Read other articles:

Ekonomi LiechtensteinVaduzMata uangFranc Swiss (CHF)StatistikPDB$3,2 miliar (KKB, 2009)Pertumbuhan PDB−0,5% (riil, 2009)PDB per kapita$141.100 (KKB, 2008)PDB per sektorPertanian: 7,1%; industri: 42,8%; jasa: 50,1% (2008)Inflasi (IHK)0,2% (CPI, 2011)Pendudukdi bawah garis kemiskinanN/AKoefisien giniN/AAngkatan kerja35.260, 51% di antaranya penglaju dari Austria, Swiss, atau Jerman (2012)Angkatan kerjaberdasarkan sektorPertanian: 0,8%; industri: 39,4%; jasa: 59,95% (2010)Pengangguran2,5% (201...

Pour un article plus général, voir Conseil départemental de la Corrèze. Cet article présente la composition du Conseil départemental de la Corrèze ainsi que ses élus à partir de 2015. Pour les élus des mandatures précédentes, voir la liste des conseillers généraux de la Corrèze. Composition du conseil départemental Conseil départemental de la Corrèze (2021-2028) Parti Sigle Élus Groupes Majorité (28 sièges) Les Républicains LR 19 Corrèze demain Divers droite DVD 6...

You can help expand this article with text translated from the corresponding article in Danish. (January 2023) 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 appears unreliable or lo...

Artikel ini membutuhkan rujukan tambahan agar kualitasnya dapat dipastikan. Mohon bantu kami mengembangkan artikel ini dengan cara menambahkan rujukan ke sumber tepercaya. Pernyataan tak bersumber bisa saja dipertentangkan dan dihapus.Cari sumber: Permadani – berita · surat kabar · buku · cendekiawan · JSTOR Permadani , ambal atau karpet adalah tekstil penutup lantai, terdiri dari lapisan atas berbulu yang melekat pada alasnya.[1] Tumpukan perm...

† Человек прямоходящий Научная классификация Домен:ЭукариотыЦарство:ЖивотныеПодцарство:ЭуметазоиБез ранга:Двусторонне-симметричныеБез ранга:ВторичноротыеТип:ХордовыеПодтип:ПозвоночныеИнфратип:ЧелюстноротыеНадкласс:ЧетвероногиеКлада:АмниотыКлада:Синапсиды�...

Organic compound ((CH3)2CO); simplest ketone Not to be confused with Acetoin. For the musical instrument company, see Ace Tone. Acetone[1] Full structural formula of acetone with dimensions Skeletal formula of acetone Ball-and-stick model of acetone Space-filling model of acetone Names IUPAC name Acetone[7] Preferred IUPAC name Propan-2-one[8] Systematic IUPAC name 2-Propanone Other names Acetonum (Latin pronunciation: [aˈkeːtonum]) Dimethyl ketone[2]...

Security measures that are mostly for show Security theater is the practice of implementing security measures that are considered to provide the feeling of improved security while doing little or nothing to achieve it.[1][2] The term was originally coined by Bruce Schneier for his book Beyond Fear[3] and has since been widely adopted by the media and the public, particularly in discussions surrounding the Transportation Security Administration.[4] The use of Se...

Voce principale: Imolese Calcio 1919. Imolese Calcio 1919Stagione 2022-2023Sport calcio Squadra Imolese Allenatore Mauro Antonioli(Fino al 27 novembre 2022) Giuseppe Anastasi(Dal 28 novembre 2022 all'8 febbraio 2023) Francesco Sintini(Dall'8 al 13 febbraio 2023) Mauro Antonioli(Dal 13 febbraio 2023) Presidente Antonio De Sarlo(Fino al 29 ottobre 2022) Francesco Coppa(Dal 21 novembre 2022) Serie C19º posto. Retrocesso in Serie D. Coppa Italia Serie CSecondo turno Maggiori presenzeCampio...

English politician and founder of the Whig party (1621-1683) The Right HonourableThe Earl of ShaftesburyPC FRSPortrait by John GreenhillLord President of the CouncilIn office21 April 1679 – 15 October 1679Lord Lieutenant of DorsetIn office1672–1674President of the Board of TradeIn office16 September 1672 – 1676Lord ChancellorIn office1672–1673Chancellor of the ExchequerIn office13 May 1661 – 22 November 1672Governor of the Isle of WightIn office1660–1661...

← 1950 •  • 1958 → Elecciones provinciales de 1951Gobernador para el período 1952-195684 escaños de la Cámara de Diputados42 escaños del Senado Provincial Fecha 11 de noviembre de 1951 Tipo Gubernatorial y legislativa Período 4 de junio de 1952 - 4 de junio de 1956 Demografía electoral Hab. registrados 2 443 393 Votantes 2 153 937 Participación    88.15 %  15.9 % Votos válidos 1,857,047 Votos nul...

Protestant Christian theological tradition For churches or universities called Wesleyan, see Wesleyan (disambiguation). Part of a series onMethodismJohn Wesley Background History (in the United States) Anglicanism Arminianism First Great Awakening Moravianism Nonconformism Pietism Wesleyan theology Doctrine Doctrinal standards Bible Old Testament New Testament Creeds Nicene Creed Apostles' Creed Articles of Religion Sermons on Several Occasions Explanatory Notes Upon the New Testament Distinc...

American journalist, lawyer, and civil rights activist (1852–1936) For other people with similar names, see Ferdinand Barnett. Ferdinand Lee BarnettBarnett in 1900Born(1852-02-18)February 18, 1852Nashville, Tennessee, U.S.DiedMarch 11, 1936(1936-03-11) (aged 84)Chicago, Illinois, U.S.Resting placeOak Woods CemeteryAlma materUnion College of LawOccupationsJournalistlawyerPolitical partyDemocraticOther politicalaffiliationsRepublicanSpouses Mary Henrietta Graham ​ ​&...

Bujkoviće Бујковиће Administration Pays Serbie Province Serbie centrale Région Stari Vlah Raška/Sandjak District Raška Municipalité Tutin Démographie Population 69 hab. (2011) Géographie Coordonnées 42° 59′ 45″ nord, 20° 18′ 55″ est Altitude 879 m Localisation Géolocalisation sur la carte : Serbie Bujkoviće Géolocalisation sur la carte : Serbie Bujkoviće modifier  Bujkoviće (en serbe cyrillique : Бу...

التسلسل الزمني الطيران, صناعة الطيران وغزو الفضاء. قبل القرن 18 تصاميم الآلات طائرة من قبل ليوناردو دافنشي. 852: عباس بن فرناس القى بنفسه من مئذنة مسجد قرطبة بقماش ضخم، تلقى اصابات طفيفة، أصبحت محاولته سلف الباراشوت. 875: عباس بن فرناس صمم اجنحة من خشب مغطاة بقماش الحرير مزينة ب�...

  لمعانٍ أخرى، طالع الاتحاد (توضيح). الاتحادالشعارمعلومات عامةالنوع صحيفة يوميةتصدر كل 1 يوم بلد المنشأ  الإمارات العربية المتحدة التأسيس 1969 القطع القطع الكبير الثمن درهمانموقع الويب aletihadae.com (العربية) شخصيات هامةالمالك شركة أبوظبي للإعلامالتحريراللغة العربيةالإ�...

蓋·A·紹特爾 蓋·A·紹特爾（Guy A. Sautter，1986年—1961年10月29日），是瑞士羽球和網球運動員。他出生於瑞士，逝世於英格蘭威爾特郡的唐海德聖安德魯。 蓋·A·紹特爾1910年代最重要的羽球運動員之一。到目前為止，他是唯一在著名的全英羽球錦標賽贏得冠軍的瑞士人。[1]然而，他也曾經代表英國參加國際比賽。總的來說，他在全英贏過3次單打冠軍（1911年、1913-14年）...

7,142-acre parkway maintained by the National Park Service George Washington Memorial ParkwayG.W. ParkwayRoute informationMaintained by NPSLength24.9 mi[1] (40.1 km)ExistedMay 29, 1930 (1930-05-29)–presentTouristroutes George Washington Memorial ParkwayRestrictionsNo trucks[2]Southern segmentSouth end SR 235 in Mount Vernon, VANorth end SR 400 in Alexandria, VANorthern segmentSouth end SR 400 in Alexandria, VAMajor ...

Former area which elected a single member of Congress to the USA house of representatives New York's 32nd congressional districtObsolete districtCreated18301870Eliminated18601990Years active1833–18631873–1993 NY-32 redirects here. The term may also refer to New York State Route 32. New York's 32nd congressional district was a congressional district for the United States House of Representatives in New York. It was eliminated as a result of the 1990 census. It was last represented by John ...

Xbox 360Konsol Xbox 360 versi ramping dengan cakramPembuatMicrosoftKeluarga produkXboxJenisKonsol permainanGenerasiGenerasi ketujuhKetersediaan eceran Menurut wilayah 2 Januari 2005 12 Januari 2005 Januari 10 2005 2 Februari 2006 24 Februari 2005 16 Maret 2006 23 March 2006 7 Juli 2006 25 September 2006 29 September 2006 3 November 2006 1 Desember 2006 11 Februari 2007 25 Februari 2008 28 Oktober 2008 2009 Musim semi 2010 TerjualDunia: 40 juta unit (per 23 April 2010)[1] (details)Medi...

Dieser Artikel oder nachfolgende Abschnitt ist nicht hinreichend mit Belegen (beispielsweise Einzelnachweisen) ausgestattet. Angaben ohne ausreichenden Beleg könnten demnächst entfernt werden. Bitte hilf Wikipedia, indem du die Angaben recherchierst und gute Belege einfügst. Boyomafälle Der unterste Katarakt der Boyoma-Stromschnellen Der unterste Katarakt der Boyoma-Stromschnellen Koordinaten 0° 29′ 28″ N, 25° 12′ 23″ O0.4911111111111125.2063888888...