live hogs, natural gas, orange juice, platinum, silver, soybeans, Sugar No. 11, and wheat. History Continuous Commodity Index 1956–2012 The CCI stems from the original CRB Index, created in 1957. It is...

Riska Amelia PutriLahirRiska Amelia Putri18 Maret 2000 (umur 24)Purwokerto, Banyumas, Jawa Tengah, IndonesiaNama lainAmelAmleKumleAmel JKT48PekerjaanPenyanyi, PenariSuami/istriTantyo Satria Wibowo ​ ​(m. 2021)​Karier musikAsalIndonesiaGenrePop, Pop JepangInstrumenVokal, TrompetTahun aktif2018 – 2021LabeldentsuXentertainmentHits Records (sebagai studio)Artis terkaitJKT48AnggotaJKT48 (2018 – 2021) Riska Amelia Putri (lahir 18 Maret 2000[1 ...

American philosopher (1957–2023) Gary VarnerBorn(1957-03-10)March 10, 1957DiedJune 28, 2023(2023-06-28) (aged 66)NationalityAmericanAlma materUniversity of Wisconsin–MadisonNotable workIn Nature's Interests? (1998)Personhood, Ethics, and Animal Cognition (2012)InstitutionsTexas A&MMain interestsEnvironmental ethics, animal ethics, utilitarianism, R. M. HareNotable ideasBiocentric individualism, Harean approaches to animal ethics Gary Edward Varner (March 10, 1957 – June 28...

American legislative district Michigan's 36th StateHouse of RepresentativesdistrictRepresentative  Steve CarraR–Three Rivers Demographics89.0% White2.9% Black3.2% Hispanic2.5% Asian0.2% Other2.2[1]% remainder of multiracialPopulation (2010)90,534[2] Michigan's 36th House of Representatives district (also referred to as Michigan's 36th House district) is a legislative district within the Michigan House of Representatives located in ...

Patrick VolkerdingPatrick VolkerdingBiographieNaissance 20 octobre 1966 (57 ans)VirginieNationalité américaineFormation Université d'État du MinnesotaActivités Ingénieur, homme d'affaires, informaticien, développeur ou développeuse informatique, programmeurAutres informationsSite web connie.slackware.com/~volkerdiDistinction Prix O'Reilly open source (2014)Œuvres principales Slackwaremodifier - modifier le code - modifier Wikidata Patrick Volkerding (né en 1966) est le fondateu...

Chemical compound 25C-NBOHLegal statusLegal status BR: Class F2 (Prohibited psychotropics)[1] DE: NpSG (Industrial and scientific use only) UK: Class A Identifiers IUPAC name 2-({[2-(4-chloro-2,5-dimethoxyphenyl)ethyl]amino}methyl)phenol CAS Number1391488-16-6 YPubChem CID125181419ChemSpider58191432UNIIP8BP3X5EBRChemical and physical dataFormulaC17H20ClNO3Molar mass321.80 g·mol−13D model (JSmol)Interactive image SMILES COc1cc(Cl)c(OC)cc1CCNCc2ccccc2O InChI ...

2013 single by Kendrick Lamar featuring DrakePoetic JusticeSingle by Kendrick Lamar featuring Drakefrom the album Good Kid m.A.A.d City ReleasedJanuary 15, 2013 (2013-01-15)Recorded2012StudioTDE Red Room, Carson, CaliforniaGenreHip hopLength5:00LabelTop DawgAftermathInterscopeSongwriter(s)Kendrick DuckworthAubrey GrahamElijah MolinaJanet JacksonJames Harris IIITerry LewisProducer(s)Scoop DeVilleKendrick Lamar singles chronology Backseat Freestyle (2012) Poetic Justice (2013...

Welsh band This article has multiple issues. Please help improve it or discuss these issues on the talk page. (Learn how and when to remove these template messages) This article relies excessively on references to primary sources. Please improve this article by adding secondary or tertiary sources. Find sources: We're No Heroes – news · newspapers · books · scholar · JSTOR (March 2012) (Learn how and when to remove this message) This article needs addi...

Railway station in Greater Manchester, England Mauldeth RoadA Northern Rail Class 323 EMU departing from the station to Manchester Piccadilly in 2013General informationLocationLadybarn, ManchesterEnglandGrid referenceSJ862931Managed byNorthern TrainsTransit authorityTransport for Greater ManchesterPlatforms2Other informationStation codeMAUClassificationDfT category DHistoryOpened1909 as Mauldeth Road for WithingtonKey dates1959Electrified1974Renamed Mauldeth Road2007Refurbished2023Platforms e...

Svordomar som de brukar framställas i tecknade serier. Svordom (eller vardagligt svärord[1][2]) är en typ av språkliga uttryck som många människor upplever som motbjudande eller stötande, varför de kan användas som kraftuttryck. Användandet av svordomar som förstärkningsord är vanskligt då bruket kan uppfattas som ohyfsat. Förekomst Svordomar förekommer i alla språk, hos alla åldrar och i alla socialgrupper. Användandet skiljer sig på vissa sätt mellan grupper i fråga om...

Coalition of different political groupings For other uses, see Popular Front (disambiguation). The neutrality of the style of writing in this article is disputed. Please do not remove this message until conditions to do so are met. (November 2020) (Learn how and when to remove this message) Cartoon depiction of a popular front in the Romanian leftist and anti-fascist newspaper Cuvântul Liber, 1935 Part of the Politics seriesParty politics Political spectrum Left-wing Far-leftCentre-left Cent...

La conquête normande de l'Italie du Sud se fait progressivement au XIe siècle et, pour ce qui est de la prise de Naples, au XIIe siècle. Elle est l'œuvre d'aventuriers et mercenaires normands, initialement au service des Lombards ou des Byzantins, qui obtiennent au fil des batailles divers territoires et fiefs pour leur propre compte, et acquièrent leur autonomie et indépendance politique dans les cinquante années qui suivent leur arrivée, mettant fin aux dernières possessi...

State park in Owen County, Indiana McCormick's Creek State ParkIUCN category III (natural monument or feature)Map of the U.S. state of Indiana showing the location of McCormick's Creek State ParkLocationOwen County, Indiana, USANearest citySpencer, IndianaCoordinates39°17′40″N 86°43′40″W / 39.29444°N 86.72778°W / 39.29444; -86.72778Area1,924 acres (7.79 km2)Established1916Visitors641,437 (in 2018–2019)[1]Governing bodyIndia...

List of definitions of terms and concepts related to the performance of magic tricks This is a glossary of conjuring terms used by magicians. Contents A B C D E F G H I J K L M N O P Q R S T U V W X Y Z References Further reading A Ambitious Card Routine – A common trick where a card seemingly rises to the top of the deck. Also called ACR. Angles – the lines of vision of people sitting at certain position in the audience which enable a secret to be spotted* usually extreme left or right o...

ドラマ30 > 銭湯の娘!? 銭湯の娘!?ジャンル テレビドラマ企画 藪内広之演出 国本雅広ほか出演者 矢口真里ほかオープニング 「カレーライス」KAN製作プロデューサー 川上裕制作 毎日放送 放送音声形式ステレオ放送放送国・地域 日本放送期間2006年1月30日～3月31日放送時間月曜日 - 金曜日13:30～14:00放送枠ドラマ30放送分30分回数45テンプレートを表示 『銭湯の娘!?』（...

تايلور وفرانسيسTaylor & Francis (بالإنجليزية) الشعارمعلومات عامةالبلد  المملكة المتحدة[1] التأسيس 1852 النوع دار نشر[1] — شركة لنشر الكتب — ناشر مفتوح المصدر[1][2] — ناشر أكاديمي المقر الرئيسي ميلتون بارك موقع الويب taylorfrancis.com (الإنجليزية) المنظومة الاقتصاديةالش�...

American mathematician (1880–1960) Oswald VeblenOswald Veblen (photograph c. 1915)Born(1880-06-24)June 24, 1880Decorah, Iowa, U.S.DiedAugust 10, 1960(1960-08-10) (aged 80)Brooklin, Maine, U.S.Alma materUniversity of IowaHarvard UniversityUniversity of ChicagoKnown forVeblen functionVeblen hierarchyVeblen ordinalVeblen's theoremVeblen–Young theoremVeblen–Wedderburn systemsFixed-point lemma for normal functionsScientific careerInstitutionsPrinceton UniversityInstitute for A...