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Bayerns Einteilung in Kreise im Jahr 1808 Der Rezatkreis (auch Retzatkreis geschrieben) mit der Hauptstadt Ansbach war einer der 15 Kreise des 1806 gegründeten Königreichs Bayern und ist nach dem Fluss Rezat in der Region Franken benannt. Inhaltsverzeichnis 1 Lage 2 Geschichte 3 Gliederung 4 Literatur 5 Karten 6 Weblinks 7 Einzelnachweise Lage Im Norden grenzte der Rezatkreis an den bayerischen Mainkreis (ab 1817 als Obermainkreis), im Osten an den Pegnitzkreis und den Altmühlkreis (bis 18...
Schématisation du procédé d'osmose à pression retardée. L'eau douce (W1) traverse la membrane (M) par osmose (O) vers l'eau salée (W2). La pression (P) induite par ce passage est utilisée pour faire tourner une turbine et donc produire un courant électrique L'osmose à pression retardée (aussi désignée par le sigle PRO, de l'anglais pressure-retarded osmosis) est une méthode de séparation membranaire basée sur l'osmose et utilisée pour produire de l'énergie en utilisant de...
TanjidorTanjidorDikembangkanIndonesiaInstrumen terkait Gambang kromong, Keroncong Tanjidor (kadang hanya disebut tanji) adalah sebuah kesenian Betawi yang berbentuk orkes. Kesenian ini sudah dimulai sejak abad ke-19 atas rintisan Augustijn Michiels atau lebih dikenal dengan nama Mayor Jantje di daerah Citrap atau Citeureup.[1] Alat-alat musik yang digunakan biasanya sama seperti drumben. Kesenian Tanjidor juga terdapat di Kalimantan Barat, sementara di Kalimantan Selatan sudah punah. ...
James P. McGranery (ganz rechts). Weitere Personen, von links nach rechts: Ein unidentifizierter Mann, Harry S. Truman und Jesse M. Donaldson. James Patrick McGranery (* 8. Juli 1895 in Philadelphia, Pennsylvania; † 23. Dezember 1962 in Palm Beach, Florida) war ein US-amerikanischer Jurist, Politiker und Justizminister (Attorney General). Inhaltsverzeichnis 1 Erster Weltkrieg und Studium 2 Politische Laufbahn 2.1 Abgeordneter und Richter 2.2 Justizminister unter Präsident Truman 3 Weblinks...
Manuscrito del fragmento. Bardengesang auf Gibraltar: O Calpe! Dir donnert's am Fusse (en alemán, Canción de bardos sobre Gibraltar: ¡Oh, Calpe! Trona a tus pies), K. Anh. 25/386d, es el título de un fragmento inacabado para voz y piano[1] compuesto por Wolfgang Amadeus Mozart en 1782 para conmemorar el Gran Asedio a Gibraltar.[2] La letra de la canción es obra del poeta y bibliógrafo austriaco Michael Denis (1729–1800).[3] Historia Mozart nunca visitó Gibraltar ...
Not to be confused with Hello (film). 2007 Indian filmHalloTheatrical release posterDirected byRafi MecartinWritten byRafi MecartinProduced byJoy Thomas ShakthikulangaraStarringMohanlalParvati MeltonCinematographySanjeev ShankarEdited byDon MaxSangeeth KollamMusic byAlex PaulProductioncompanyJithin ArtsDistributed byMarakar ReleaseRelease date 5 July 2007 (2007-07-05) Running time140 minutesCountryIndiaLanguageMalayalam Hallo is a 2007 Indian Malayalam-language comedy thriller ...
لمعانٍ أخرى، طالع أجنحة (توضيح). جناحينWings (بالإنجليزية) معلومات عامةالصنف الفني حركة[؟]، صامتالمواضيع طيران — الحرب العالمية الأولى تاريخ الصدور 1927مدة العرض 141 دقيقةاللغة الأصلية صامتالعرض أبيض وأسود البلد الولايات المتحدةصيغة الفيلم فيلم 16 ملم[1][2] ال...
Marching step involving rigid, straight legs This article is about the marching step. For other uses, see Goose step (disambiguation). Russian Kremlin Guards goose-stepping at slow march at the Tomb of the Unknown Soldier, Moscow. The goose step is a special marching step which is performed during formal military parades and other ceremonies. While marching in parade formation, troops swing their legs in unison off the ground while keeping each leg rigidly straight. The step originated in Pru...
UK electoral stereotype Stevenage Town Centre. Stevenage woman is a stereotypical voter identified in the United Kingdom, similar to Workington man or Worcester woman.[1] It profiles a suburban mother in her early 40s who is disillusioned with politics.[2] Identified with the Hertfordshire new town of Stevenage, Stevenage woman has been described as an important swing voter for the Labour Party in the next general election.[3] Such voters are identified as typically st...
A Time of Changes Berkas:ATimeOfChanges(1stEd).jpgSampul edisi sampul keras pertamaPengarangRobert SilverbergPerancang sampulBrad Holland[1]NegaraAmerika SerikatBahasaInggrisGenreFiksi ilmiah, FantasiPenerbitNelson Doubleday[1][2]Tanggal terbitMaret–Mei 1971 (Galaxy) / Juni 1971 (Sampul keras)Jenis mediaCetak (Majalah, Sampul keras & Sampul kertas)Halaman183 halamanISBNISBN 978-0586039953OCLC150304Desimal Dewey813/.5/4LCCPZ4.S573 PS3569.I472 A...
Sebuah roti lapis spageti yang menggunakan roti hot dog. Tampilan atas potongan sebuah roti lapis spageti. Roti lapis spageti (bahasa Inggris: Spaghetti sandwich) adalah sandwich atau roti lapis yang dibuat dengan menggunakan spageti, saus, dan roti sebagai bahan utama. Makanan ini dijual di beberapa area konsesi bawah tanah di dekat stasiun kereta bawah tanah di Tokyo, Jepang, dan juga telah dipasok di taman bisbol Target Field di Minneapolis, Minnesota, Amerika Serikat dan di beberapa resto...
Not to be confused with Oldenburg (city). You can help expand this article with text translated from the corresponding article in German. Click [show] for important translation instructions. Machine translation, like DeepL or Google Translate, is a useful starting point for translations, but translators must revise errors as necessary and confirm that the translation is accurate, rather than simply copy-pasting machine-translated text into the English Wikipedia. Do not translate text that app...
Italian composer Arturo Buzzi-Peccia Arturo Buzzi-Peccia (13 October 1854 – 29 August 1943) was an Italian singing instructor and song composer. Biography Buzzi-Peccia was born 13 October 1854 in Milan, Austrian Empre, to Antonio and Clotilde Peccia.[1] Whrn he was about five Milan csme under Italian control. In 1868, he was accepted at the Milan Conservatory where he studied composition under Antonio Bazzini. In the late 1870s, he went to Paris to continue his studies under Ma...
Upazila in Rangpur Division, BangladeshKurigram Sadar কুড়িগ্রাম সদরUpazilaKurigram SadarLocation in BangladeshCoordinates: 25°49′N 89°39′E / 25.817°N 89.650°E / 25.817; 89.650Country BangladeshDivisionRangpur DivisionDistrictKurigram DistrictArea • Total276.45 km2 (106.74 sq mi)Population (2011) • Total312,408 • Density1,100/km2 (2,900/sq mi)Time zoneUTC+6 (BST)Websitek...
Endurance racing car Lotus T128Lotus T128 at the 2013 24 Hours of Le MansCategoryLe Mans Prototype 2 (LMP2)ConstructorLotus (Adess AG and Kodewa)Designer(s)James KeyTechnical specifications[1]ChassisCarbon fibre honeycomb monocoqueSuspension (front)Independent double wishbone pushrod systemSuspension (rear)Independent double wishbone pushrod systemWidth1,997 mm (78.6 in)EnginePraga 3.6 L (3,600 cc) 90-degree V8 Normally aspirated mid, longitudinally mountedTransmis...
National flag Flag of the Solitary StarBandera de la Estrella Solitaria[1]UseNational flag and ensign Proportion1:2[2]AdoptedMay 20, 1902[3]DesignFive horizontal stripes of blue alternate with white with the red equilateral triangle based on the hoist-side bearing the white five-pointed star in the center.Designed byMiguel Teurbe Tolón and Narciso López UseFlag of the president of Cuba AdoptedJanuary 15, 1904 The First FlagUseNaval jack AdoptedApril 10, 1869 Nat...
この項目では、自動車・オートバイのブレーキについて説明しています。自転車のブレーキについては「キャリパーブレーキ」をご覧ください。 この記事は検証可能な参考文献や出典が全く示されていないか、不十分です。出典を追加して記事の信頼性向上にご協力ください。(このテンプレートの使い方)出典検索?: ブレーキキャリパー – ニュース ...
この記事は検証可能な参考文献や出典が全く示されていないか、不十分です。出典を追加して記事の信頼性向上にご協力ください。(このテンプレートの使い方)出典検索?: 静岡県道・山梨県道10号富士川身延線 – ニュース · 書籍 · スカラー · CiNii · J-STAGE · NDL · dlib.jp · ジャパンサーチ · TWL(2018年9月) 主要地方道 静岡県...
O imagine a unei suprafețe concave, sugerând grafic definiția corectă matematică a acesteia. Concavitatea este proprietatea unei curbe, suprafețe sau a unui corp tridimensional de a avea o scobitură sau o parte curbată în interior, astfel încât există cel puțin o pereche de puncte interioare care prin unire produc un segment de dreaptă care nu este integral conținut în entitatea concavă. Similar și convențional, convexitatea este proprietatea opusă, fiind adeseori perceput...
John Archibald FairlieJohn Archibald Fairlie, c. 1906Born(1872-10-30)October 30, 1872Glasgow, ScotlandDiedJanuary 26, 1947(1947-01-26) (aged 74)Known forPolitical scientist John Archibald Fairlie (October 30, 1872 – January 26, 1947) was a Scottish-born political scientist who spent his professional career in the United States. Biography Fairlie was born in Glasgow, Scotland in October 1872. He moved with his family to Jacksonville, Florida in 1881 at age eight. He graduated from ...