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Lambang Provinsi Papua Barat Peta lokasi Provinsi Papua Barat di Indonesia Artikel utama: Daftar kabupaten di Indonesia menurut waktu pembentukan Berikut adalah artikel mengenai Daftar kabupaten dan/atau kota di Papua Barat berdasarkan waktu pembentukan yang diurutkan berdasarkan abjad. Referensi berdasarkan Undang-Undang Republik Indonesia yang pertama dikeluarkan saat pembentukan kabupaten/kota tersebut meskipun terdapat perundang-undangan terbaru dikemudian hari. No. KodeKemendagri Kabupa...

Carré de l'EstNegara asalPrancisSumber susuSapiDipasteurisasiYaTeksturLembutWaktu pematangan3-4 bulanSertifikasiTidak[1] Carré de l'Est adalah keju dari negara Prancis yang dibuat dengan menggunakan susu sapi yang dipasteurisasi.[1] Keju tersebut dimatangkan di gudang bawah tanah dan selama proses pematangan pada keju itu tumbuh lapisan kulit berwarna putih yang lembut.[1] Untuk menjadikan bagian kulit dari keju ini tajam dan berwarna oranye maka keju ini dicuci deng...

Pour les articles homonymes, voir Sosa. Sosa Cuervo est un nom espagnol. Le premier nom de famille, paternel, est Sosa ; le second, maternel, souvent omis, est Cuervo. Iván SosaInformationsNom de naissance Iván Ramiro Sosa CuervoNaissance 31 octobre 1997 (26 ans)PascaNationalité colombienneÉquipe actuelle MovistarSpécialité GrimpeurÉquipes amateurs 2016Maltinti Lampadari-Banca di CambianoÉquipes professionnelles 2017-2018Androni Giocattoli01.2019-04.2019Sky05.2019-2021Ineos...

GunungsindurKecamatanPeta letak desa di Kecamatan Gunungsindur.Peta lokasi Kecamatan GunungsindurNegara IndonesiaProvinsiJawa BaratKabupatenBogorPemerintahan • CamatYodi M.S. ErmayaPopulasi • Total102.032 jiwaKode pos1634116349Kode Kemendagri32.01.11 Kode BPS3201250 Desa/kelurahan10 desa Gunungsindur (aksara Sunda: ᮍᮥᮔᮥᮀᮞᮤᮔ᮪ᮓᮥᮁ) adalah sebuah kecamatan yang terletak di Kabupaten Bogor, Provinsi Jawa Barat, Indonesia. Kecamatan ini berbatasa...

أقمار بلوتومعلومات عامةصنف فرعي من قمر كوكبٍ قزم المكتشف أو المخترع كلايد تومبو الجرم السماوي الأم بلوتو نوع المدار hadeocentric orbit (en) زاوية الميلان 17٫14175 درجة زاوية نقطة الاعتدال 110٫30347 درجة تعديل - تعديل مصدري - تعديل ويكي بيانات صورة هابل للنظام البلوتوني توضح الأقمار الأربعة...

Pour les articles homonymes, voir Monnaie (homonymie). La monnaie, commune mesure des échanges commerciaux : illustration de la théorie d'Aristote, édition de 1454-1455 d'après la traduction de Nicole Oresme. La monnaie est définie par Aristote par trois fonctions : unité de compte, réserve de valeur et intermédiaire des échanges. À la période contemporaine, cette définition ancienne persiste mais doit être amendée, entre autres par la suppression de toute référence...

American economist (born 1946) Carl J SchrammBorn1946 (age 77–78)Syracuse, New York, U.S.Academic careerInstitutionSyracuse UniversityFieldUniversity ProfessorAlma materGeorgetown University JDUniversity of Wisconsin MS, PhDLe Moyne College BSContributionsExpeditionary economics[1]Claremont Institute[2]AwardsUniversity of Rochester’s George Eastman Medal[3] Websitewww.carlschramm.com [1] Carl J. Schramm (born 1946) is an American economist, entreprene...

Military facility and cemetery in Bellemont, Arizona Camp Navajo was originally opened in 1942 in Bellemont, Arizona. It was originally designated Navajo Ordnance Depot, and its primary use was the storage of ammunition used in the Pacific Theater of World War II. It was renamed Navajo Army Depot in 1965, changed to Navajo Depot Activity in 1982, and then changed in 1993 to its current name. In 1993 the Department of Defense transferred all ammunition activities to Hawthorne Army Ammunition P...

A Physical phenomenon Stellar wind from a star cluster, Westerlund 2 pushes away surrounding gas and dust, creating shock wavesthat serve as the birthplace for new young stars. Image by the Hubble Space Telescope's Wide Field Camera 3. Stellar mass loss is a phenomenon observed in stars by which stars lose some mass over their lives. Mass loss can be caused by triggering events that cause the sudden ejection of a large portion of the star's mass. It can also occur when a star gradually loses ...

2023 studio album by JeezyI Might Forgive... But I Don't ForgetStudio album by JeezyReleasedNovember 3, 2023 (2023-11-03)Length86:29LabelCTEStemProducer April 4th ATL Jacob B.A.M. Bryan Jarrett CasperDoItAgain Cubeatz C$D Sid DB DopeBoyzMuzic Franklin Rodriguez FRDMade Hendrix Smoke Joe Stanley J.U.S.T.I.C.E. League KXVI Macshooter Paola Barba Ricky Polo Solt Boy TajBeats TM88 TripiLz Vincent Macauly Jeezy chronology GOATED: Jeezy(2022) I Might Forgive... But I Don't Fo...

安倍晋太郎安倍晋太郎（攝於1987年4月21日） 日本第112、113任外務大臣任期1982年11月27日—1986年7月22日总理中曾根康弘前任櫻内義雄继任倉成正 日本第42任通商產業大臣任期1981年11月30日—1982年11月27日总理鈴木善幸前任田中六助（日语：田中六助）继任山中貞則 日本第41任内閣官房長官任期1977年11月28日—1978年12月7日总理福田赳夫前任園田直继任田中六助（日语�...

French naval surgeon and naturalist Joseph Paul GaimardBorn(1793-01-31)31 January 1793Saint-Zacharie, Var, FranceDied12 December 1858(1858-12-12) (aged 65)EducationNaval medical school in ToulonKnown for Voyage en Islande et au Groënland Scientific careerFieldsNaval surgeon and naturalistAuthor abbrev. (zoology)Gaimard Joseph Paul Gaimard (31 January 1793 – 10 December 1858)[1][2] was a French naval surgeon and naturalist. Biography Gaimard was born at Sa...

  关于与「內閣總理大臣」標題相近或相同的条目页，請見「內閣總理大臣 (消歧義)」。 日本國內閣總理大臣內閣總理大臣紋章現任岸田文雄自2021年10月4日在任尊称總理、總理大臣、首相、阁下官邸總理大臣官邸提名者國會全體議員選出任命者天皇任期四年，無連任限制[註 1]設立法源日本國憲法先前职位太政大臣（太政官）首任伊藤博文设立1885年12月22日，...

Pamphlets on the American Revolution by Thomas Paine (published 1776–83) The American Crisis The first page of the original printing of the first volumeAuthorThomas PaineLanguageEnglishPublication date1776–1783 The American Crisis, or simply The Crisis,[1] is a pamphlet series by eighteenth-century Enlightenment philosopher and author Thomas Paine, originally published from 1776 to 1783 during the American Revolution.[2] Thirteen numbered pamphlets were published between 1...

Proposed condition wherein human numbers exceed the carrying capacity of the environment Not to be confused with Population growth. Human overpopulation (or human population overshoot) describes a concern that human populations may become too large to be sustained by their environment or resources in the long term. The topic is usually discussed in the context of world population, though it may concern individual nations, regions, and cities. Since 1804, the global human population has increa...

غريميشوفو الإحداثيات 55°23′27″N 43°02′17″E / 55.390833333333°N 43.038055555556°E / 55.390833333333; 43.038055555556   تقسيم إداري  البلد روسيا[1]  عدد السكان  عدد السكان 3660 (1979)[2]5335 (1989)[3]5303 (2002)[4]5272 (2008)[5]5293 (2009)[5]5262 (2010)[4]5265 (2011)[5]5252 (2012)[6]5227 (2013)[7]5223 (2...

معاهدة طرابلسمعاهدة السلام والصداقه بين الولايات المتحدة الأمريكية والبك ورعايا طرابلس الغرب (في الدولة العثمانية)النسخة العربية الأصلية للمعاهدة[1]معلومات عامةالنوع معاهدة الأطراف الولايات المتحدة الأمريكية , الدولة العثمانيةالنصوص الكاملة ويكي مصدر Treaty of Tripoliتعد...

Jews of Egypt redirects here. For the film, see Jews of Egypt (film). Ethnic group Egyptian Jews اليهود المصريونיהודי מצרים‎The location of Egypt in AfricaTotal population57,500+Regions with significant populations Israel57,500[1] Egyptless than 20 (2021)[2]LanguagesHebrew, Egyptian Arabic (Judeo-Egyptian Arabic)ReligionJudaism (Rabbinic and Karaite)Related ethnic groupsMizrahi Jews, Sephardi Jews, Ashkenazi Jews, Ethiopian Jews, Yemeni...

Overview of and topical guide to Mongolia See also: Index of Mongolia-related articles The Flag of MongoliaThe Emblem of Mongolia An enlargeable map of Mongolia The following outline is provided as an overview of and topical guide to Mongolia: Mongolia – landlocked sovereign country located in East-Central Asia.[1] It borders Russia to the north and China to the south. Ulaanbaatar, the capital and largest city, is home to about 38% of the population. At 1,564,116 square kil...

Questa voce o sezione sull'argomento astronomi tedeschi non cita le fonti necessarie o quelle presenti sono insufficienti. Puoi migliorare questa voce aggiungendo citazioni da fonti attendibili secondo le linee guida sull'uso delle fonti. Heinrich Louis d' Arrest Heinrich Louis d'Arrest o Heinrich Ludwig d'Arrest (Berlino, 13 luglio 1822 – Copenaghen, 14 giugno 1875) è stato un astronomo tedesco. Mentre era ancora un allievo, d'Arrest fece parte della squadra di ricerca del pianeta N...