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Doctrinal teachings of Latter Day Saint movement founder Joseph Smith This article is about the doctrinal teachings of Joseph Smith. For the 1938 book, see Teachings of the Prophet Joseph Smith (book). The teachings of Joseph Smith include a broad spectrum of religious doctrines as well as political and scientific ideas and theories, many of which he said were revealed to him by God. Joseph Smith is the founder of the Latter Day Saint movement and is recognized by multiple Latter Day Saint ch...
الحرب العثمانية النمساوية (1787-1791) جزء من الحروب العثمانية الهابسبورغية الجيش العثماني الرئيسى بقيادة خوجة يوسف باشا يتقدم إلى صوفيا في مايو 1788 التاريخ وسيط property غير متوفر. بداية 1788 نهاية 4 أغسطس 1791 النتيجة غير حاسمة. المتحاربون الدولة العثمانية ملكية هابسب�...
Independent online newspaper Moscow Times redirects here. For time zone, see Moscow Time. The Moscow TimesTypeOnline newspaper, formerly also printOwner(s)Derk Sauer[1]Founder(s)Derk SauerPublisherAlexander Gubsky [ru][2][3]Cultural editorMichele A. BerdyFounded1992; 32 years ago (1992)LanguageEnglishRussian (since 2020)Ceased publication2017 (print)HeadquartersAmsterdam (2022–)Moscow (1992–2022)Circulation35,000 (2015)[4]Sist...
Halaman ini berisi artikel tentang divisi pengembangan. Untuk serial TV, lihat WWE NXT (serial TV). WWE NXTBerdiriAgustus 2012PerusahaanWWESebelumnyaFlorida Championship WrestlingSituswww.wwe.com/shows/wwenxt WWE NXT (sering dirujuk dengan NXT) adalah divisi dari promotor gulat profesional Amerika WWE, dan bermarkas di Winter Park, Florida. Meski sering di anggap sebagai divisi pengembangan untuk WWE, NXT sering dipandang oleh penulis gulat dan penggemar sebagai sesuatu yang berdiri sendiri,&...
Islands of the state of MichiganLocation of Michigan within the United StatesGeographyLocationMichiganMajor islandsBeaver, Drummond, Grosse Ile, Harsens, Isle Royale, MackinacAdministration United StatesState Michigan The following is a list of islands of Michigan. Michigan has the second longest coastline of any state after Alaska. Being bordered by four of the five Great Lakes—Erie, Huron, Michigan, and Superior—Michigan also has 64,980 inland lakes and ponds, as well as innu...
Pour les articles homonymes, voir Douze Apôtres (homonymie). Synaxe des douze apôtres, icône du XIVe siècle, musée Pouchkine, Moscou. Les douze Apôtres, ou, par ellipse[1] les Douze[2], ou simplement les Apôtres, sont les douze disciples choisis par Jésus de Nazareth[3],[4],[5],[6]. Par ailleurs, selon la tradition chrétienne, Jésus a aussi distingué soixante-dix disciples, qui deviennent évêques d'une ville par la suite. Tous ces disciples prêchent la « bonne nouvel...
Pemilihan umum Bupati Ponorogo 20242020202927 November 2024Kandidat Peta persebaran suara Peta Jawa Timur yang menyoroti Kabupaten Ponorogo Bupati & Wakil Bupati petahanaSugiri Sancoko & Lisdyarita Bupati & Wakil Bupati terpilih Belum diketahui Pemilihan umum Bupati Ponorogo 2024 dilaksanakan pada 27 November 2024 untuk memilih Bupati Ponorogo periode 2024–2029.[1] Pemilihan Bupati Ponorogo tahun tersebut akan diselenggarakan setelah Pemilihan umum Presiden Indonesia 20...
Stasiun jarak jauh Bandar Udara Frankfurt am MainFrankfurt am Main Flughafen FernbahnhofStasiun kereta apiEksterior stasiun pada tahun 2000. Kubah kaca tersebut kini telah terintegrasi dengan gedung The SquaireLokasiHugo-Eckener-Ring 1Frankfurt am Main, Hessen JermanKoordinat50°03′10″N 8°34′12″E / 50.05278°N 8.57000°E / 50.05278; 8.57000Pemilik Deutsche BahnJalurHSR Köln–FrankfurtJumlah peron2Jumlah jalur4Informasi lainKode stasiun7982Situs webwww.b...
Symptom defined as redness of the skin or mucous membranes mostly due to inflammation Not to be confused with arrythmia or erythremia. 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: Erythema – news · newspapers · books · scholar · JSTOR (December 2009) (Learn how and when to remove this message) Medical con...
English sculpture in New York Not to be confused with The Falconer (Hansen). 40°46′26.8″N 73°58′25.7″W / 40.774111°N 73.973806°W / 40.774111; -73.973806 The FalconerArtistGeorge Blackall SimondsYear1871 (installed 1875) (1871 (installed 1875))LocationCentral Park, New York City The Falconer is a bronze sculpture in Central Park, New York City by English sculptor George Blackall Simonds. It depicts a man in a theatrical version of Elizabethan dress stan...
1983 film by Jandhyala Moodu MulluPosterDirected byJandhyalaScreenplay byJandhyalaBased onMundhanai Mudichuby K. BhagyarajProduced byP. Sasibhusan[1]StarringChandramohanRadhikaCinematographyS. Gopal ReddyEdited byGautam RajuMusic byRajan–NagendraProductioncompaniesAVM ProductionsSri Saradhi StudiosRelease date 9 September 1983 (1983-09-09) CountryIndiaLanguageTelugu Moodu Mullu (transl. Three knots) is a 1983 Indian Telugu-language romantic comedy film written a...
Family of flowering plants Not to be confused with Bignoniaceae. Begoniaceae Begonia hirtella Scientific classification Kingdom: Plantae Clade: Tracheophytes Clade: Angiosperms Clade: Eudicots Clade: Rosids Order: Cucurbitales Family: BegoniaceaeC.Agardh[1] Genera Begonia Hillebrandia Range of the family Begoniaceae Begoniaceae is a family of flowering plants with two genera and about 2040 species[2] occurring in the subtropics and tropics of both the New World and Old World.&...
American politician (born 1970) Frank GuintaMember of the U.S. House of Representativesfrom New Hampshire's 1st districtIn officeJanuary 3, 2015 – January 3, 2017Preceded byCarol Shea-PorterSucceeded byCarol Shea-PorterIn officeJanuary 3, 2011 – January 3, 2013Preceded byCarol Shea-PorterSucceeded byCarol Shea-Porter54th Mayor of ManchesterIn officeJanuary 3, 2006 – January 3, 2010Preceded byRobert A. BainesSucceeded byTed GatsasCity of Manchester ...
2020年夏季奥林匹克运动会波兰代表團波兰国旗IOC編碼POLNOC波蘭奧林匹克委員會網站olimpijski.pl(英文)(波兰文)2020年夏季奥林匹克运动会(東京)2021年7月23日至8月8日(受2019冠状病毒病疫情影响推迟,但仍保留原定名称)運動員206參賽項目24个大项旗手开幕式:帕维尔·科热尼奥夫斯基(游泳)和马娅·沃什乔夫斯卡(自行车)[1]闭幕式:卡罗利娜·纳亚(皮划艇)...
جزء من سلسلة مقالات حولالحقوق النسوية المرأة والأنثويةامرأة . أنوثة التاريخالاجتماعي: تاريخ المرأة . تاريخ نسوي . تاريخ الحركة النسوية . الجدول الزمني لحقوق المرأة حق الاقتراع: تصويت النساء . الجدول الزمني . نيوزيلندا . المملكة المتحدة . الولايات المتحدة موجات: الأولى . الثان...
この記事の主題はウィキペディアにおける独立記事作成の目安を満たしていないおそれがあります。目安に適合することを証明するために、記事の主題についての信頼できる二次資料を求めています。なお、適合することが証明できない場合には、記事は統合されるか、リダイレクトに置き換えられるか、さもなくば削除される可能性があります。出典検索?: ぶっち...
This article is about the city in Khyber Pakhtunkhwa, Pakistan. For the district, see Swabi District. For the tehsil, see Swabi Tehsil. For the region in Germany, see Swabia. City in Khyber Pakhtunkhwa, PakistanSwabi صوابۍCitySwabiShow map of Khyber PakhtunkhwaSwabiShow map of PakistanCoordinates: 34°7′12.5580″N 72°28′12.5544″E / 34.120155000°N 72.470154000°E / 34.120155000; 72.470154000Country PakistanProvince Khyber PakhtunkhwaDistrictSwabi...
Affiche de propagande soviétique datant d'octobre 1918 sur la dictature du prolétariat. La dictature du prolétariat est un concept central du marxisme désignant une phase transitoire de la société entre le capitalisme et le communisme. Cette expression[1] employée à l'origine par Louis Auguste Blanqui[2], dans le droit fil de la pensée de Jean-Paul Marat et de Gracchus Babeuf[3] et parfois employée par Karl Marx, est au cœur de vifs débats, notamment en ce qui concerne sa mise en...
Radio station in South Sioux City, NebraskaKSFT-FMSouth Sioux City, NebraskaBroadcast areaSioux City, IowaFrequency107.1 MHzBranding107-1 KISS FMProgrammingFormatTop 40 (CHR)AffiliationsPremiere NetworksOwnershipOwneriHeartMedia, Inc.(iHM Licenses, LLC)Sister stationsKGLI, KMNS, KSEZ, KWSLHistoryFirst air date1996Call sign meaningSofT 107 (former branding)Technical information[1]Licensing authorityFCCFacility ID10776ClassAERP2,300 wattsHAAT99 metersLinksPublic license information Publ...
両対数グラフの例 y = x 3 , y = x 2 , y = x {\displaystyle y=x^{3},y=x^{2},y=x} が直線になっていること、対数目盛の数値の取り方に注意 両対数グラフ(りょうたいすうグラフ、log–log graph)[1][2][3][4]とは、グラフの両方の軸が対数スケールになっているグラフである。極端に範囲の広いデータを扱える。 冪関数 冪関数 y = a x n {\displaystyle y=ax^{n}} を考える。a �...