NGC 1047
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علماء ومخترعون مسيحيون هوامش العديد من المسيحيين عبر التاريخ سجلوا إسهامات كبيرة في تطوير العلوم والرياضيات من العصور الوسطى إلى اليوم: في قائمة الثمانين شخصية الأكثر تأثيرًا في العلوم من الحاصلين على جائزة نوبل، ذكرت 65 شخصية مسيحية[1] في قائمة المائة شخصية الأكثر تأ�...
Pour les articles homonymes, voir Pale. Pale Пaле Vue de Pale depuis sa forteresse Administration Pays Bosnie-Herzégovine Entité République serbe de Bosnie Ville Istočno Sarajevo Municipalité Pale Code postal 71 420 Démographie Population 13 883 hab. (2013) Géographie Coordonnées 43° 48′ 58″ nord, 18° 34′ 10″ est Altitude 820 m Localisation Géolocalisation sur la carte : Bosnie-Herzégovine Pale Géolocalisation sur...
City in Missouri, United StatesPagedale, MissouriCitySt. Charles Rock Road, Pagedale, Missouri, February 2013Location within St. Louis County and MissouriCoordinates: 38°40′49″N 90°18′29″W / 38.68028°N 90.30806°W / 38.68028; -90.30806CountryUnited StatesStateMissouriCountySt. LouisArea[1] • Total1.20 sq mi (3.12 km2) • Land1.20 sq mi (3.12 km2) • Water0.00 sq mi (0.00 ...
This is a list of the mammal species recorded in Malaysia. There are 313 mammal species in Malaysia, of which six are critically endangered, seventeen are endangered, twenty-eight are vulnerable, and one is near threatened. Every mammal in Malaysia belongs to the subclass Theria, and the infraclass Eutheria, as all are placental mammals. They are listed below by the order which they belong to.[1] The following tags are used to highlight each species' conservation status as assessed b...
Eliaquim Mangala Mangala bermain untuk Porto pada 2013Informasi pribadiNama lengkap Eliaquim Hans MangalaTanggal lahir 13 Februari 1991 (umur 33)Tempat lahir Colombes, PrancisTinggi 1,88 m (6 ft 2 in)[1]Posisi bermain BekInformasi klubKlub saat ini Valencia(pinjaman dari Manchester City)Nomor 5Karier junior1996–2002 AC Lustin2002–2004 CS Wépionnais2004–2008 NamurKarier senior*Tahun Tim Tampil (Gol)2008–2011 Standard Liège 77 (2)2011–2014 Porto 51 (6)20...
Acoustic sensing method For other uses, see Sonar (disambiguation). Not to be confused with Sodar or Sonnar. French F70 type frigates (here, La Motte-Picquet) are fitted with VDS (variable depth sonar) type DUBV43 or DUBV43C towed sonars. Sonar image of the Soviet Navy minesweeper T-297, formerly the Latvian Virsaitis, which was shipwrecked on 3 December 1941 in the Gulf of Finland[1] Sonar (sound navigation and ranging or sonic navigation and ranging)[2] is a technique that u...
Radical surgery[edit on Wikidata] Radical surgery, also called radical dissection, is surgery that is more extensive than conservative surgery. In surgical oncology, radical surgery is surgery intended to remove both a tumor and any metastases thereof, for diagnostic and/or treatment purposes.[1] It typically describes the removal of a tumor or mass and ancillary lymph nodes that may drain the mass, as in radical mastectomy.[2] It is opposed to for example palliative surge...
2002 mass shooting in Israel Yeshivat Otniel shootingPart of the Second Intifada militancy campaignYeshiva Otnielclass=notpageimage| The attack siteLocationOtniel, West BankCoordinates31°26′16″N 35°01′35″E / 31.43778°N 35.02639°E / 31.43778; 35.02639Date27 December 2002; 21 years ago (2002-12-27) 7:45 pmAttack typeMass shootingWeaponsM16 assault rifles, hand grenadesDeaths2 IDF soldiers[1] and 2 Israeli civilians (+ 2 attackers)Inj...
PausStefanus VIIIAwal masa kepausan±14 Juli 939Akhir masa kepausanOktober 942PendahuluLeo VIIPenerusMarinus IIInformasi pribadiNama lahirtidak diketahuiLahirtanggal tidak diketahuiJermanWafatOktober 942Roma, ItaliaPaus lainnya yang bernama Stefanus Paus Stefanus VIII (???-Oktober 942) adalah Paus Gereja Katolik Roma sejak ±14 Juli 939 hingga Oktober 942. Selama masa pontifikatnya, ia berada di bawah tekanan Alberic II dari Spoleto, Pangeran Romawi, dan tidak dapat memerintah secara efektif ...
† Египтопитек Реконструкция внешнего вида египтопитека Научная классификация Домен:ЭукариотыЦарство:ЖивотныеПодцарство:ЭуметазоиБез ранга:Двусторонне-симметричныеБез ранга:ВторичноротыеТип:ХордовыеПодтип:ПозвоночныеИнфратип:ЧелюстноротыеНадкласс:Четвероно...
Seorang perempuan Jawa mengunakan selendang untuk menggendong bayi Selendang adalah pakaian tradisional Indonesia yang berbentuk kain panjang. Selendang biasanya digunakan oleh perempuan. Sebagian besar selendang bermotif batik, hampir setiap daerah memiliki motif tersendiri. Selendang biasanya disimpangkan, terkadang digunakan untuk melindungi kepala dari panas, atau digunakan untuk menggendong. Padanan Selendang adalah kain yang multifungsi, kain untuk tutup bagian bawah tubuh, juga untuk g...
هذه المقالة عن المجموعة العرقية الأتراك وليس عن من يحملون جنسية الجمهورية التركية أتراكTürkler (بالتركية) التعداد الكليالتعداد 70~83 مليون نسمةمناطق الوجود المميزةالبلد القائمة ... تركياألمانياسورياالعراقبلغارياالولايات المتحدةفرنساالمملكة المتحدةهولنداالنمساأسترالي�...
A Bride for Rip Van WinklePoster rilis teatrikal JepangNama lainJepangリップヴァンウィンクルの花嫁HepburnRippu van winkuru no hanayome SutradaraShunji IwaiProduser Shunji Iwai Tomoyuki Miyagawa Aki Mizuno Muneyuki Kii SkenarioShunji IwaiBerdasarkanA Bride for Rip Van Winkleoleh Shunji IwaiPemeran Haru Kuroki Gō Ayano Cocco Penata musikMako KuwabaraSinematograferChigi KanbePenyuntingShunji IwaiPerusahaanproduksiRockwell EyesDistributor Toei Company Eleven Arts Tangga...
Persesos SorowakoLontara: ᨄᨙᨑᨙᨔᨙᨔᨚᨔᨚ ᨔᨚᨑᨚᨓᨀᨚNama lengkapPersatuan Sepak bola Sorowako SekitarnyaNama singkatPersesosPersesos SorowakoBerdiri 1970-an sebagai Dinamo Sorowako 1980-an sebagai Persesos Sorowako[1] StadionStadion Persesos Sorowakodi Desa Sorowako, Kecamatan Nuha, Kabupaten Luwu Timur, Sulawesi Selatan, Indonesia Kostum kandang Persesos Sorowako (akronim dari Persatuan Sepak bola Sorowako Sekitarnya) adalah sebuah klub sepak bola Indonesia ...
Village on the Lebanese-Syrian border For Iranian royal family, see Qajar dynasty. PlaceGhajar غجرע'ג'רGhajarThe Golan on the map of Syria; Ghajar on the map of the Golan.Show map of SyriaGhajarGhajar (the Golan Heights)Show map of the Golan HeightsCoordinates: 33°16′22″N 35°37′23″E / 33.27278°N 35.62306°E / 33.27278; 35.62306Grid position208/297 PALCountryOn the border between Lebanonand the Israeli-occupied areaof the Golan Heights (de j...
Municipality in Davao Occidental, Philippines Municipality in Davao Region, PhilippinesSaranganiMunicipalityMunicipality of Sarangani FlagSealNicknames: Gateway to Southern Philippines Hot Springs Capital of Davao Occidental Philippine Backdoor to Indonesia Motto(s): Sarangani Bayan Natin, Sarangani Paraiso Natin!Map of Davao Occidental with Sarangani highlightedOpenStreetMapSaranganiLocation within the PhilippinesCoordinates: 5°24′43″N 125°25′19″E / 5.412...
Donna con hijab in Tunisia. La storia della donna nell'Islam è definita tanto dai testi islamici, quanto dalla storia e cultura del mondo musulmano.[1] In base al Corano, il testo sacro islamico, le donne sono uguali agli uomini di fronte ad Allah.[2] La Shari'a (Legge islamica) stabilisce delle differenze tra i ruoli di genere, i diritti e i doveri della donna e dell'uomo. Gli interpreti dei testi giuridici islamici hanno diversi giudizi circa l'interpretazione delle norme r...
روبية سيشليةمعلومات عامةالبلد سيشل المنطقة سيشل تاريخ الإصدار 1914رمز العملة SRe رمز الأيزو 4217 SCR المصرف المركزي بنك سيشيل المركزي سعر الصرف 0٫047399 يورو (28 أغسطس 2020)3٫14 بيسو فلبيني (19 يونيو 2021) تعديل - تعديل مصدري - تعديل ويكي بيانات الروبية السيشلية هي العملة الرسمية لجزر السيشي�...
For the work by Carl Czerny sometimes called Variations on a Theme by Haydn, see Variations on Gott erhalte Franz den Kaiser (Czerny). The Variations on a Theme by Joseph Haydn (‹See Tfd›German: Variationen über ein Thema von Jos. Haydn), now also called the Saint Anthony Variations, is a work in the form of a theme and variations, composed by Johannes Brahms in the summer of 1873 at Tutzing in Bavaria. It consists of a theme in B♭ major based on a Chorale St Antoni, eight variat...
Apparent paradox in chaos theory This article may be too technical for most readers to understand. Please help improve it to make it understandable to non-experts, without removing the technical details. (January 2022) (Learn how and when to remove this message) In physics, the Fermi–Pasta–Ulam–Tsingou (FPUT) problem or formerly the Fermi–Pasta–Ulam problem was the apparent paradox in chaos theory that many complicated enough physical systems exhibited almost exactly periodic behavi...