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село Роїще Герб Святовознесенська церква 1901 р. Країна Україна Область Чернігівська область Район Чернігівський район Громада Новобілоуська сільська громада Облікова картка картка Основні дані Засноване 1625 Населення 1190 Площа 5,8 км² Густота населення 202,170 ...
Gom guar, disebut juga guaran, adalah polisakarida galaktomanan yang berasal dari biji kacang guar (Cyamopsis tetragonoloba).[1][2] Gom guar memiliki sifat pengental dan penstabil sehingga banyak digunakan dalam industri pangan dan industri lainnya. Biasanya gom guar berwujud bubuk berwarna putih hingga kekuningan, tidak berbau, dan memiliki rasa hambar.[1] Sifat Komposisi Struktur kimia gom guar Gom guar adalah eksopolisakarida yang terdiri dari galaktosa dan mannosa....
Artikel ini membutuhkan rujukan tambahan agar kualitasnya dapat dipastikan. Mohon bantu kami mengembangkan artikel ini dengan cara menambahkan rujukan ke sumber tepercaya. Pernyataan tak bersumber bisa saja dipertentangkan dan dihapus.Cari sumber: Ilusi optis – berita · surat kabar · buku · cendekiawan · JSTOR Ilusi jaring yang berbinar atau ilusi jaring Hermann. Titik-titik hitam pada pertemuan garis tampak dan menghilang dengan cepat. Ilusi optis ada...
Dominik GrafLahir6 September 1952 (umur 71)Munich, JermanPekerjaanSutradaraTahun aktif1975-sekarang Dominik Graf (kelahiran 6 September 1952) adalah seorang sutradara Jerman. Ia mempelajari penyutradaraan film di Universitas Televisi dan Film Munich, dimana ia lulus pada 1975.[1] Graf melanjutkan pengerjaan dalam televisi dan drama, dan meraih sambutan internasional pada 2014 dengan film buatannya, Die geliebten Schwestern, yang terpilih sebagai perwakilan Jerman untuk Film ...
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Japanese baseball player Baseball player Takuya KuwaharaYomiuri Giants – No. 46PitcherBorn: (1996-03-26) March 26, 1996 (age 27)Gose, Nara, JapanBats: RightThrows: RightNPB debutMay 31, 2018, for the Yomiuri GiantsCareer statistics (through April 6, 2022)Win–loss record2–3Earned run average5.62Strikeouts60 Teams Yomiuri Giants (2018–present) Takuya Kuwahara (鍬原拓也, Kuwahara Takuya, born July 13, 1998 in Gose, Nara, Japan) is a professional Japanese baseball ...
Spanish journalist and writer (1942–2019) In this Spanish name, the first or paternal surname is Oneto and the second or maternal family name is Revuelta. Pepe OnetoOneto speaking with then-Prime Minister Leopoldo Calvo Sotelo in 1981.BornJosé Manuel Oneto Revuelta14 March 1942San Fernando, Cádiz, SpainDied7 October 2019 (aged 77)San Sebastián, SpainOccupation(s)Journalist and writer José Manuel Oneto Revuelta (14 March 1942 – 7 October 2019), better known as Pepe Oneto, ...
Commercial spa in Bath, Somerset Thermae Bath Spa: the main building by Grimshaw Architects. Thermae Bath Spa is a combination of the historic spa and a contemporary building in the city of Bath, England, and reopened in 2006. Bath and North East Somerset council own the buildings, and, as decreed in a Royal Charter of 1590, are the guardians of the spring waters, which are the only naturally hot, mineral-rich waters in the UK. The Spa is operated by YTL Hotels.[1][2] The main...
2002 graphic study guide to relativity theory by Bruce Bassett Introducing Relativity First edition coverAuthorBruce BassettIllustratorRalph EdneyCountryUnited KingdomLanguageEnglishSeriesIntroducing...SubjectRelativityAlbert EinsteinPublisherIcon Books (UK)Totem Books (US)Publication date2002Media typePrintISBN1840463724 Introducing Relativity is a 2002 graphic study guide to the theory of relativity and Albert Einstein written by Bruce Bassett and illustrated by Ralph Edney. The volume...
У этого термина существуют и другие значения, см. Канава (значения). Канава в Нидерландах Кана́ва — открытая горная или геологоразведывательная выработка, имеющая небольшие по сравнению с длиной поперечные размеры.[1] Назначение канавы: В геологии — выявление выходо...
Gambit AuthorRex StoutCover artistBill EnglishCountryUnited StatesLanguageEnglishSeriesNero WolfeGenreDetective fictionPublisherViking PressPublication dateOctober 12, 1962Media typePrint (Hardcover)Pages188 pp. (first edition)OCLC747582Preceded byHomicide Trinity Followed byThe Mother Hunt Gambit is a Nero Wolfe detective novel by Rex Stout, first published by the Viking Press in 1962. Plot introduction She was staring up at me. He's burning up a dictionary?Rig...
Women's shortboardat the Games of the XXXII OlympiadOlympic surfingVenueShidashita Beach, ChibaDates25–27 July 2021Competitors20 from 12 nationsWinning score14.93Medalists Carissa Moore United States Bianca Buitendag South Africa Amuro Tsuzuki Japan2024 → The women's shortboard competition at the 2020 Summer Olympics in Tokyo was held from 25 to 27 July at the Shidashita Beach, or Shida, located about 40 miles (64 km) outside of Tokyo in Chiba. ...
Este artículo trata sobre números divisores armónicos. Para significados de número armónico, véase número armónico (desambiguación). En matemáticas, un número de divisores armónicos, o número de Ore (llamado así por Øystein Ore, quien lo definió en 1948), es un número entero positivo cuyos divisores tienen una media armónica que es un número entero.[1] Los primeros números de divisores armónicos son: 1, 6, 28, 140, 270, 496, 672, 1638, 2970, 6200, 8128, 8190 (suces...
Hill figure near Litlington in East Sussex 50°47′17″N 0°08′31″E / 50.788106°N 0.142031°E / 50.788106; 0.142031 Litlington White HorseCurrent Litlington White HorseShown within East SussexAlternative nameHindover Hill White HorseLocationHindover Hill, Litlington, East Sussex, EnglandCoordinates50°47′17″N 0°08′31″E / 50.788106°N 0.142031°E / 50.788106; 0.142031TypeHill figure monumentLength20m (65ft)Width28m (93ft)Hist...
Movimiento Democrático Popular Presidente Manuel AlmeydaSecretario/a general Germán CorreaFundación 20 de septiembre de 1983Disolución 26 de junio de 1987Precedido por Convergencia SocialistaIdeología Socialismo democráticoIzquierda cristianaMarxismo-leninismoAntifascismoPosición Izquierda a Extrema izquierdaPartidoscreadores PCCh, PS-Almeyda, MIR, facciones del MAPU e Izquierda CristianaSucesor Izquierda UnidaPaís Chile Chile[editar datos en Wikidata] El Movimiento Dem...
German rowing coach For other people named Karl Adam, see Karl Adam (disambiguation). Karl AdamKarl Adam in 1968Born(1912-05-02)2 May 1912Hagen, GermanyDied18 June 1976(1976-06-18) (aged 64)Bad Salzuflen, GermanyNationalityGermanKnown forTheoretical studies about rowing technique Karl Adam (2 May 1912 in Hagen – 18 June 1976 in Bad Salzuflen) was one of the most successful and innovative German rowing coaches. Although he was never an active rower himself, he helped win 29 med...
Jade Empire Разработчики BioWare LTI Gray Matter (Windows) Издатель Microsoft Game Studios (Xbox) 2K Games (Windows) Electronic Arts Локализатор Buka Entertainment Дата выпуска 12 апреля 2005 Xbox: 22 апреля 2005 12 апреля 2005 30 июня 2005Microsoft Windows XP: 26 февраля 2007Steam 27 февраля 2007 2 марта 2007 2 марта 2007Xbox Originals:21 июля 2008Mac OS X: 18 августа 2008 Жанр Компью...
Silvia Josefina Cortés Martín Embajadora del Reino de Españaante Ucrania 15 de septiembre de 2017-6 de julio de 2022Monarca Felipe VIPresidente Pedro SánchezMariano Rajoy (2011-2018)Predecesor Gerardo Ángel Bugallo OttoneSucesor Ricardo López-Aranda Jagu Información personalNacimiento 11 de junio de 1962 (61 años)Valladolid, EspañaResidencia Kiev, UcraniaNacionalidad EspañolaEducaciónEducación UniversitariaInformación profesionalOcupación Diplomática e historiadoraAños ac...
Human settlement in WalesBurgedinBurgedinLocation within PowysOS grid referenceSJ2414Principal areaPowysCountryWalesSovereign stateUnited KingdomPoliceDyfed-PowysFireMid and West WalesAmbulanceWelsh List of places UK Wales Powys 52°43′N 3°07′W / 52.71°N 03.12°W / 52.71; -03.12 Burgedin is a village in Powys, Wales. The Montgomery Canal passes through the village. External links Photos of Burgedin and surrounding area on geograph vtePowysPrin...
Titanium disulfide is an example of a layered material. The individual sheets are interconnected by van der Waals forces between the sulfide centers. In material science, layered materials are solids with highly anisotropic bonding, in which two-dimensional sheets are internally strongly bonded, but only weakly bonded to adjacent layers.[1] Owing to their distinctive structures, layered materials are often suitable for intercalation reactions.[2][3] One large family of...