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For other uses, see Mount Duval. Mount DuvalDuval MountMount Duval from the southwestHighest pointElevation1,393 m (4,570 ft)[1]Coordinates30°24′S 151°38′E / 30.400°S 151.633°E / -30.400; 151.633[2]GeographyMount DuvalLocation in New South Wales LocationNorthern Tablelands, New South Wales, AustraliaParent rangeNew England Range. Great Dividing RangeTopo mapDumaresqClimbingEasiest routeWalk (hike) Mount Duval, a large forested mou...

А. Петтенкофенruen. Цыгане в дороге. 1856 П. С. Кройер. Две цыганки у своей хижины. 1878 История цыган — история этнической группы общего индийского происхождения, говорящей на цыганском (и его разновидностях) языке, представители которой идентифицируют себя с цыганской...

Mountain range in Spain Cantabrian MountainsSpanish: Cordillera CantábricaCantabrian Mountains parallel to the Cantabrian Sea seen from Castro Valnera in an east-west direction. In the background, the Montaña Palentina (left) and the Picos de Europa (right)Highest pointPeakTorre de CerredoElevation2,648 m (8,688 ft)Coordinates43°11′51″N 04°51′06″W / 43.19750°N 4.85167°W / 43.19750; -4.85167DimensionsLength300 km (190 mi) WEWid...

توثيق القالب[عرض] [عدّل] [تاريخ] [محو الاختزان] [استخدامات] هذا القالب يستعمل لوا: وحدة:بطاقةوحدة:بطاقة/قالب/شركة هذا القالب يستخدم خاصية أو أكثر من ويكي بيانات. طالع > ويكي بيانات للتفاصيل. كيفية الاستعمال وصف لصيغة هذا القالب ووسائطه بالتعديل النصي ب�...

п о р Кіттсон (округ, Міннесота) Адміністративний центр: ГаллокМіста (cities) Галлок • Галма • Гумбольдт • Доналдсон • Карлстад • Кеннеді • Ланкастер • Лейк-Бронсон • Сент-Вінсент

Cet article est une ébauche concernant la psychologie. Vous pouvez partager vos connaissances en l’améliorant (comment ?) selon les recommandations des projets correspondants. Graphique de théorie d'apprentissage. Une théorie de l'apprentissage vise à expliquer le phénomène d'acquisition des connaissances. Voir aussi Constructivisme Inférence bayésienne Théorème de Cox-Jaynes Apprentissage automatique Théorie de l'apprentissage social Portail de la psychologie Portail de l’

Process of pairing in biologyThis article is about sexual reproduction. For the mating of mechanical components, see Engineering fit. For the 1991 American novel, see Mating (novel). 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: Mating – news · newspapers · books · scholar · JSTOR (November 2013) (Learn ho...

Este artigo não cita fontes confiáveis. Ajude a inserir referências. Conteúdo não verificável pode ser removido.—Encontre fontes: ABW  • CAPES  • Google (N • L • A) (Janeiro de 2016) Instrumento transpositor é qualquer instrumento musical que, por qualquer razão, tem suas notas anotadas na partitura em altura diferente daquela que realmente soa. Os instrumentos que soam como escrito são chamados não transpositores. Para...

Soft calcium sulfate mineral This article is about the mineral. For other uses, see Gypsum (disambiguation). GypsumGeneralCategorySulfate mineralsFormula(repeating unit)CaSO4·2H2OIMA symbolGp[1]Strunz classification7.CD.40Crystal systemMonoclinicCrystal classPrismatic (2/m) H-M symbol: (2/m)Space groupMonoclinic Space group: I2/aUnit cella = 5.679(5), b = 15.202(14) c = 6.522(6) Å; β = 118.43°; Z = 4IdentificationColorColorless (in transmitted light) to white; o...

Conor Coady Coady berseragam Inggris U-19 pada Kejuaraan Eropa U-19 UEFA 2012Informasi pribadiNama lengkap Conor David Coady[1]Tanggal lahir 25 Februari 1993 (umur 30)[2]Tempat lahir St Helens, InggrisTinggi 610 kaki (186 m)[3]Posisi bermain Bek tengah[4]Informasi klubKlub saat ini Wolverhampton WanderersNomor 16Karier junior2005–2011 LiverpoolKarier senior*Tahun Tim Tampil (Gol)2011–2014 Liverpool 1 (0)2013–2014 → Sheffield United (pinjam) 39...

The Anatomy of Power AuthorJohn Kenneth Galbraith[1]Subjectpolitics, political sciencePublisherHoughton Mifflin HarcourtPublication date1983[2] The Anatomy of Power is a book written by Harvard economist John Kenneth Galbraith, originally published in 1983 by Houghton Mifflin Harcourt.[3] It sought to classify three types of power: compensatory power in which submission is bought, condign power in which submission is won by making the alternative sufficiently painful, ...

2021 Cincinnati mayoral election ← 2017 November 2, 2021 2025 →   Candidate Aftab Pureval David Mann Party Nonpartisan Nonpartisan Alliance Democratic Democratic Popular vote 34,541 17,919 Percentage 65.84% 34.16% Precinct results:Pureval:      50-60%      60-70%      70-80%      80-90%      >90%Mann:      50-6...

1993 non-fiction book by Ray Kurzweil 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: The 10% Solution for a Healthy Life – news · newspapers · books · scholar · JSTOR (September 2023) (Learn how and when to remove this template message) The 10% Solution for a Healthy Life AuthorRaymond KurzweilCountryUnited...

Notation for 2-dimensional spherical, euclidean and hyperbolic symmetry groups In geometry, orbifold notation (or orbifold signature) is a system, invented by the mathematician William Thurston and promoted by John Conway, for representing types of symmetry groups in two-dimensional spaces of constant curvature. The advantage of the notation is that it describes these groups in a way which indicates many of the groups' properties: in particular, it follows William Thurston in describing the o...

Pan American Games 2007 Logo Pan American Games 2007 Tuan rumah Rio de Janeiro Jumlah negara peserta 43 negara Jumlah atlet 5.500 atlet (perkiraan) Jumlah pertandingan 33 cabang olahraga Upacara pembukaan 13 Juli 2007 Upacara penutupan 29 Juli 2007 Stadion Stadion Maracanã Pan American Games 2007 (Pan American Games ke-15) diadakan di Rio de Janeiro, Brasil dari 13 Juli sampai 29 Juli 2007. Pemilihan tuan rumah PASO melakukan pemungutan suara untuk pemilihan tuan rumah Pan American Games 200...

AscoliNama lengkapAscoli Calcio 1898 SpAJulukanPicchio (Burung Pelatuk), Bianconeri (Putih-Hitam)Berdiri1898StadionStadio Cino e Lillo Del Duca,Ascoli Piceno, Italia(Kapasitas: 20.000)Ketua Roberto BenigniHead Coach GustinettiLigaSerie B2022-23ke-12 Kostum kandang Kostum tandang Ascoli Calcio 1898 adalah sebuah klub sepak bola Italia yang didirikan pada tahun 1898. Bermarkas di Ascoli Piceno, Marche, Ascoli pada musim 2013/14 bermain di Lega Pro Prima Divisione. Klub ini memainkan pertandinga...

Chinese regional cuisine from Guangdong 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: Cantonese cuisine – news · newspapers · books · scholar · JSTOR (November 2019) (Learn how and when to remove this template message) Cantonese cuisineChefs cook with a wokTraditional Chinese廣東菜Simplified Chines...

2016 compilation album from the Red Hot AIDS Benefit Series This article is about the Grateful Dead tribute album. For the album by Hollywood Undead, see Day of the Dead (Hollywood Undead album). For the album by Graham Collier, see The Day of the Dead (album). Day of the DeadCompilation album for charity by Red Hot AIDS Benefit SeriesReleasedMay 20, 2016Recorded2011–2015Length325:53Label4AD (RAD 3624)ProducerAaron and Bryce Dessner of The National, Josh KaufmanRed Hot AIDS Benefit ...

Children's picture book (1942) The Runaway Bunny AuthorMargaret Wise BrownIllustratorClement HurdCountryUnited StatesLanguageEnglishGenreChildren's literaturePublisherHarperPublication date1942Media typePrintPages48ISBN978-0-06-077582-7OCLC314185 The Runaway Bunny is a 1942 picture book written by Margaret Wise Brown and illustrated by Clement Hurd. The plot deals with a small rabbit, who wants to run away. His mother, however, tells him that if you run away, I will run after you. This b...

La parola tengwar scritta utilizzando il sistema di scrittura Tengwar nel modo Quenya. Le tengwar[1] (['tɛŋgwɑɾ]) sono un sistema di scrittura artificiale ideato da John Ronald Reuel Tolkien come sistema di trascrizione dei principali Linguaggi di Arda. Tolkien utilizzò le tengwar per trascrivere la lingua inglese; in effetti, la maggior parte degli usi di tengwar da parte di Tolkien contemplano la trascrizione dell'inglese. Nell'universo narrativo di Eä, le tengwar furono inven...