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Lordi

Lordi Lordi, 2023.Informations générales Pays d'origine Finlande Genre musical Hard rock[1], heavy metal[1], shock rock Années actives Depuis 1992 Labels Sony BMG (2002-2005), Sony Music (depuis 2005), Drakkar (2002-2008), Great Unlimited Noises (2008-2009), Sanctuary (2004-2005), The End Records (2006), AFM Records (depuis 2013) Site officiel www.lordi.fi Composition du groupe Membres Mr. LordiManaHellaHiisiKone Anciens membres G-StealerMagnumKalmaEnaryKitaOtus (†)AwaOxAmen modifier Lo...

 

Peter Hancock

Untuk CEO AIG, lihat Peter Hancock (pengusaha). Untuk pesepak bola Australia, lihat Peter Hancock (pesepak bola). Peter HancockUskup Bath dan WellsHancock usai penahbisannya di WellsGerejaGereja InggrisKeuskupanKeuskupan Bath dan WellsMasa jabatan2014–sekarangPendahuluPeter PriceJabatan lainUskup Basingstoke (2010–2014)ImamatTahbisan imam1980 (deakon)1981 (imam)oleh Ronald GordonTahbisan uskup21 September 2010Informasi pribadiLahir26 Juli 1955 (umur 68)Isle of Wight, Britania Ra...

 

مرحلة المجموعات في دوري أبطال أوروبا 2000–01

يفتقر محتوى هذه المقالة إلى الاستشهاد بمصادر. فضلاً، ساهم في تطوير هذه المقالة من خلال إضافة مصادر موثوق بها. أي معلومات غير موثقة يمكن التشكيك بها وإزالتها. (ديسمبر 2018) دوري المجموعات الأول في دوري أبطال أوروبا 2000-01 لُعبت ما بين 12 سبتمبر و8 نوفمبر 2000. لُعبت في ثمانية مجموعات ...

بيتي وايت

بيتي وايت (بالإنجليزية: Betty White)‏  معلومات شخصية اسم الولادة (بالإنجليزية: Betty Marion White)‏  الميلاد 17 يناير 1922 [1][2][3]  أوك بارك  الوفاة 31 ديسمبر 2021 (99 سنة) [4]  برنتوود  [لغات أخرى]‏[5]  سبب الوفاة سكتة دماغية[6]  الإقامة لوس أنجلوس ...

 

Квадратный корень

Квадра́тный ко́рень из числа a {\displaystyle a} (корень 2-й степени) — число x {\displaystyle x} , дающее a {\displaystyle a} при возведении в квадрат[1]: x ⋅ x = a . {\displaystyle x\cdot x=a.} Равносильное определение: квадратный корень из числа a {\displaystyle a}  — решение уравнения x 2 = a . {\displaystyle x^{2}=a.} Опер�...

 

Distrik Matsumae, Hokkaido

Wilayah Distrik Matsumae di Subprefektur Oshima. Matsumae (松前郡code: ja is deprecated , Matsumae-gun) adalah sebuah distrik yang berada di wilayah Subprefektur Oshima, Hokkaido, Jepang. Per 31 Januari 2024, distrik ini memiliki estimasi jumlah penduduk sebesar 9.468 jiwa dan kepadatan penduduk sebesar 19,70 orang per km2. Distrik ini memiliki luas wilayah sebesar 480,53 km2. Kota kecil dan desa Fukushima Matsumae Geografi Wilayah distrik ini berada di ujung selatan Semenanjung Matsu...

Lee Sung-kyung

Ini adalah nama Korea; marganya adalah Lee. Lee Sung-KyungLee Sung-kyung pada tahun 2019Lahir10 Agustus 1990 (umur 33)Korea SelatanPendidikanUniversitas Wanita DongdukPekerjaanModel, aktrisTahun aktif2008–kiniAgenYGK-Plus (model) YG Entertainment (aktris)Tinggi5 ft 8,5 in (1,74 m)Nama KoreaHangul이성경 Hanja李圣经 Alih AksaraI SeonggyeongMcCune–ReischauerI Sŏnggyŏng Lee Sung-kyung (lahir 10 Agustus 1990) adalah model dan aktris asal Korea Selatan. Ia diken...

 

Michiko & Hatchin

Japanese anime television series Michiko & HatchinKey visual of the seriesミチコとハッチン(Michiko to Hatchin)GenreAdventure[1]Girls with guns[2]Created byManglobe Anime television seriesDirected bySayo YamamotoProduced byShinichirō KobayashiTakashi KouchiyamaShinsaku TanakaKōji YamamotoYoshinori TakeedaWritten byTakashi UjitaMusic byAlexandre KassinStudioManglobeLicensed byCrunchyroll[a] UK: MVM EntertainmentOriginal network...

 

Ferrari 312 B2

Ferrari 312 B2 Descrizione generale Costruttore  Ferrari Categoria Formula 1 Squadra Scuderia Ferrari SEFAC SpA Progettata da Mauro Forghieri Sostituisce Ferrari 312 B Sostituita da Ferrari 312 B3 Descrizione tecnica Dimensioni e pesi Lunghezza 4020 mm Larghezza 1740 mm Altezza 950 mm Passo 2380 mm Peso 540 e 560 kg Altro Carburante Shell Pneumatici Firestone Avversarie Vetture di Formula 1 1971Vetture di Formula 1 1972Vetture di Formula 1 1973 Risultati sportivi Debutto Gran Premio di ...

Pisces Dwarf

This article is about the suspected satellite galaxy of the Triangulum Galaxy. For other dwarf galaxies labelled Pisces, see Pisces (disambiguation). Pisces DwarfThe Pisces Dwarf in combined UV and visible lightObservation data (J2000 epoch)ConstellationPiscesRight ascension01h 03m 55.0s[1]Declination+21° 53′ 06″[1]Redshift-287 ± 0 km/s[1]Distance2.51 ± 0.08 Mly (769 ± 25 kpc)[2]Apparent magnitude (V)14.2[1]Charac...

 

Apparato tegumentario

Negli animali, l'apparato tegumentario è un apparato che svolge le funzioni di rivestimento, secrezione, termoregolazione, attività sensoriale e protezione dell'organismo. Nei vertebrati è costituito dalla pelle e dagli annessi cutanei. Indice 1 Anatomia comparata 1.1 Spugne 1.2 Crostacei 1.3 Echinodermi 1.4 Insetti 1.5 Pesci e anfibi 1.6 Rettili e uccelli 1.7 Mammiferi ed esseri umani 1.8 Virus 2 Struttura 2.1 Epidermide 2.2 Derma 2.3 Tessuto sottocutaneo 2.4 Annessi cutanei 2.5 Strut...

 

Carmen Electra

Carmen ElectraCarmen Electra a Los Angeles nel 2011Altezza160 cm Misure90-54-86 Peso60 kg Scarpe38,5 (UE) OcchiAzzurri CapelliCastano chiarissimo Modifica dati su Wikidata · Manuale Carmen Electra, nome d'arte di Tara Leigh Patrick (Cincinnati, 20 aprile 1972), è una modella, attrice, cantante, ballerina e personaggio televisivo statunitense. Indice 1 Biografia 2 Vita privata 3 Filmografia 3.1 Attrice 3.1.1 Cinema 3.1.2 Televisione 3.2 Doppiatrice 3.3 Video musicali 4 Discogr...

Campionati italiani assoluti di ginnastica artistica

Campionati Italiani AssolutiAltri nomiAssoluti Sport Ginnastica artistica Tipoindividuale FederazioneFGI Paese Italia OrganizzatoreFederazione Ginnastica d'Italia TitoloCampione d'Italia Cadenzaannuale Aperturaprimavera Discipline Volteggio Corpo libero Solo maschile: Cavallo con maniglie Anelli Sbarra Parallele simmetriche Solo femminile: Parallele asimmetriche Trave StoriaFondazione1925 Numero edizioni82 al 2021 Record vittorie Vanessa Ferrari (F, 7) Guido Figone (M, 8) Ultima edizione...

 

Provincia di Bobbio

Provincia di Bobbio Informazioni generaliCapoluogoBobbio 3.743 abitanti (1839) Dipendente daDivisione di Genova Suddiviso in4 mandamenti Evoluzione storicaInizio13 settembre 1743 CausaTrattato di Worms Fine1859 CausaDecreto Rattazzi Preceduto da Succeduto da Contea di Bobbio Feudi delle Langhe dei Dal Verme Signorie dei Malaspina dell'Oltrepò Circondario di Bobbio Cartografia La provincia di Bobbio (ab. 36.906 nel 1814) era una provincia del Regno di Sardegna, istituita col Trattato di Worms...

 

Roger Bigod, 2nd Earl of Norfolk

Roger Bigod, 2nd Earl of NorfolkArms adopted by Roger Bigod, 2nd Earl of Norfolk, at the start of the Age of Heraldry c. 1200–1215 (dropped after 1269 by Roger Bigod, 5th Earl of Norfolk): Or, a cross gulesBornc. 1144/1150Died1221Noble familyBigod familySpouse(s)Ida de TosnyIssueHugh Bigod, 3rd Earl of NorfolkWilliam BigodRalph BigodRoger BigodMargery de HastingsMary BigodFatherHugh Bigod, 1st Earl of NorfolkMotherJuliana de Vere Roger Bigod (c. 1144/1150 – 1221) was the s...

Forever Not Yours

2002 single by A-haForever Not YoursSingle by A-hafrom the album Lifelines ReleasedApril 2, 2002Recorded2002 Oslo and LondonGenreSynthpopLength 4:08 (Single Version) LabelWEASongwriter(s) Morten Harket Magne Furuholmen Ole Sverre Olsen Producer(s) Stephen Hague Martin Landquist A-ha singles chronology I Wish I Cared (2001) Forever Not Yours (2002) Lifelines (2002) Forever Not Yours is the first single from the A-ha album Lifelines. It was sent to radio stations in parts of Europe on 22 Febru...

 

باز لورمان

باز لورمان معلومات شخصية اسم الولادة مارك أنتوني لورمان الميلاد 17 سبتمبر 1962 (العمر 61 سنة)سيدني، نيوساوث ويلز،  أستراليا مواطنة أستراليا  عضو في نقابة الكتاب الأمريكية الغربية  الزوجة كاثرين مارتن (1997-الآن)، طفلان الحياة العملية المدرسة الأم المعهد الوطني للفنون ال...

 

Edinburgh, Loanhead and Roslin Railway

Former railway line in Scotland The Edinburgh, Loanhead and Roslin Railway was a railway line south of Edinburgh, Scotland, built primarily to serve mineral workings, although passenger trains were operated. It is also known as the Glencorse Branch of the North British Railway. It opened from a junction at Millerhill on the Waverley Route, to Roslin in 1874 and was extended to a location near Penicuik to serve Glencorse Barracks and a colliery in 1877 and to Penicuik Gas Works in 1878. Bus se...

Curved mirror

Mirror with a curved reflecting surface Reflections in a convex mirror. The photographer is seen reflected at top right A curved mirror is a mirror with a curved reflecting surface. The surface may be either convex (bulging outward) or concave (recessed inward). Most curved mirrors have surfaces that are shaped like part of a sphere, but other shapes are sometimes used in optical devices. The most common non-spherical type are parabolic reflectors, found in optical devices such as reflecting ...

 

パワーバック

「パワーパック」とは異なります。 パワーバック（英語: Powerback）は航空機がジェットエンジンを逆噴射、あるいはプロペラを逆回転させて自力で後退することである。 概要 逆推力装置が作動中のジェットエンジン　着陸直後に減速中の様子 パワーバックはトーイングカーに頼らずとも航空機単体で後退できるというメリットがあり、多くの航空機[1]は構造�...