Read other articles:

IdliIdli dengan chutney dan sambarNama lainIdlySajianSarapanTempat asalIndiaDaerahIndia SelatanSuhu penyajianPanas dengan bumbu seperti sambar atau chutneyBahan utamaLentil hitam (de-husked), berasVariasiButton idli, tatte idli, sanna, sambar idli, rava idliSunting kotak info • L • BBantuan penggunaan templat ini Buku resep: Idli  Media: Idli Idli (bahasa Kannada: ಇಡ್ಲಿ, Tamil: இட்லி, bahasa Telugu: ఇడ్లీ, bahasa Malayalam: ...

Radio station in Austin, Texas For the radio station in Georgetown, Texas, which currently uses the call sign formerly used by KVET-FM, see KHFI-FM. KVET-FMAustin, TexasBroadcast areaGreater AustinFrequency98.1 MHz (HD Radio)Branding98.1 K-VETProgrammingFormatCountrySubchannelsHD2: 1980s hits 103.1, Austin's 80s StationOwnershipOwneriHeartMedia(iHM Licenses, LLC)Sister stationsKASE-FMKHFI-FMKPEZKVETHistoryFirst air dateMarch 25, 1956; 68 years ago (1956-03-25) (as KHFI-FM at...

Dewan Perwakilan DaerahRepublik IndonesiaPeriode 2019–2024JenisJenisMajelis Tinggi PimpinanKetuaLa Nyalla Mattalitti (Jawa Timur) sejak 2 Oktober 2019 Wakil KetuaNono Sampono (Maluku) sejak 2 Oktober 2019 Wakil KetuaMahyudin (Kalimantan Timur) sejak 2 Oktober 2019 Wakil KetuaSultan Bachtiar Najamudin (Bengkulu) sejak 2 Oktober 2019 KomposisiAnggota136Partai & kursi  Nonpartisan (136)PemilihanPemilihan terakhir17 April 2019Pemilihan berikutnya14 Februari 2024Tem...

Russian road racing cyclist Sergey FirsanovFirsanov in 2016.Personal informationFull nameSergey Nikolayevich FirsanovBorn (1982-07-03) 3 July 1982 (age 41)Velikiye Luki, Pskov Oblast, Soviet Union(now Russia)Height1.73 m (5 ft 8 in)Weight58 kg (128 lb; 9.1 st)Team informationDisciplineRoadRoleRiderRider typeClimberAmateur team2001–2003Olympique St-Petersburg Professional teams2005Rietumu Banka–Riga2006Premier2006–2008Rietumu Banka–Riga2009�...

العلاقات الجورجية اللاتفية جورجيا لاتفيا   جورجيا   لاتفيا تعديل مصدري - تعديل   العلاقات الجورجية اللاتفية هي العلاقات الثنائية التي تجمع بين جورجيا ولاتفيا.[1][2][3][4][5] مقارنة بين البلدين هذه مقارنة عامة ومرجعية للدولتين: وجه المقارنة جور�...

Muhammad Shah II di TerengganuIl sultano in gioventù.Sultano di TerengganuIn carica26 novembre 1918 –20 maggio 1920 PredecessoreZainal Abidin III SuccessoreSulaiman Badrul Alam Shah Nome completoPaduka Sri Tuanku Sultan Haji Muhammad II Muazzam Shah ibni al-Marhum Sultan Zainal Abidin NascitaKuala Terengganu, 7 settembre 1888 MorteIstana Gong Kapas, Kuala Terengganu, 11 aprile 1956 (67 anni) Luogo di sepolturaMoschea Zainal Abidin, Kuala Terengganu PadreZainal Abidin III di...

Dinesh D'SouzaD'Souza pada 2018LahirDinesh Joseph D'Souza25 April 1961 (umur 63)Bombay (sekarang Mumbai), Maharashtra, IndiaPendidikanDartmouth College (B.A.)PekerjaanKomentator politikDikenal atasSayap kanan jauh,Apologetik Kristen,Komentar politik, Pembuatan filmSuami/istriDixie Brubaker ​ ​(m. 1992; bercerai 2012)​ Debbie Fancher ​(m. invalid year)​Anak1Situs webwww.dineshdsouza.com Dinesh Joseph D'Souza (/d...

Japanese sogo shosha (general trading company) Sojitz CorporationHeadquarters in Uchisaiwaichō, Chiyoda, TokyoNative name双日株式会社Romanized nameSōjitsu kabushiki gaishaCompany typePublic KKTraded asTYO: 2768IndustryConglomerate (Sogo shosha)FoundedAugust 2004; 19 years ago (2004-08)HeadquartersChiyoda, Tokyo, JapanKey peopleMasayoshi Fujimoto, President & CEORevenue JP¥4,006 billion (2016)Net income JP¥36.5 billion (2016)Number of employees14,330 (2016)...

  لمعانٍ أخرى، طالع قاطع (توضيح). قاطع التمام تمثيل دالة قاطع التمام في جملة الإحداثيات الديكارتيّة تدوين csc ⁡ ( x ) {\displaystyle {\csc(x)}} تعريف الدالة csc ⁡ ( x ) = 1 sin ⁡ ( x ) {\displaystyle \csc(x)={\frac {1}{\sin(x)}}} دالة عكسية arccsc ⁡ ( x ) {\displaystyle {\operatorname {arccsc}(x)}} مشتق الدالة − cos x sin 2 ⁡ x ...

Protein-coding gene in the species Homo sapiens SUCLG1IdentifiersAliasesSUCLG1, GALPHA, MTDPS9, SUCLA1, succinate-CoA ligase alpha subunit, succinate-CoA ligase GDP/ADP-forming subunit alphaExternal IDsOMIM: 611224; MGI: 1927234; HomoloGene: 55785; GeneCards: SUCLG1; OMA:SUCLG1 - orthologsGene location (Human)Chr.Chromosome 2 (human)[1]Band2p11.2Start84,423,528 bp[1]End84,460,045 bp[1]Gene location (Mouse)Chr.Chromosome 6 (mouse)[2]Band6|6 C1Start73,225,36...

Historic house in Missouri, United States United States historic placeRandolph Columbus Barrett HouseU.S. National Register of Historic Places Show map of MissouriShow map of the United StatesLocation209 Plum St.Doniphan, MissouriCoordinates36°37′17″N 90°49′25″W / 36.62139°N 90.82361°W / 36.62139; -90.82361Arealess than one acreBuilt1881 (1881)Architectural styleClassical RevivalNRHP reference No.76001115[1]Added to NRHPNovember ...

In geometry, property of being directionally dependent 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: Anisotropy – news · newspapers · books · scholar · JSTOR (May 2017) (Learn how and when to remove this message) WMAP image of the (extremely tiny) anisotropies in the cosmic microwave background radiation A...

Spiritual leaders of Sikhism A miniature painting, dated 1890, depicting an imaginary portrait of the ten gurus and others.[1]Gurus of the Sikhs. Fresco from Dera Nirmala, Tanda-Hoshiarpur. Part of a series onSikhism People Topics Outline History Glossary Sikh gurus Guru Nanak Guru Angad Guru Amar Das Guru Ram Das Guru Arjan Guru Hargobind Guru Har Rai Guru Har Krishan Guru Tegh Bahadur Guru Gobind Singh Guru Granth Sahib Selected revered saints Bhagat Kabir Bhagat Ravidas Bhagat Fari...

A mathematical function the set of whose values is bounded 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: Bounded function – news · newspapers · books · scholar · JSTOR (September 2021) (Learn how and when to remove this message)A schematic illustration of a bounded function (red) and an unbounded one (blue...

Town in Vladimir Oblast, Russia For other places with the same name, see Petushki. Town in Vladimir Oblast, RussiaPetushki ПетушкиTown[1]Main square and the House of Culture in Petushki Coat of armsLocation of Petushki PetushkiLocation of PetushkiShow map of RussiaPetushkiPetushki (Vladimir Oblast)Show map of Vladimir OblastCoordinates: 55°56′N 39°28′E / 55.933°N 39.467°E / 55.933; 39.467CountryRussiaFederal subjectVladimir Oblast[1]Admin...

Trapper Trails CouncilOwnerBoy Scouts of AmericaHeadquarters1200 E 5400 S Ogden, UT 84403CountryUnited StatesCoordinates41°09′54″N 111°56′58″W / 41.165121°N 111.949539°W / 41.165121; -111.949539DefunctApril 2020 Websitehttps://www.trappertrails.org/ Scouting portal The Trapper Trails Council is a former local council of the Boy Scouts of America that served areas in Northern Utah, Southern Idaho and Western Wyoming serving 18 districts. In April 2020,...

Dave McKean al Lucca Comics & Games 2018 Dave McKean (Maidenhead, 29 dicembre 1963) è un fumettista, illustratore, regista e fotografo britannico, attività a cui alterna anche quella di musicista. I suoi lavori sono caratterizzati dalla commistione di varie tecniche quali disegno tradizionale, fotografia, collage, scultura e grafica computerizzata. È famoso per la sua lunga collaborazione, che continua tuttora, con lo scrittore Neil Gaiman. Indice 1 Carriera 2 Opere 2.1 Romanzi per rag...

Die Zauberflöte Pour les articles homonymes, voir La Flûte enchantée (homonymie). La Flûte enchantéeDie Zauberflöte Dessin représentant Emanuel Schikaneder le premier Papageno. Page de couverture de l'édition originale du livret. Données clés Genre Singspiel Nbre d'actes 2 actes Musique Wolfgang Amadeus Mozart Livret Emanuel Schikaneder Langueoriginale Allemand Durée (approx.) environ 2 heures 45 Création 30 septembre 1791Theater auf der Wieden, Vienne (Archiduché d'Autriche) Cr...

Territorial subdivisions of Croatia for parliamentary elections Politics of Croatia Constitution Constitutional Act on the Rights of National Minorities in the Republic of Croatia Executive President (list) Zoran Milanović Cabinet (list) Prime Minister: Andrej Plenković Legislative Sabor (parliament) Speaker: Gordan Jandroković Current members Opposition Leader: Peđa Grbin Judiciary Supreme Court Constitutional Court State's Attorney Office National Judicial Council Political parties in S...

System for transporting documents and other small packages For other uses, see Email, Mail (disambiguation), Postal service (disambiguation), Snail Mail (disambiguation), and Postage (album). A postman collecting mail for delivery The mail or post is a system for physically transporting postcards, letters, and parcels.[1] A postal service can be private or public, though many governments place restrictions on private systems. Since the mid-19th century, national postal systems have ge...