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Baleia-bicuda-pigmeia Estado de conservação Espécie pouco preocupante (IUCN 3.1)[1] Classificação científica Domínio: Eukaryota Reino: Animalia Filo: Chordata Classe: Mammalia Ordem: Artiodactyla Infraordem: Cetacea Família: Ziphiidae Gênero: Mesoplodon Espécies: M. peruvianus Nome binomial Mesoplodon peruvianusReyes, Mead, and Van Waerebeek, 1991 A baleia-bicuda-pigméia (Mesoplodon peruvianus) é um cetáceo da família dos zifiídeos (Ziphiidae) encontrado nas águas do...

 

Sand cats live in the desert areas of Morocco The wildlife of Morocco is composed of its flora and fauna. The country has a wide range of terrains and climate types and a correspondingly large diversity of plants and animals. The coastal areas have a Mediterranean climate and vegetation while inland the Atlas Mountains is forested. Further south, the borders of the Sahara Desert are increasingly arid. Large mammals are not particularly abundant in Morocco, but rodents, bats, and other small m...

 

French racing driver (born 1994)Matthieu VaxivièreVaxivière in 2023Nationality FrenchBorn (1994-12-03) 3 December 1994 (age 29)Limoges, FranceFIA World Endurance Championship careerDebut season2017Current teamAlpine Elf TeamCar number36Former teamsTDS RacingStarts35Wins2Podiums15Poles1Fastest laps4Best finish2nd in 2022Previous series2018-20202014-20162012-1320132012201120102009Blancpain GT Endurance CupFormula V8 3.5Eurocup Formula Renault 2.0Formula Renault 2.0 AlpsPorsche Carrera Cu...

Investigaciones filosóficas de Ludwig Wittgenstein Género Ensayo y literatura filosófica Tema(s) Filosofía Idioma Alemán Fecha de publicación 1953 [editar datos en Wikidata] Investigaciones filosóficas (Philosophische Untersuchungen) es, junto al Tractatus logico-philosophicus, una de las dos obras principales del filósofo Ludwig Wittgenstein. En ella Wittgenstein discute numerosos problemas y rompecabezas de la semántica, la lógica, la filosofía de las matemáticas ...

 

المعرف الكيميائي الدوليمعلومات عامةموقع الويب iupac.org… معلومات تقنيةالرخصة IUPAC-InChI Trust License (en) تعديل - تعديل مصدري - تعديل ويكي بيانات المعرف الكيميائي الدولي (بالإنجليزية: IUPAC International Chemical Identifier)‏ ويرمز له (InChI) وتلفظ (إنشي) وهي تعريفات نصية للمواد الكيميائية، مصممة لكي تعطي طري

 

Sporting event delegationSierra Leone at the2020 Summer OlympicsIOC codeSLENOCNational Olympic Committee of Sierra LeoneWebsitewww.nocsl.orgin TokyoJuly 23, 2021 (2021-07-23) – August 8, 2021 (2021-08-08)Competitors4 in 3 sportsFlag bearers (opening)Maggie BarrieFrederick HarrisFlag bearer (closing)N/AMedals Gold 0 Silver 0 Bronze 0 Total 0 Summer Olympics appearances (overview)19681972–1976198019841988199219962000200420082012201620202024 Sierr...

خريطة شمال- هولندا هي تسمية وحدة إقليمية (NUTS 1-regio) هولندية .[1] وبخلاف الأغراض الإحصائية فإن هذه المناطق ليس لها أي معنى. شمال- هولندا درينته (أسن) شمال درنته جنوب شرق درنته جنوب غرب درنته مقاطعة خرونينغن (خرونينغن) شرق خرونينغن دليفزايل وما حولها باقي خرونينجن فرايزلاند (ل...

 

Republik SeychellesRepublic of Seychelles (Inggris)République des Seychelles (Prancis)Repiblik Sesel (Kreol Seychelles) Bendera Lambang Semboyan: Finis Coronat Opus (Latin: Akhir Menaungi Kerja)Lagu kebangsaan: Koste Seselwa (Indonesia: Bergabung bersama, semua rakyat Seychelles)Perlihatkan BumiPerlihatkan peta AfrikaPerlihatkan peta BenderaLokasi  Seychelles  (hijau tua)– di Afrika  (biru muda & kelabu tua)– di Uni Afrika  ...

 

Congreso de los Sóviets de la Unión SoviéticaСъезд Советов Союза Советских Социалистических Республик TipoTipo Congreso de los SóvietsCronologíaPaís URSSFundación 1922Precedido por Congresos de las repúblicas soviéticas: Congreso de los Sóviets de Todas Las Rusias Congreso de los Sóviets de Toda Ucrania Congreso de los Sóviets de Toda Bielorrusia Congreso de los Sóviets de Todo El CáucasoSucedido por Sóviet Supremo de la Unión...

77-та піхотна дивізія (США)77th Infantry Division (United States) Нарукавний шеврон дивізіїНа службі 18 серпня 1917 — квітень 1919березень 1942 — 15 березня 19461963 — по т. ч.Країна  СШАВид армія СШАТип піхотна дивізіяЧисельність дивізіяГарнізон/Штаб Форт Тоттен, Нью-ЙоркПрізвиська «Ст...

 

Tiga Mei 1808SenimanFrancisco GoyaTahun1814MediumLukisan minyakUkuran268 cm × 347 cm (106 in × 137 in)[1]LokasiMuseo del Prado, Madrid Tiga Mei 1808 (juga dikenal dengan nama El tres de mayo de 1808 en Madrid atau Los fusilamientos de la montaña del Príncipe Pío,[2] atau Los fusilamientos del tres de mayo[1]) adalah sebuah lukisan yang diselesaikan pada tahun 1814 oleh pelukis Spanyol Francisco Goya. Lukisan ini kini dipam...

 

1988 Japanese filmMirai NinjaTheatrical release posterDirected byKeita AmemiyaWritten byKeita Amemiya Satoshi KitaharaProductioncompaniesGaga Communications Graphical Corporation Crowd Inc NamcoRelease datesOctober 1988 (Tokyo premiere) December 2, 1988 (Japan video release)Running time75 minutesCountryJapanLanguageJapanese Mirai Ninja: Keigumo Kinin Gaiden (未来忍者:慶雲機忍外伝, lit. Future Ninja: Stealth Joy Cloud Device Side Story), known as Cyber Ninja in the United States,&#...

Pakistani boxer Not to be confused with Muhammad Waseem (cricketer), Mohammad Wasim (cricketer), or Mohammad Wasim (Afghan cricketer). Muhammad WaseemBorn (1987-08-29) 29 August 1987 (age 36)Quetta, PakistanOther namesFalconStatisticsWeight(s) Flyweight Bantamweight Height5 ft 6 in (168 cm)Reach66+1⁄2 in (169 cm)StanceOrthodox Boxing recordTotal fights14Wins12Wins by KO8Losses2 Medal record Men's amateur boxing Representing  Pakistan Asian Games 2...

 

1960 single by Ike & Tina TurnerA Fool in LoveSingle by Ike & Tina Turnerfrom the album The Soul of Ike & Tina Turner B-sideThe Way You Love MeReleasedJuly 1960RecordedMarch 1960StudioTechnisonic Studios (St. Louis, Missouri)Genre R&B[1] pop[1] blues[2] gospel[2] Length2:30LabelSue RecordsSongwriter(s)Ike TurnerProducer(s)Ike TurnerIke & Tina Turner singles chronology A Fool in Love (1960) A Fool Too Long (1960) A Fool in Love is the debut s...

 

2003 single by Clay WalkerA Few QuestionsSingle by Clay Walkerfrom the album A Few Questions ReleasedApril 28, 2003GenreCountryLength3:46LabelRCA NashvilleSongwriter(s)Ray ScottPhillip MooreAdam WheelerProducer(s)Jimmy RitcheyClay WalkerClay Walker singles chronology If You Ever Feel Like Lovin' Me Again (2001) A Few Questions (2003) I Can't Sleep (2004) A Few Questions is a song written by Ray Scott, Phillip Moore and Adam Wheeler, and recorded by American country music singer Clay Walker. I...

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Oblast (region) of Ukraine Oblast in UkraineOdesa Oblast Одеська областьOblastOdeska oblast[1] FlagCoat of armsCoordinates: 47°00′N 30°00′E / 47.000°N 30.000°E / 47.000; 30.000Country UkraineAdministrative centerOdesaGovernment • GovernorOleh Kiper [uk][2] • Oblast council84 seats • ChairpersonSerhiy Paraschenko (Petro Poroshenko Bloc)Area • Total33,313.69 km2 (...

 

Combining of visual elements from separate sources into single images This article is about visual effects. For the process of combining several democratic motions, see compositing (democracy). For the technique of compositing typeset by hand, see typesetting. For compositing in graphic design and still photography, see photomontage. For other uses, see Compositing (disambiguation). Not to be confused with Composting, composing, or composition. A composite image of a basketball shot, with six...

Commentators opposed to identity politics Not to be confused with Dark Enlightenment. The intellectual dark web (IDW) is a term used to describe some commentators who oppose identity politics, political correctness, and cancel culture in higher education and the news media within Western countries.[1][2] Individuals and publications associated with the term reject what they view as authoritarianism and ostracism within mainstream progressive movements in Western countries, esp...

 

Characteristic of an optical system The numerical aperture with respect to a point P depends on the half-angle, θ1, of the maximum cone of light that can enter or exit the lens and the ambient index of refraction. As a pencil of light goes through a flat plane of glass, its half-angle changes to θ2. Due to Snell's law, the numerical aperture remains the same: NA = n 1 sin ⁡ θ 1 = n 2 sin ⁡ θ 2 . {\displaystyle {\text{NA}}=n_{1}\sin \theta _{1}=n_{2}\sin \theta _{...

 

Strategi Solo vs Squad di Free Fire: Cara Menang Mudah!