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Sebuah didjeridu. Didgeridoo (atau didjeridu) adalah alat musik tiup penduduk asli Australia dari bagian utara Australia. Sebuah didjeridu biasanya berbentuk silinder atau cenderung kerucut, serta berukuran panjang sekitar 1 sampai 2 meter, kebanyakan berukuran 1,2 meter. Jarang sekali berkuran yang lebih pendek atau lebih panjang dari ini . Pada umumnya, semakin panjang alat musik ini, kunci nadanya semakin rendah. Para pemain tradisional Aborigin lebih menyukai kunci nada antara D ke F♯. ...

 

Questa voce o sezione sugli argomenti chiese e cattolicesimo è priva o carente di note e riferimenti bibliografici puntuali. Sebbene vi siano una bibliografia e/o dei collegamenti esterni, manca la contestualizzazione delle fonti con note a piè di pagina o altri riferimenti precisi che indichino puntualmente la provenienza delle informazioni. Puoi migliorare questa voce citando le fonti più precisamente. Segui i suggerimenti dei progetti di riferimento 1, 2. Abbazia di MelroseLe rovi...

 

Questa voce sull'argomento calciatori spagnoli è solo un abbozzo. Contribuisci a migliorarla secondo le convenzioni di Wikipedia. Segui i suggerimenti del progetto di riferimento. Ager Aketxe Nazionalità  Spagna Altezza 174 cm Calcio Ruolo Centrocampista Squadra  Eibar Carriera Giovanili 2003-2011 Athletic Bilbao Squadre di club1 2011-2012 Baskonia33 (9)2012-2016 Bilbao Athletic89 (19)2014-2017 Athletic Bilbao11 (1)2017→  Cadice16 (4)[1]201...

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: Energy recovery – news · newspapers · books · scholar · JSTOR (May 2008) (Learn how and when to remove this message) Berner Tricoil Energy Recovery System atop the Center for Sustainable Landscapes in Pittsburgh, Pennsylvania Energy recovery includes any techni...

 

American politician Jim WilliamsMember of the Florida Senatefrom the 6th district13th (1968–1972)In officeNovember 5, 1968 – November 4, 1974Preceded byL. K. Edwards Jr.Succeeded byBuddy MacKay11th Lieutenant Governor of FloridaIn officeJanuary 7, 1975 – January 2, 1979GovernorReubin AskewPreceded byThomas Burton Adams Jr.Succeeded byWayne Mixson2nd United States Deputy Secretary of AgricultureIn office1979 – January 20, 1981[1]PresidentJimmy CarterP...

 

Islam Itu IndahGenreIslamiPembuatTim Programming Trans TVPresenter Muhammad Nur Maulana Fadli Muhammad Oki Setiana Dewi Negara asal IndonesiaBahasa asliIndonesiaJmlh. musim13Jmlh. episode4.522 (masih tayang 27 Agustus 2023)ProduksiDurasi90 menit (05:00-06:30 WIB)Rumah produksiTim Programming Trans TVRilis asliJaringanTrans TVRilisMinggu, 30 Januari 2011 –Sekarang Islam Itu Indah adalah acara kajian Islami yang ditayangkan perdana pada 30 Januari 2011 & tayang setiap hari puku...

Proof - La provaGwyneth Paltrow in una scena del filmTitolo originaleProof Paese di produzioneStati Uniti d'America Anno2005 Durata99 min Generedrammatico RegiaJohn Madden Soggettodall'omonima opera teatrale di David Auburn SceneggiaturaDavid Auburn e Rebecca Miller Distribuzione in italianoMoviemax FotografiaAlwin H. Kuchler MontaggioMick Audsley MusicheStephen Warbeck ScenografiaAlice Normington, Grant Armstrong, Keith Slote e Barbara Herman-Skelding Interpreti e personaggi Gwyneth Paltrow:...

 

Commune in Centre, HaitiCerca-la-Source Sèka LasousCommuneCerca-la-SourceLocation in HaitiCoordinates: 19°10′0″N 71°47′0″W / 19.16667°N 71.78333°W / 19.16667; -71.78333Country HaitiDepartmentCentreArrondissementCerca-la-SourceElevation371 m (1,217 ft)Population (2009)[1] • Total51,410 Cerca-la-Source (French pronunciation: [sɛʁka la suʁs]; Haitian Creole: Sèka Lasous) is a commune in the Cerca-la-Source Arrond...

 

مؤتمرات أمان الكمبيوتر هي عبارة عن اتفاقية للأفراد المشاركين في أمان الكمبيوتر. وهي تعمل عمومًا كأماكن اجتماعات لمسؤولي النظام والشبكات والمتسللين وخبراء أمان الكمبيوتر. أحداث مايكل لين ، متحدث رئيسي في Black Hat Briefings 2005 تشمل الأنشطة الشائعة في اتفاقيات المتسللين مايلي: عرو�...

习近平 习近平自2012年出任中共中央总书记成为最高领导人期间,因其废除国家主席任期限制、开启总书记第三任期、集权统治、公共政策与理念、知识水平和自述经历等争议,被中国大陸及其他地区的民众以其争议事件、个人特征及姓名谐音创作负面称呼,用以恶搞、讽刺或批评习近平。对习近平的相关负面称呼在互联网上已经形成了一种活跃、独特的辱包亚文化。 权力�...

 

Distance along a curve When rectified, the curve gives a straight line segment with the same length as the curve's arc length. Arc length s of a logarithmic spiral as a function of its parameter θ. Arc length is the distance between two points along a section of a curve. Determining the length of an irregular arc segment by approximating the arc segment as connected (straight) line segments is also called curve rectification. A rectifiable curve has a finite number of segments in its rectifi...

 

Former organized incorporated territory of the United States (1854–1867) Territory of NebraskaOrganized incorporated territory of the United States1854–1867CapitalOmaha • TypeOrganized incorporated territory History • Kansas–Nebraska Act May 30, 1854• Colorado Territory formed February 28, 1861• Dakota Territory formed March 2, 1861• Idaho Territory formed March 3, 1863• Statehood March 1, 1867 Preceded by Succeeded by Unorganized terr...

Symmetric tessellation of a closed surface See also: Regular map (algebraic geometry) The hexagonal hosohedron, a regular map on the sphere with two vertices, six edges, six faces, and 24 flags. The regular map {6,3}4,0 on the torus with 16 faces, 32 vertices and 48 edges. In mathematics, a regular map is a symmetric tessellation of a closed surface. More precisely, a regular map is a decomposition of a two-dimensional manifold (such as a sphere, torus, or real projective plane) into topologi...

 

Space telescope 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: Midcourse Space Experiment – news · newspapers · books · scholar · JSTOR (January 2015) (Learn how and when to remove this message) Midcourse Space ExperimentMidcourse Space ExperimentNamesMSXOperatorBMDOCOSPAR ID1996-024A SATCAT no.23851Website...

 

For related races, see 2010 United States gubernatorial elections. 2010 Utah gubernatorial special election ← 2008 November 2, 2010 2012 →   Nominee Gary Herbert Peter Corroon Party Republican Democratic Running mate Greg Bell Sheryl Allen Popular vote 412,151 205,246 Percentage 64.07% 31.90% County results Herbert:      40–50%      50–60%      60–70%     ...

107

106 ← 107 → 108素因数分解 107 (素数)二進法 1101011三進法 10222四進法 1223五進法 412六進法 255七進法 212八進法 153十二進法 8B十六進法 6B二十進法 57二十四進法 4B三十六進法 2Zローマ数字 CVII漢数字 百七大字 百七算木 107(百七、ひゃくなな)は自然数、また整数において、106の次で108の前の数である。 性質 107は28番目の素数であり、1つ前は103、次は109。 約数の和は10...

 

Logo de l'Union de défense des commerçants et artisans (UDCA). Le poujadisme, du nom de Pierre Poujade, est un mouvement politique et syndical français d'extrême droite apparu en 1953 dans le Lot, et disparu en 1958. Il est fondé sur la défense des commerçants et des artisans. Description Ce mouvement revendiquait la défense des commerçants et des artisans, qu'il considérait comme mis en danger par le développement des grandes surfaces dans la France de l'après-guerre, et condamna...

 

Badalone (ca + es) Badalona Héraldique Drapeau La rambla de Badalone. Administration Pays Espagne Statut Commune Communauté autonome Catalogne Province Province de Barcelone Comarque Barcelonès District judic. Badalone Budget 278,3 millions € (2022) Maire Mandat Xavier García Albiol (PP) 2023-2027 Code postal 08910–08918 Démographie Gentilé Badalonais, -aise Population 225 957 hab. (2023) Densité 10 658 hab./km2 Géographie Coordonnées 41° 26�...

Roman emperor from 161 to 169 For the opera, see Vologeso. Lucius VerusBust, Metropolitan Museum of ArtRoman emperorReign7 March 161 – 169PredecessorAntoninus PiusSuccessorMarcus AureliusCo-emperorMarcus AureliusBornLucius Ceionius Commodus15 December 130Rome, Italia, Roman EmpireDiedEarly 169 (aged 38)Altinum, Italia, Roman EmpireBurialHadrian's MausoleumSpouse Lucilla ​(m. 164)​IssueAurelia LucillaLucilla PlautiaLucius VerusNamesLucius Aelius Aurelius Commodus...

 

جمعة سحيم جماعة سحيم[1](بالفرنسية: Jamaat Shaim)‏[1]  تقسيم إداري البلد  المغرب[2] الجهة الإقتصادية مراكش آسفي المسؤولون الإقليم إقليم آسفي خصائص جغرافية إحداثيات 32°21′N 8°51′W / 32.35°N 8.85°W / 32.35; -8.85   المساحة ؟؟؟ كم² كم² السكان التعداد السكاني 15.325 [3 ...