Larus hyperboreus
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For the Quiet Riot song, see Guilty Pleasures (Quiet Riot album). 1979 single by Janis IanFly Too HighSingle by Janis Ianfrom the album Night Rains B-sideNight RainsReleasedOctober 12, 1979 (UK)[1]Recorded1979GenrePopLabelColumbia RecordsSongwriter(s)Janis Ian, Giorgio MoroderProducer(s)Harold FaltermeyerJanis Ian singles chronology You Are Love (1979) Fly Too High (1979) Here Comes the Night (1980) Fly Too High is a song by Janis Ian. It is a track from her 1979 LP, Night Rains. The ...
هذه المقالة يتيمة إذ تصل إليها مقالات أخرى قليلة جدًا. فضلًا، ساعد بإضافة وصلة إليها في مقالات متعلقة بها. (نوفمبر 2019) جوشوا آي. سميث معلومات شخصية الميلاد 8 أبريل 1941 (82 سنة) مواطنة الولايات المتحدة الحياة العملية المدرسة الأم جامعة سنترال الحكومية [لغات أخرى]...
Ягільницький народний музей 48°56′36″ пн. ш. 25°44′38″ сх. д. / 48.94354567095187747° пн. ш. 25.74408414984264937° сх. д. / 48.94354567095187747; 25.74408414984264937Координати: 48°56′36″ пн. ш. 25°44′38″ сх. д. / 48.94354567095187747° пн. ш. 25.74408414984264937° сх. д. / 48.943545670...
Silver Lake Lugar designado por el censo Reces en una carretera de Silver Lake Silver LakeUbicación en el condado de Lake en Oregón Ubicación de Oregón en EE. UU.Coordenadas 43°07′41″N 121°02′49″O / 43.128055555556, -121.04694444444Entidad Lugar designado por el censo • País Estados Unidos • Estado Oregón • Condado LakeFundación 31 de marzo de 2010Superficie • Total 1,48 mi² (3,83 km²) Altitud ...
Autonomous tributary state of the Ottoman Empire from 1834 to 1912 Principality of SamosSisam İmâreti (Ottoman Turkish)Ηγεμονία της Σάμου (Greek)1834–1912 Flag Coat of arms Location of the Principality of SamosStatusAutonomous state under Ottoman suzeraintyCapitalChora, later VathyCommon languagesGreekReligion Greek Orthodoxy, Sunni IslamGovernmentPrincipalityPrince of Samos • 1834–1850 (first) Stefan Bogoridi• 1912 (last) Grigorios Vegl...
In the Philippines, the Kapampangan Development Foundation (KDF)[1] is an organization of Kapampangans living outside the region. It was founded in 1987 by 35 people who were inspired by President Corazon Aquino; in 2012, 11 of its founders remained.[2] The KDF has created a rural-industrialization program known as RICH (Rural Industrialization Can Happen)[3] and has provided social and health services to poor residents of Pampanga through its HELP (Health, Education a...
American conglomerate This article reads like a press release or a news article and may be largely based on routine coverage. Please help improve this article and add independent sources. (December 2019) Danaher CorporationTypePublicTraded asNYSE: DHRS&P 100 componentS&P 500 componentIndustryConglomerateFounded1969; 54 years ago (1969) (as DMG)1984; 39 years ago (1984) (as Danaher)FounderSteven RalesMitchell RalesHeadquartersWashington, D.C., U...
For the Scottish Parliament, see Scottish Parliament Building. Residence of the British monarch in Scotland Palace of HolyroodhouseThe Palace of Holyroodhouse viewed from the ForecourtLocation in Edinburgh, ScotlandShow map of EdinburghHolyrood Palace (the United Kingdom)Show map of the United KingdomGeneral informationTypeOfficial residenceArchitectural styleClassicalLocationRoyal Mile, Edinburgh, ScotlandCoordinates55°57′09″N 3°10′21″W / 55.95250°N 3.17250°Wþ...
2000s animated television series Super Robot Monkey Team Hyperforce Go!GenreActionAdventureComedy dramaMechaScience fictionSuperheroCreated byCiro NieliDirected byCiro NieliFumio MaezonoAlan Wan (S3-4)Chris Reccardi (S3-4)Voices ofGreg CipesKevin Michael RichardsonTom KennyKari WahlgrenClancy BrownCorey FeldmanMark HamillAshley JohnsonJames HongHynden WalchOpening themeMain Title Themeby PolysicsEnding themeMain Title Theme(instrumental)ComposerSebastian Evans IICountry of originUnited States...
Serbian television channel 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: Prva Plus – news · newspapers · books · scholar · JSTOR (May 2016) (Learn how and when to remove this template message) Television channel Prva PlusCountrySerbiaHeadquartersBelgradeProgrammingPicture format16:9OwnershipOwnerAntenna Gr...
Triple star system in the constellation Auriga IU Aurigae A visual band light curve for IU Aurigae, adapted from Özdemir et al. (2003)[1] Observation dataEpoch J2000 Equinox J2000 Constellation Auriga Right ascension 05h 27m 52.40539s[2] Declination +34° 46′ 58.3435″[2] Apparent magnitude (V) 8.19 to 8.83[3] Characteristics Spectral type B0p + B1Vp[3] + ? U−B color inde...
For the Scottish Brodie Clan, see Clan Brodie. Fictional family from River City The core Brodie family (left to right: Adeeb, Leyla, Conor, Michael, Nicole) The Brodie family are a fictional family from the soap opera River City that appeared on-screen from 2010 onwards. Creation On 1 September 2010, ATV News Network announced that a new mixed-race family would join River City.[1] The family were collectively introduced by the show’s executive producer Gaynor Holmes, and debuted on-...
German footballer (born 2003) David Herold Herold with Rheindorf Altach in 2023Personal informationDate of birth (2003-02-20) 20 February 2003 (age 20)Place of birth Mindelheim, GermanyHeight 1.85 m (6 ft 1 in)Position(s) Left-backTeam informationCurrent team Karlsruher SC(on loan from Bayern Munich II)Number 20Youth career JFG Region Krumbach FC Memmingen2016–2022 Bayern MunichSenior career*Years Team Apps (Gls)2022– Bayern Munich II 32 (1)2023 → Rheindorf Altach (l...
In linear algebra, generated subspace The cross-hatched plane is the linear span of u and v in R3. In mathematics, the linear span (also called the linear hull[1] or just span) of a set S of vectors (from a vector space), denoted span(S),[2] is defined as the set of all linear combinations of the vectors in S.[3] For example, two linearly independent vectors span a plane. The linear span can be characterized either as the intersection of all linear subspaces that conta...
Mount Auburn Cemetery is a historic, garden-style burial ground in Boston, Massachusetts, located between Cambridge and Watertown, and dedicated in 1831. The 174-acre grounds has long been the preferred burial ground for the middle class and elite of New England. This list highlights its notable internees, though many others are contained within the large and scenic grounds. There is an important instance in which burial at Mt, Auburn was proposed, but did not happen: the abolitionist John Br...
La Rosada— caracteristică geografică[*] —Țară ParaguayDepartamente în ParaguayParaguarí[*][[Paraguarí (department of Paraguay)|]]Prezență online Modifică date / text La Rosada este un oraș din departamentul Paraguarí, Paraguay. Vezi și Listă de orașe din Paraguay Acest articol despre o zonă sau o localitate din Paraguay este un ciot. Puteți ajuta Wikipedia prin completarea sa !
部分地图中的名称存在误译提示：此条目所述地在部分地图类App/网页中的名称为“莱斯克雷斯奈”，该名称为地图从Wikidata上抓取的中文维基百科早期的错误机器翻译，而当前条目名称“莱克雷奈”已经过修正，其符合法汉译音规则、法语地名译名习惯与中文维基百科社群共识（详细情况参阅此处（M-2）） 莱克雷奈Les Cresnays 法國市镇莱克雷奈的位置 莱克雷奈显示法国的...
Canadian cartoonist For the American basketball player, see Darwin Cook. Darwyn CookeCooke at the 2013 New York Comic ConBorn(1962-11-16)November 16, 1962Toronto, Ontario, CanadaDiedMay 14, 2016(2016-05-14) (aged 53)Safety Harbor, Florida, U.S.Area(s)Cartoonist, Writer, Penciller, Inker, LettererNotable worksBatman/The SpiritCatwomanDC: The New FrontierRichard Stark's Parker: The HunterThe SpiritAwards13 Eisner Awards8 Harvey Awards5 Joe Shuster AwardsSpouse(s)Marsha Stagg (m. 2012–201...
Sculpture by Richard Westmacott Statue of Robert MilliganThe statue in 2017ArtistRichard WestmacottLocationLondon, EnglandCoordinates51°30′26″N 0°01′26″W / 51.50735°N 0.02389°W / 51.50735; -0.02389 A statue of Robert Milligan was installed at the West India Docks in London, in 1813.[1] Milligan was a merchant, and was largely responsible for the construction of the West India Docks. After being put in storage in 1943, it was re-erected by the London...
Морфологи́ческая классифика́ция гала́ктик — классификация галактик по их внешнему виду. Существуют различные схемы морфологической классификации галактик: среди них в качестве основной используется классификация Хаббла, которая довольно проста, но её достаточно, ...
Strategi Solo vs Squad di Free Fire: Cara Menang Mudah!