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Penglihatan di Salib, Perang Melawan Lisianus In hoc signo vinces merupakan sebuah istilah bahasa Latin yang berarti: dengan tanda ini engkau akan menang.[1] Berdasarkan tradisi yang berlaku hingga sekarang, hal ini diyakini sebagai tulisan yang dilihat oleh Konstantinus pada sebuah salib.[1] Ini terjadi pada tahun 312, ketika ia ingin memerangi Maxentius.[1] Maxentius menggunakan kekuatan supranatural dan sihir untuk berperang melawan Konstantinus, karena itulah Konst...

Kapten Soedjono AJ Wali Kota pertama di Samarinda Kal-Tm dari tahun 1 Januari 1960 hingga tahun 1961 Wali kota adalah kepala daerah kota. Munisipalitas adalah kota yang berada di daerah yang dikepalai oleh seorang kepala daerah yaitu wali kota yang memiliki area di dalam kota. Dari tahun 2005 pemilihan umum untuk menentukan kepala daerah dilakukan dengan cara langsung melalui tahapan pemilihan umum. Untuk menjadi seorang kepala daerah ada 2 cara yang biasa dilakukan yaitu dengan pencalonan ol...

Gunung LewotoloLetusan yang ditangkap oleh ESA sentinel-2 pada tanggal 29 November 2020Titik tertinggiKetinggian1.423 m (4.669 kaki)Koordinat8°16′17″S 123°30′20″E / 8.27144°S 123.50565°E / -8.27144; 123.50565Koordinat: 8°16′17″S 123°30′20″E / 8.27144°S 123.50565°E / -8.27144; 123.50565 GeografiGunung LewotoloLokasi Gunung Lewotolo di Pulau Lembata, NTTTampilkan peta Pulau TimorGunung LewotoloGunung Lewotolo (Nusa Te...

Autonomous prefecture in Yunnan, China Autonomous prefecture in Yunnan, People's Republic of ChinaDehong Dai and Jingpo Autonomous PrefectureAutonomous prefectureName transcription(s) • Chinese德宏傣族景颇族自治州 • Tai Nueaᥟᥪᥒᥱ ᥙᥪᥴ ᥓᥝᥲ ᥙᥩᥒ ᥛᥥᥝᥰ ᥖᥭᥰ ᥓᥤᥒ ᥚᥨᥝᥲ ᥖᥬᥲ ᥑᥨᥒᥰ • JingpoSakhkung Sam Jinghpo Amyu Madu Uphkang MungdoClockwise: Skyline of the capital Mangshi, Port of Ruili&...

Neodymium(III) perchlorate Identifiers CAS Number 13498-06-1 3D model (JSmol) Interactive image ChemSpider 21160135 ECHA InfoCard 100.033.459 EC Number 236-821-8 PubChem CID 13783607 InChI InChI=1S/3ClHO4.Nd/c3*2-1(3,4)5;/h3*(H,2,3,4,5);/q;;;+3/p-3Key: HBKMAYJLXKBOER-UHFFFAOYSA-K SMILES [O-]Cl(=O)(=O)=O.[O-]Cl(=O)(=O)=O.[O-]Cl(=O)(=O)=O.[Nd+3] Properties Chemical formula Nd(ClO4)3 Molar mass 442.5929 g/mol (anhydrate)514.65402 g/mol (tetrahydrate)523.66166 g/mol (4.5 hydrate)550.6...

This article needs to be updated. Please help update this article to reflect recent events or newly available information. (July 2017) Part of a series on theUN Security Councilresolutions Permanent members China France RussiaUnited Kingdom United States Non-permanent members Lists of resolutions Resolutions 1 to 1000           (1946–1995) 001 to 0100 (1946–1953) 101 to 0200 (1953–1965) 201 to 0300 (1965–1971) 301 to 0400 (1971–1976...

2021 Tasmanian state election ← 2018 1 May 2021 2024 → All 25 seats in the House of Assembly13 seats needed for a majorityOpinion pollsRegistered394,432   First party Second party Third party   Leader Peter Gutwein Rebecca White Cassy O'Connor Party Liberal Labor Greens Leader since 20 January 2020 17 March 2017 12 June 2015 Leader's seat Bass Lyons Clark Last election 13 seats; 50.26% 10 seats; 32.63% 2 seats; 10.3% Seats before 12 ...

Set of real numbers that is not Lebesgue measurable In mathematics, a Vitali set is an elementary example of a set of real numbers that is not Lebesgue measurable, found by Giuseppe Vitali in 1905.[1] The Vitali theorem is the existence theorem that there are such sets. Each Vitali set is uncountable, and there are uncountably many Vitali sets. The proof of their existence depends on the axiom of choice. Measurable sets Certain sets have a definite 'length' or 'mass'. For instance, th...

Pour les articles homonymes, voir Le Portrait de Dorian Gray (homonymie) et Gray. Pour l'actrice Maria Luisa Mangini, voir Dorian Gray (actrice). The Picture of Dorian Gray Si ce bandeau n'est plus pertinent, retirez-le. Cliquez ici pour en savoir plus. Certaines informations figurant dans cet article ou cette section devraient être mieux reliées aux sources mentionnées dans les sections « Bibliographie », « Sources » ou « Liens externes » (février 201...

Comic book limited series MPHConnecting variant covers of MPH #2 (June 2014), depicting the characters of the Millarworld Universe; art by Leinil Francis Yu.Publication informationPublisherImage ComicsScheduleMonthly/Bi-monthlyFormatLimited seriesPublication dateMay 2014 – February 2015No. of issues5Main character(s)Roscoe RodriguezRosa CruzChevyJiggy Baseball CruzCreative teamCreated byMark Millar[1]Duncan FegredoWritten byMark MillarArtist(s)Duncan FegredoLetterer(s...

2010 United States House of Representatives elections in Alabama ← 2008 November 2, 2010 (2010-11-02) 2012 → All 7 Alabama seats to the United States House of Representatives   Majority party Minority party   Party Republican Democratic Last election 4 3 Seats won 6 1 Seat change 2 2 Popular vote 914,445 418,957 Percentage 66.86% 30.63% Republican   50–60%   60–70%   80–90%   >...

Charles AdcockNazionalità Inghilterra Calcio RuoloAttaccante Termine carriera1952 CarrieraGiovanili  Aston Villa Squadre di club1 1946-1949 Padova84 (33)1949-1950 Triestina17 (4)1950-1951 Treviso9 (1)1951-1952 Peterborough Utd10 (5) 1 I due numeri indicano le presenze e le reti segnate, per le sole partite di campionato.Il simbolo → indica un trasferimento in prestito.   Modifica dati su Wikidata · Manuale Charles Norman Adcock (Boston, 21 febbraio ...

Wilayah Peradaban Zapotek Peradaban Zapotek adalah peradaban pra-Colombus yang berkembang di Lembah Oaxaca, benua Amerika. Bukti arkeologis menunjukan bahwa peradaban mereka dapat ditilik kembali ke 2500 tahun yang lalu. Mereka meninggalkan bukti arkeologis di kota kuno Monte Albán. Bahasa yang dituturkan oleh peradaban ini adalah bahasa Zapotek. Referensi Wikimedia Commons memiliki media mengenai Zapotec. Marcus, Joyce (1996). Zapotec Civilization: How Urban Society Evolved in Mexico's Oaxa...

British racing driver (1882–1924) Dario RestaResta at Tacoma Speedway in 1919BornDario Raoul Resta(1882-08-17)17 August 1882Faenza, Emilia-Romagna, ItalyDied3 September 1924(1924-09-03) (aged 42)Weybridge, Surrey, EnglandChampionship titlesAAA Championship Car (1916) Major victories Vanderbilt Cup (1915, 1916) Indianapolis 500 (1916)Champ Car career34 races run over 6 yearsBest finish1st (1916)First race1915 American Grand Prize (Panama–Pacific)Last race1923 Indianapolis 500 (Indiana...

Diet consisting mostly or entirely of plant-based foods This article is about designed diets which consist mostly or entirely of plant-based foods. For the natural behavior of feeding from plants (phytophagy), see Herbivore. WFPB redirects here. For the radio station, see WUMB-FM § Repeater stations. Food from plants A plant-based diet is a diet consisting mostly or entirely of plant-based foods.[1][2] Plant-based diets encompass a wide range of dietary patterns that con...

Four view of the slit shell Mikadotrochus hirasei. The first view shows the selenizone well. The other views show its relationship to the slit in the shell. Three artificially polished shells of a New Zealand abalone, a Haliotis species, probably H. iris. The central shell clearly shows the selenizone as a series of holes A selenizone (from the Greek selene meaning moon, and zone meaning girdle) is an anatomical structure that exists in the shells of some families of living sea snails: the sl...

「中村国生」はこの項目へ転送されています。「中村邦夫」あるいは「中村邦生」とは別人です。 画像提供依頼：顔写真の画像提供をお願いします。（2023年8月） よだいめ なかむら はしのすけ四代目 中村 橋之助 屋号 成駒屋 定紋 祇園守　 生年月日 (1995-12-26) 1995年12月26日（28歳） 本名 中村 国生 襲名歴 1.中村国生2.四代目中村橋之助 出身地 東京都 曽祖父 五代目中�...

Questa voce sugli argomenti Milano e parchi è solo un abbozzo. Contribuisci a migliorarla secondo le convenzioni di Wikipedia. Segui i suggerimenti del progetto di riferimento. Giardino delle vie Aicardo, Boeri, Giovanni da Cermenate e piazza Caduti del Lavoro UbicazioneStato Italia LocalitàMilano CaratteristicheTipoparco urbano Superficie29 900 m² Apertura1984 RealizzazioneArchitettoUfficio tecnico del comune di Milano Mappa di localizzazione Modifica dati su Wikidata...

مارك بريشيانو معلومات شخصية الميلاد 11 فبراير 1980 (العمر 44 سنة)ملبورن الطول 1.82 م (5 قدم 11 1⁄2 بوصة)[1][1] مركز اللعب نصف الجناح  الجنسية أستراليا إيطاليا[2]  مسيرة الشباب سنوات فريق 1986–1996 FC Bulleen Lions [الإنجليزية]‏ 1997 FFA Centre of Excellence [الإنجليزية]R...

Legislature of Venezuela, 2015– For a general discussion of the Venezuelan government's legislative branch, see National Assembly of Venezuela. National Assembly of Venezuela The IV National Assembly of Venezuela was a meeting of the legislative branch of Venezuelan federal government, comprising the National Assembly of Venezuela. It is meeting in Caracas after 2015 Venezuelan parliamentary election. Major events 2017 Venezuelan protests (2012 – present) 2017 Venezuelan constitutional cr...