Salvation Boulevard Terminator Salvation Salvation Nell (film 1921) Bill Cosby Sings Hooray for the Salvation Army Band! The Salvation Army Lass Moksha (film 2001) Bala Keselamatan Keselamatan (agama) The Halcyon Company Pertobatan (Kristen) Penyatuan dengan Kristus Ekonomi Keselamatan Rekonsiliasi universal Tuhan Yesus Bunga Bakung Strawberry Fields Forever Catherine Booth Jiriki Wonderland Sound and Vision Release is Peace Tentara Penyelamat Rohingya Arakan Bingkisan Gustavo Gutiérrez Dinkoisme Honky Château Kiyohime Front untuk Keselamatan Nasional Barisan Nasional untuk Keselamatan Libya Have a Nice Day Front Demokrati…

ik Keselamatan Somalia Karolina Gruszka Ahmed Shah Massoud Matthew Betz Adil Hussain Hari Kesadaran Overdosis Internasional George Rouault Gangaajal Bendera Suriah Hōnen Dee Rees Higher Ground (film) Memegang ular dalam agama Anton Yelchin Dion Forster Temel Karamollaoğlu Lars Hanson Praying (lagu) Edward Schillebeeckx Dorothy Farnum Pawan Chopra Camilla von Hollay Terjemahan animasi Superbook Michael Wilkinson (perancang kostum) Komuni bayi Gunung Atzmon Otto Matieson Upeti 100 perawan Ata Ullah Monergisme Jay Hunt (sutradara) Nathan McGuinness Kosmologi agama Penebusan (teologi) Bobon, Samar U

tara Joseph von Sternberg Robert Balch Susanna Hall Rose Dione Zach McGowan Majelis Konstituante Tunisia Bryce Dallas Howard Sosoliso Airlines Tilhas Tizig Gesheften Gale Anne Hurd Umat Katolik Ibrani Donald Hall (pemeran) Sejarah debat Calvinis–Arminian Last Hero Penyucian Tilaka Camille D'Arcy Tentang Keterbelengguan Kehendak George K. Arthur Alphaville (grup musik) L. Rogers Lytton Lee Joo-seung James R. Lewis (sarjana) Keselamatan dalam Kekristenan Gypsy O'Brien Hard To Kill (grup musik) Ordo salutis Ernest Torrence Archana Puran Singh Mappa mundi Wilson Barrett Stasiun MRT Woodleigh John Bergsma Zionisme religius Francis Arinze Sylvia Lim Albert Barnes (teolog) Rahmat yan

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In matematica, i numeri di Perrin sono definiti dalla relazione di ricorrenza P ( 0 ) = 3 , P ( 1 ) = 0 , P ( 2 ) = 2 {\displaystyle P(0)=3,\,P(1)=0,\,P(2)=2} , e P ( n ) = P ( n − 2 ) + P ( n − 3 ) {\displaystyle P(n)=P(n-2)+P(n-3)} per n > 2 {\displaystyle n>2} . La sequenza dei numeri di Perrin inizia con 3, 0, 2, 3, 2, 5, 5, 7, 10, 12, 17, 22, 29, 39 ...[1] Il numero dei diversi insiemi indipendenti massimali in un grafo ciclo con n {\displaystyle n} vertici è co…

Bill ContiBill Conti, 2008PekerjaanKomposer Bill Conti (lahir 13 April 1942) adalah seorang komposer musik asal Amerika keturunan Italia. Ia sering kali dipercaya sebagai konduktor orkestra dalam beberapa acara malam penghargaan Academy Awards. Bill merupakan alumnus dari Louisiana State University. Selain mendapatkan gelar sarjana di bidang ilmu umum, ia juga ternyata merupakan seorang sarjana seni musik dari Juilliard School of Music. Selama kariernya sampai saat ini, Bill telah dipercaya menj…

Artikel ini sebatang kara, artinya tidak ada artikel lain yang memiliki pranala balik ke halaman ini.Bantulah menambah pranala ke artikel ini dari artikel yang berhubungan atau coba peralatan pencari pranala.Tag ini diberikan pada November 2022. Jan Wisseman (kemudian, Jan Wisseman Christie, 27 April 1947 –  Februari 2021) adalah dosen, arkeolog dan sejarawan Asia Tenggara. Jan Wisseman lahir dari orang tua yang sama-sama berasal dari Texas. Ayahnya adalah ahli mikrobiologi yang …

فايكينغ 2   المشغل ناسا  المصنع مختبر الدفع النفاث،  ومارتن ماريتا  تاريخ الإطلاق 9 سبتمبر 1975[1]  موقع الإطلاق مجمع إطلاق الفضاء 41 في محطة كيب كانافيرال للقوات الجوية[1]  تاريخ الهبوط 3 سبتمبر 1976  موقع الهبوط المريخ  الموقع الإلكتروني الموقع الرسمي…

العلاقات الأوكرانية الصينية أوكرانيا الصين   أوكرانيا   الصين تعديل مصدري - تعديل   العلاقات الأوكرانية الصينية هي العلاقات الثنائية التي تجمع بين أوكرانيا والصين.[1][2][3][4][5] مقارنة بين البلدين هذه مقارنة عامة ومرجعية للدولتين: وجه المقارنة …

Jalak bali Leucopsar rothschildi Status konservasiTerancam kritisIUCN22710912 TaksonomiKerajaanAnimaliaFilumChordataKelasAvesOrdoPasseriformesFamiliSturnidaeGenusLeucopsarSpesiesLeucopsar rothschildi Stresem., 1912 Tipe taksonomiLeucopsar DistribusiEndemikPulau Bali lbs Jalak Bali (Leucopsar rothschildi) adalah sejenis burung pengicau berukuran sedang, dengan panjang lebih kurang 25 cm,[1] dari suku Sturnidae. Ia turut dikenali sebagai Curik Ketimbang Jalak.[2] Jalak Bali ha…

Scholar of European medieval art Professor EmeritusMadeline Harrison CavinessBorn1938 (age 85–86)AwardsFMAoA, FRSAcademic backgroundAlma materUniversity of Cambridge and Harvard UniversityAcademic workDisciplineArt historySub-disciplineMedieval periodstained glassInstitutionsTufts University Madeline Harrison Caviness, FMAoA, FSA (born 1938) is a British-American scholar of European medieval art, and an expert on glass painting and medieval women as viewers of art. She is a Professor …

EthiopiaAlbum studio karya Iwan FalsDirilis22 Mei 1986Direkam1986GenrePop baladaLabelMusica Studio'sKronologi Iwan Fals Aku Sayang Kamu (album Iwan Fals) (1986)Aku Sayang Kamu (album Iwan Fals)1986 Ethiopia (1986) Lancar (1987)Lancar1987 Ethiopia menjadi salah satu judul album dari Iwan Fals yang keluar pada tahun 1986. Lagu titel, Ethiopia, diilhami dari bencana kelaparan di Etiopia yang melanda sebagian negara itu. Hampir seluruh lagu dalam album ini diciptakan oleh Iwan Fals sendiri, kecu…

Main article: 2022 Durham Region municipal elections 2022 Clarington Mayoral election ← 2018 October 24, 2022 2026 → Turnout28.05%   Candidate Adrian Foster Joe Neal Tom Dingwall Popular vote 8,607 6,053 5,451 Percentage 42.49% 29.88% 26.91% Mayor before election Adrian Foster Elected Mayor Adrian Foster The 2022 Clarington municipal election was held from Tuesday, October 18–24, 2022, to elect a mayor, local councillors and school trustees to the Clarington Mun…

Pour les articles homonymes, voir Valeri. Cet article est une ébauche concernant un peintre italien. Vous pouvez partager vos connaissances en l’améliorant (comment ?) selon les recommandations des projets correspondants. Silvestro ValeriNaissance 31 décembre 1814RomeDécès 1902RomeNationalité italienne (17 mars 1861 - 1902)Activité Peintremodifier - modifier le code - modifier Wikidata Stendhal en uniforme de consul par Silvestro Valeri, (vers 1835-36), Musée Stendhal, Grenoble. S…

Wauwatosacity(EN) Wauwatosa, Wisconsin Wauwatosa – Veduta LocalizzazioneStato Stati Uniti Stato federato Wisconsin ConteaMilwaukee AmministrazioneSindacoJill Didier TerritorioCoordinate43°03′32″N 88°01′34″W / 43.058889°N 88.026111°W43.058889; -88.026111 (Wauwatosa)Coordinate: 43°03′32″N 88°01′34″W / 43.058889°N 88.026111°W43.058889; -88.026111 (Wauwatosa) Altitudine205 m s.l.m. Superficie21,24 km² Abitanti44 …

American politician For other people named John Gregg, see John Gregg (disambiguation). This article relies largely or entirely on a single source. Relevant discussion may be found on the talk page. Please help improve this article by introducing citations to additional sources.Find sources: John Gregg Texas politician – news · newspapers · books · scholar · JSTOR (May 2022) John GreggJohn Gregg during the American Civil WarDeputy from Texasto the Pr…

Concept of non-human beings disguised as human For the first time Psyche sees the true form of her lover Eros; darkness had hidden his wings A human disguise (also human guise and sometimes human form)[1] is a concept in fantasy, folklore, mythology, religion, literature, iconography, and science fiction whereby non-human beings such as gods, angels, monsters, extraterrestrials, or robots are disguised to seem human.[2][3] Stories have depicted the deception as a means us…

Pour des articles plus généraux, voir Enseignement de l'histoire et Enseignement de la géographie. Si ce bandeau n'est plus pertinent, retirez-le. Cliquez ici pour en savoir plus. La mise en forme de cet article est à améliorer (octobre 2023). La mise en forme du texte ne suit pas les recommandations de Wikipédia : il faut le « wikifier ». Si ce bandeau n'est plus pertinent, retirez-le. Cliquez ici pour en savoir plus. Cet article ne cite pas suffisamment ses sources (mai …

Cina Bandiera 1912-1928 (sopra)Bandiera 1928-1949 (sotto) (dettagli) Stemma 1913-1928 (sopra)Stemma 1928-1949 (sotto) (dettagli) Cina - LocalizzazioneIn verde scuro i territori controllati dalla Repubblica di Cina al massimo della sua estensione, in verde chiaro i territori reclamati (1945). Dati amministrativiNome completoRepubblica di Cina Nome ufficiale中華民國Zhōnghuá Mínguó Lingue ufficialimandarino taiwaneseOld National Pronunciation Lingue parlatecinese Inno《五族共和歌》Ca…

Đối với vị thánh, xem Saint Marcellina. Marcellina Nước Ý Vùng Latium thuộc Ý Tỉnh tỉnh Roma (RM) Thị trưởng Độ cao 285 m Diện tích 15,3 km² Dân số  - Tổng số (Tháng 12 năm 2004) 5913  - Mật độ 387/km² Múi giờ CET, UTC+1 Tọa độ 42°1′B 12°48′Đ / 42,017°B 12,8°Đ / 42.017; 12.800 Danh xưng Mã điện thoại 0774 Mã bưu điện 00010 Vị trí của Marcellina tại Ý Marcellina là một đô th…

Canadian municipal flag This article includes a list of general references, but it lacks sufficient corresponding inline citations. Please help to improve this article by introducing more precise citations. (May 2016) (Learn how and when to remove this message) OttawaProportion1:2AdoptedJanuary 2000DesignBlue and teal colours separated by a stylized O The official flag of Ottawa is highlighted by a stylized white O design. This stylized O is meant to represent both a maple leaf (symbolizing Cana…

Parco del Retiro(ES) Parque del Retiro viale interno UbicazioneStato Spagna LocalitàMadrid IndirizzoPlaza de la Independencia 7, Retiro CaratteristicheTipoParco e giardini Superficie1,18 km² Inaugurazione1640 GestoreUfficio del turismo, Madrid AperturaDa aprile a settembre 6:00-0:00,da ottobre a marzo 6:00-22:00 IngressiPlaza de la Independencia, 7 Mappa di localizzazione Sito web Modifica dati su Wikidata · ManualeCoordinate: 40°24′54″N 3°41′02″W / 40…

Голубянки Самец голубянки икар Научная классификация Домен:ЭукариотыЦарство:ЖивотныеПодцарство:ЭуметазоиБез ранга:Двусторонне-симметричныеБез ранга:ПервичноротыеБез ранга:ЛиняющиеБез ранга:PanarthropodaТип:ЧленистоногиеПодтип:ТрахейнодышащиеНадкласс:ШестиногиеКласс:Н…

Pour les articles homonymes, voir Open britannique. Open britannique Informations sur le tournoi Lieu Royaume-Uni Fondation 1860 Parcours Old Course, St Andrews Par 72 Longueur 6 680 mètres(7 305 yards) Tour PGA Tour Tour Européen PGA Format Stroke play Dotation 14 000 000$ (2022) Mois disputé Juillet Record de pointage du Tournoi Officialisé 264 - Henrik Stenson (2016) Au-par -20 Henrik Stenson (2016) Champion actuel Brian Harman modifier  L’Open britannique (The Open Champ…

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