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Artikel ini tidak memiliki referensi atau sumber tepercaya sehingga isinya tidak bisa dipastikan. Tolong bantu perbaiki artikel ini dengan menambahkan referensi yang layak. Tulisan tanpa sumber dapat dipertanyakan dan dihapus sewaktu-waktu.Cari sumber: Daftar Presiden Nikaragua – berita · surat kabar · buku · cendekiawan · JSTORArtikel ini perlu dikembangkan agar dapat memenuhi kriteria sebagai entri Wikipedia.Bantulah untuk mengembangkan artikel ini. ...
Cover of the first DVD volume of Omamori Himari as released by Kadokawa Pictures on March 26, 2010. Omamori Himari is an anime series adapted from the manga of the same title by Milan Matra. The story centers on Yuto Amakawa, a boy who, on day of his sixteenth birthday, meets Himari, a cat spirit in the form of a beautiful young girl. He learns from her that he is the descendant of one of the twelve Demon Slayer families that had slain ayakashi since feudal times, and that Himari has sworn a...
العلاقات الجيبوتية المنغولية جيبوتي منغوليا جيبوتي منغوليا تعديل مصدري - تعديل العلاقات الجيبوتية المنغولية هي العلاقات الثنائية التي تجمع بين جيبوتي ومنغوليا.[1][2][3][4][5] مقارنة بين البلدين هذه مقارنة عامة ومرجعية للدولتين: وجه المقا...
This article is about the modern Catalan comarca. For the historical county, see County of Osona. Comarca in Catalonia, SpainOsonaComarca FlagCoat of armsCountry SpainAutonomous community CataloniaProvince Barcelona, GironaRegionCentral CataloniaCapitalVicMunicipalities List Alpens, Balenyà, El Brull, Calldetenes, Centelles, Espinelves, Folgueroles, Gurb, Lluçà, Malla, Manlleu, Les Masies de Roda, Les Masies de Voltregà, Montesquiu, Muntanyola, Olost, Oristà, Orís, P...
State park in New Mexico, United States Bottomless Lakes State ParkView of Lea Lake from the overlook above the lakeLocation of Bottomless Lakes State Park in New MexicoLocationChaves County, New Mexico, United StatesCoordinates33°19′9″N 104°19′54″W / 33.31917°N 104.33167°W / 33.31917; -104.33167Area1,400 acres (5.7 km2)Elevation3,500 ft (1,100 m)Established1933[1]Governing bodyNew Mexico State Parks DivisionWebsiteBottomless Lak...
American judge and politician (1832–1895) For other people with the same name, see Walter Gresham. Walter Q. GreshamPortrait, c. 1870–188033rd United States Secretary of StateIn officeMarch 7, 1893 – May 28, 1895PresidentGrover ClevelandPreceded byJohn W. FosterSucceeded byRichard OlneyJudge of the United States Court of Appeals for the Seventh CircuitIn officeJune 16, 1891 – March 3, 1893Appointed byOperation of lawPreceded bySeat established by 26 Stat. 826Su...
ヨハネス12世 第130代 ローマ教皇 教皇就任 955年12月16日教皇離任 964年5月14日先代 アガペトゥス2世次代 レオ8世個人情報出生 937年スポレート公国（中部イタリア）スポレート死去 964年5月14日 教皇領、ローマ原国籍 スポレート公国親 父アルベリーコ2世（スポレート公）、母アルダその他のヨハネステンプレートを表示 ヨハネス12世（Ioannes XII、937年 - 964年5月14日）は、ロ...
Hadith collection by Ibn Babawayh Man La Yahduruhu al-Faqih Cover of the bookAuthorIbn BabawayhLanguageArabicPublished10th century Part of a series on Shia IslamTwelver Shi'ism The Fourteen Infallibles Muhammad Fatimah The Twelve Imams Ali Hasan Husayn al-Sajjad al-Baqir al-Sadiq al-Kazim ar-Rida al-Taqi al-Naqi al-Askari al-Mahdi Principles Monotheism Justice Prophethood Imamate Judgement Day Other beliefs Imamate of the Family Angels Mourning of Muharram Intercession Occultation Wilayat al-...
Russian term for appetizers served before meals For the Romanian vegetable spread, see Zacuscă. ZakuskiCourseHors d'oeuvre or snackPlace of originEurasiaRegion or stateEastern Europe, Northern Europe, AsiaMain ingredientsCold cuts, cured fishes, mixed salads, pickled vegetables, kholodets, pirozhki, hard cheeses, caviar, roe, canapés, open sandwiches, breads Media: Zakuski Zakuski (plural from Russian: закуски [zɐˈkuskʲɪ]; singular zakuska from закуска; P...
Zachary Taylor Following is a list of all Article III United States federal judges appointed by President Zachary Taylor during his presidency.[1] In total Taylor appointed 4 Article III federal judges, all to the United States district courts. Taylor shared the appointment of Henry Boyce with Millard Fillmore. Taylor recess appointed Boyce and later nominated him. However, the United States Senate did not confirm Boyce until after Taylor's death and Boyce received his commission fro...
Galaxy in the constellation Dorado NGC 1566A close-up image of NGC 1566 taken by the Hubble’s Wide Field Camera 3.Observation data (J2000 epoch)ConstellationDoradoRight ascension04h 20m 00.40200s[1]Declination−54° 56′ 16.5781″[1]Redshift0.005017[2]Heliocentric radial velocity1,506.1 km/s[3]Distance69 Mly (21.3 Mpc)[4]Apparent magnitude (V)9.73±0.03[5]CharacteristicsTypeSAB(rs)bc[4]Mass6...
Symbol used in heraldry to denote the Irish province of Ulster Red Hand redirects here. For other uses, see Red hand. The Red Hand of Ulster, dexter and sinister versions The Red Hand of Ulster (Irish: Lámh Dhearg Uladh) is a symbol used in heraldry[1] to denote the Irish province of Ulster and the Northern Uí Néill in particular. It has also been used however by other Irish clans across the island, including the ruling families of western Connacht (i.e. the O'Flahertys and McHughs...
关于与「王琳 (羽毛球运动员)」標題相近或相同的条目页，請見「王琳」。 王琳基本資料代表國家/地區 中国出生 (1989-03-30) 1989年3月30日（35歲）[1] 中国浙江省杭州市身高1.75米（5英尺9英寸）體重57公斤（126英磅）主項：女子單打世界冠軍頭銜 世錦賽：1（女單） 苏迪曼盃：1職業戰績124勝–57負最高世界排名第1位（2009年第40週 [2]）現時世界排名�...
Kapal perang pesawat terbang adalah jenis kapal perang yang merupakan gabungan kapal induk dengan kapal tempur atau kapal penjelajah. Kapal tempur pesawat terbang Selama Perang Pasifik, karena kebutuhan akan kapal induk meningkat, Angkatan Laut Kekaisaran Jepang, yang kehilangan 4 kapal reguler dalam Pertempuran Midway, melakukan berbagai cara untuk menanggulangi kurangnya kekuatan udara. Salah satunya adalah renovasi kapal-kapal yang ada ke kapal induk. Akhirnya setelah dipertimbangkan, jeni...
Catalina de Gales Princesa de Gales La princesa de Gales en 2023Princesa consorte de Gales Desde el 9 de septiembre de 2022(1 año y 336 días)Predecesor Camila de Cornualles[1]Información personalNombre completo Catherine Elizabeth MiddletonTratamiento Alteza Real[2]Otros títulos Duquesa de Cornualles Duquesa de Rothesay (en Escocia) Duquesa de Cambridge Condesa de Chester Condesa de Carrick Condesa de Strathearn Baronesa de Renfrew Baronesa Carrickfergus (en Irland...
Filipina film director and writer (1955–2012) In this Philippine name for married women, the birth middle name or maternal family name is Correa, the birth surname or paternal family name is Diaz, and the marital name is Abaya. Marilou Diaz-AbayaBornMarilou Correa Diaz(1955-03-30)March 30, 1955Quezon City, PhilippinesDied(2012-10-08)October 8, 2012 (aged 57)[1]Taguig, PhilippinesResting place Loyola Memorial Park, Marikina, Philippines (2012–2023) Libingan ng mga Bayani, Tagu...
Disambiguazione – Se stai cercando l'omonimo politico, militare e imprenditore italiano, vedi Pietro d'Acquarone. Pietro AcquaroneNazionalità Italia Calcio RuoloCentrocampista Termine carriera1949 CarrieraGiovanili Sanremese Squadre di club1 1937-1940 Sanremese48 (7)1940-1941 Roma5 (0)1941 Venezia0 (0)1941-1943 Pisa65 (2)1944 Asti18 (0)1945-1946 Asti? (?)1946-1949 Sanremese31+ (?) 1 I due numeri indicano le presenze e le reti segnate, per le s...
French mathematician, physicist, inventor, writer, and Christian philosopher (1623–1662) For the Canadian singer-songwriter, see Blaise Pascal (musician). Blaise PascalPortrait of Pascal in 1691Born(1623-06-19)19 June 1623Clermont-Ferrand, Auvergne, FranceDied19 August 1662(1662-08-19) (aged 39)Paris, FranceFatherÉtienne PascalRelativesMarguerite Périer (niece) Jacqueline Pascal (sister) Gilberte Périer (sister)Philosophy careerEra17th-century philosophyRegionWestern philosophySchoo...
Invariance under a mathematical reflection 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: Reflection symmetry – news · newspapers · books · scholar · JSTOR (October 2015) (Learn how and when to remove this message) Not to be confused with Point reflection. Mirror symmetry redirects here. For other uses, see...
Trikliner Rhodonit Monokliner Vivianit Orthorhombischer Fayalit Tetragonaler Anatas Trigonaler Hämatit Hexagonaler Beryll Kubischer Spessartin Die häufigsten Kristallsysteme der Metalle. Kristallsysteme bieten ein symmetriebezogenes Klassifizierungsschema für kristalline Festkörper. In der Kristallographie werden Kristalle mit Hilfe des Kristallsystems dreidimensional klassifiziert. Es können sieben Kristallsysteme unterschieden werden, die sich jeweils auf das gleiche Achsenkreuz bezieh...