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Worranit ThawornwongLahirWorranit Thawornwong09 Oktober 1996 (umur 27)Bangkok, ThailandKebangsaanThaiNama lainMookPendidikanUniversitas KasetsartPekerjaanAktris, PenyanyiTahun aktif2014–sekarangAgenGMMTVKarya terkenalJunior/Joo dalam Ugly Duckling: Perfect Match Worranit Thawornwong (วรนิษฐ์ ถาวรวงศ์), lebih dikenal sebagai Mook (มุก) (lahir 9 Oktober 1996) adalah seorang aktris dan penyanyi Thailand. Ia dikenal sebagai Junior dalam seri t...

Novosibirsk Tolmachevo AirportАэропорт ТолмачёвоIATA: OVBICAO: UNNT OVBLocation of airport in Novosibirsk OblastInformasiJenisPublicPengelolaOpen Joint Stock CompanyLokasiNovosibirsk, Russian FederationMaskapai penghubungGlobusS7 AirlinesKetinggian dpl111 mdplKoordinat55°00′45″N 082°39′02″E / 55.01250°N 82.65056°E / 55.01250; 82.65056Landasan pacu Arah Panjang Permukaan m kaki 07/25 3,600 11,811 Aspal 07L/25R 2,995 9,825 Grass 16/...

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: Pamphlet – news · newspapers · books · scholar · JSTOR (February 2024) (Learn how and when to remove this template message) Unbound book An 18th-century painting of a girl with a basket of pamphlets Due to their low cost and ease of production, pamphlets have o...

هذه المقالة يتيمة إذ تصل إليها مقالات أخرى قليلة جدًا. فضلًا، ساعد بإضافة وصلة إليها في مقالات متعلقة بها. (أبريل 2017) سد مشرع حمادي جغرافيا البلد  المغرب المجرى المائي ملوية الهدف الري و تزويد بالماء الشروب ارتفاع الحاجز (م) 56 الخزان حجم الحاجز (م) 6.6 مليون متر مكعب تعديل مص�...

Raccordo autostradale 11 Ascoli-MareDenominazioni precedentiSS 4 RA Ascoli-Porto d'Ascoli LocalizzazioneStato Italia Regioni Marche Abruzzo Province Ascoli Piceno Teramo DatiClassificazioneAutostrada InizioAscoli Piceno FineSan Benedetto del Tronto Lunghezza26 km Data apertura1990 Provvedimento di istituzioned.m. del 18 dicembre 1990 GestoreAnas PercorsoPrincipali intersezioniautostrada A14 Manuale Il raccordo autostradale 11 (RA 11), comunemente noto con il nome di s...

Satellite provider ViasatIndustryPay televisionFounded1991DefunctApril 13, 2021 (2021-04-13)FateMerged with Canal Digital to form AllenteSuccessorAllenteHeadquartersLondon, United KingdomOwnersNordic countries: Viaplay GroupRussia and CIS: Viasat Russia (National Media Group)Hungary: Antenna GroupWorldwide: Viasat WorldWebsiteviasatworld.com (Worldwide)viasat.ru (Russia)viasat3.hu (Hungary) Viasat was a satellite and pay television brand, co-owned by the Swedish media group Via...

List of roads in Great Britain The numbering zones for roads in Great Britain B roads are numbered routes in Great Britain of lesser importance than A roads. See the article Great Britain road numbering scheme for the rationale behind the numbers allocated. This transport-related list is incomplete; you can help by adding missing items. (August 2008) B300 to B399 Road From To Notes B38 (former) A38 at Bournbrook A38 at Selly Oak Allocated to the former A38 at Selly Oak when the bypass opened ...

Pinched tube generating supersonic flow Diagram of a de Laval nozzle, showing approximate flow velocity (v), together with the effect on temperature (T) and pressure (p) A de Laval nozzle (or convergent-divergent nozzle, CD nozzle or con-di nozzle) is a tube which is pinched in the middle, making a carefully balanced, asymmetric hourglass shape. It is used to accelerate a compressible fluid to supersonic speeds in the axial (thrust) direction, by converting the thermal energy of the flow into...

Pateo do CollegioAgamaAfiliasiKatolik RomaLokasiLokasi São Paulo, BrasilArsitekturGaya arsitekturKolonialPeletakan batu pertama1554 Pátio do Colégio atau Pateo do Collegio (bahasa Indonesia: Halaman sekolah) adalah sebuah gereja dan sekolah Yesuit historis di Katolik Roma São Paulo, Brasil. Nama ini juga digunakan untuk merujuk kepada persegi di depan gereja. Pátio do Colégio menandai situs dalam kota ini didirikan pada 1554. Pranala luar (Portugis) Situs web resmi di Pateo do Colle...

Uskup MyrielTokoh Les MiserablesUskup Myriel seperti yang digambarkan oleh Gustave Brion di dalam edisi pertama novel Les MiserablesPenciptaVictor HugoInformasiJulukanMonseigneur BienvenuJenis kelaminLaki-lakiGelarUskupPekerjaanUskupKeluargaAyah tanpa nama (meninggal) Jenderal tanpa nama (saudara) Pejabat tanpa nama (saudara) Baptistine Myriel (saudara)PasanganIstri tanpa nama (meninggal)AgamaKatolikKewarganegaraanPrancisLahir1739Kematian1821 (umur 82) Uskup Charles-François-Bienvenu Myriel,...

Campionato Nazionale Dilettanti1957-1958 Competizione Campionato Dilettanti Sport Calcio Edizione 1ª Organizzatore FIGCLeghe Regionali Luogo  Italia Risultati Vincitore Civitavecchiese(1º titolo) Promozioni 32 (ma solo 30 sfruttate) Retrocessioni Variabili (in genere 2 per girone) Cronologia della competizione 1956-1957 1958-1959 Manuale Il Campionato Nazionale Dilettanti 1957-1958 è stato il quinto livello del campionato italiano di calcio, il primo a livello regionale. La manifesta...

PT BRI Manajemen InvestasiSebelumnyaPT Danareksa Investment ManagementJenisAnak perusahaanIndustriJasa keuanganDidirikan1992; 32 tahun lalu (1992)KantorpusatJakarta, IndonesiaTokohkunciMarsangap P. Tamba(Presiden Direktur)PemilikBank Rakyat Indonesia (65%)Danareksa (35%)Situs webbrimanajemeninvestasi.co.id PT BRI Manajemen Investasi adalah anak usaha BRI yang bergerak di bidang manajemen investasi. Sejarah Perusahaan ini didirikan oleh Danareksa pada tahun 1992 dengan nama PT Danareksa I...

Regional rail service in India 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: RapidX – news · newspapers · books · scholar · JSTOR (June 2023) (Learn how and when to remove this message) RapidX [1]Namo Bharat TrainsetsOverviewService typeElevated rapid railStatusPartially operationalFirst service20&...

Russian religious movement, non-Orthodox 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: Spiritual Christianity – news · newspapers · books · scholar · JSTOR (March 2015) (Learn how and when to remove this message) Part of a series on theEastern Orthodox ChurchMosaic of Christ Pantocrator, Hagia Sophia Overv...

纳迪娅·琴托尼 纳迪娅·琴托尼（義大利語：Nadia Centoni，1981年6月19日—），意大利排球运动员。她曾代表意大利参加2004年、2008年和2016年夏季奥林匹克运动会排球比赛，均未能收获奖牌。[1] 参考资料 ^ Nadia CENTONI. International Olympic Committee. [2021-08-03]. （原始内容存档于2021-08-03）. 

1976 book-length study of Nestor Makhno written by Michael Palij The Anarchism of Nestor Makhno, 1918–1921 First editionAuthorMichael PalijPublished1976 (University of Washington Press)Pages428ISBN978-0-295-95511-7 The Anarchism of Nestor Makhno, 1918–1921 is a book-length study of Nestor Makhno written by Michael Palij and published by the University of Washington Press in 1976. Further reading Avakumovic, Ivan (1979). Review of The Anarchism of Nestor Makhno, 1918–1921: An Aspect of t...

Calendar year Millennium: 2nd millennium Centuries: 11th century 12th century 13th century Decades: 1120s 1130s 1140s 1150s 1160s Years: 1145 1146 1147 1148 1149 1150 1151 1148 by topic Leaders Political entities State leaders Religious leaders Birth and death categories Births – Deaths Establishments and disestablishments categories Establishments – Disestablishments Art and literature 1148 in poetry vte 1148 in various calendarsGregorian calendar1148MCXLVIIIAb urbe ...

Frequency-division multiple access scheme Passband modulation Analog modulation AM FM PM QAM SM SSB Digital modulation ASK APSK CPM FSK MFSK MSK OOK PPM PSK QAM SC-FDE TCM WDM Hierarchical modulation QAM WDM Spread spectrum CSS DSSS FHSS THSS See also Capacity-approaching codes Demodulation Line coding Modem AnM PoM PAM PCM PDM PWM ΔΣM OFDM FDM Multiplexing vte Single-carrier FDMA (SC-FDMA) is a frequency-division multiple access scheme. Originally known as Carrier Interferometry, it is als...

A hyperreal number that is equal to its own integer part In nonstandard analysis, a hyperinteger n is a hyperreal number that is equal to its own integer part. A hyperinteger may be either finite or infinite. A finite hyperinteger is an ordinary integer. An example of an infinite hyperinteger is given by the class of the sequence (1, 2, 3, ...) in the ultrapower construction of the hyperreals. Discussion The standard integer part function: ⌊ x ⌋ {\displaystyle \lfloor x\rfloor }...

TF1 Vidéo Création 28 août 1989 Forme juridique Société par actions simplifiée à associé unique Siège social Tour TF1, Boulogne-Billancourt France Direction Olivier Jacobs (depuis le 13 mai 2016) Actionnaires Groupe TF1 Activité Edition et distribution vidéo Produits DVD Société mère Groupe TF1 Sociétés sœurs TF1 Films Production, TF1 Production, MYTF1 VOD, Studio 107, TF1 Games, Music One[1], Newen Effectif 37 au 31 décembre 2017 SIREN 401915285 Chiffre d'affaires 47 ...