سيلتون بياي
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لمعانٍ أخرى، طالع دانيلو (توضيح). دانيلو (بالبرتغالية: Danilo) دانيلو مع البرازيل عام 2018 معلومات شخصية الاسم الكامل دانيلو لويز دا سيلفا[1] الميلاد 15 يوليو 1991 (العمر 32 سنة)[2]بيكاس، البرازيل[3] الطول 1.84 م (6 قدم 1⁄2 بوصة)[3] مركز اللعب ظهير أيمن ال�...
GudoKecamatanPeta lokasi Kecamatan GudoNegara IndonesiaProvinsiJawa TimurKabupatenJombangPemerintahan • CamatArief HidajatPopulasi • Total52,830 jiwaKode Kemendagri35.17.02 Kode BPS3517030 Luas34,39 km²Desa/kelurahan18 Untuk kota di Swiss, lihat Gudo, Swiss. Gudo adalah sebuah kecamatan di Kabupaten Jombang, Jawa Timur, Indonesia. Gudo dikenal memiliki sentra industri kerajinan manik-manik bertaraf internasional. Kerajinan ini berasal dari limbah kaca. Industri t...
42°34′15″N 23°26′23″E / 42.57083°N 23.43972°E / 42.57083; 23.43972 Place in Sofia City, BulgariaPancharevo ПанчаревоPancharevo and the lake, viewed from the airCountry BulgariaProvince(Oblast)Sofia CityNamed as Pancharevo16th centuryGovernment • MayorNikolay GyurovElevation700 m (2,300 ft)Population (Census 2011) • Total3,433Time zoneUTC+2 (EET)Postal Code1137Area code(+359) 02 992Car platesC, CA, CBWebsi...
L'enseignement supérieur privé en France est rendu possible par la liberté de l'enseignement, qui fait partie des principes fondamentaux. La loi du 12 juillet 1875 relative à la liberté de l'enseignement supérieur dispose que « l’enseignement supérieur est libre »[1]. Certaines conditions sont toutefois à respecter : déclaration à l’État[2] et administrateurs et professeurs n’ayant pas été condamnés[3]. Définitions « Libres » ou « techni...
This article's lead section may be too short to adequately summarize the key points. Please consider expanding the lead to provide an accessible overview of all important aspects of the article. (September 2021) Town in Ontario, CanadaCollingwoodTown (lower-tier)Town of CollingwoodDowntown Collingwood LogoNicknames: C-wood, The WoodCollingwoodShow map of Simcoe CountyCollingwoodShow map of Southern OntarioCoordinates: 44°30′N 80°13′W / 44.500°N 80.217°W / ...
Pour les articles homonymes, voir George Marshall et Marshall. Général George Marshall George Marshall en 1946. Naissance 31 décembre 1880Uniontown (Pennsylvanie)(États-Unis) Décès 16 octobre 1959 (à 78 ans)Washington (district de Columbia) (États-Unis) Origine Américain Allégeance États-Unis Arme US Army Grade Général de l'Armée Années de service 1902 – 1945 Commandement Chief of Staff of the United States Army Conflits Guerre américano-philippinePremière Guerre mond...
Dutch association football club Not to be confused with Sparta Asia. Football clubSparta RotterdamFull nameSparta RotterdamNickname(s)De Kasteelheren (The Castle Lords) De Rood-Witte Gladiatoren (The Red-White Gladiators)Founded1 April 1888; 136 years ago (1888-04-01)GroundSparta StadionCapacity11,026ChairmanLeo RuijsHead CoachJeroen RijsdijkLeagueEredivisie2022–23Eredivisie, 6th of 18WebsiteClub website Home colours Away colours Current season Sparta Rotterdam (Dutch pron...
County of England Ceremonial county in EnglandNorthamptonshire NorthantsCeremonial countyKirby Hall, Northampton and Fotheringhay on River NeneCoordinates: 52°17′N 0°50′W / 52.283°N 0.833°W / 52.283; -0.833Sovereign stateUnited KingdomConstituent countryEnglandRegionEast MidlandsTime zoneUTC+0 (GMT) • Summer (DST)UTC+1 (BST)Members of Parliament Michael Ellis (C) Chris Heaton-Harris (C) Philip Hollobone (C) Gen Kitchen (L) Andrea Leadsom (C) Andrew ...
Польская православная церковьпольск. Polski Kościół Prawosławnyцерк.-слав. По́льскаѧ правосла́внаѧ цр҃ковь Кафедральный собор святой Марии Магдалины в Варшаве Общие сведения Основатели Равноапостольные Кирилл и Мефодий (согласно церковному преданию) Основание 1924 Церковь-мать ...
Japanese micro-satellite launched in 2014 Hodoyoshi-4Mission typeEarth observationOperatorNESTRACOSPAR ID2014-033B SATCAT no.40011Mission duration9 years, 11 months, 10 days (ongoing) Spacecraft propertiesManufacturerUniversity of TokyoLaunch mass66 kg (146 lb) Start of missionLaunch date19:11, June 19, 2014 (UTC) (2014-06-19T19:11Z)RocketDneprLaunch siteDombarovsky Orbital parametersReference systemGeocentricEccentricity0Perigee altitu...
Science developed and practised during the Islamic Golden Age Islamic science redirects here. For the Islamic religious sciences, see Islamic sciences. The Tusi couple, a mathematical device invented by the Persian polymath Nasir al-Din Tusi to model the not perfectly circular motions of the planets Science in the medieval Islamic world was the science developed and practised during the Islamic Golden Age under the Abbasid Caliphate of Baghdad, the Umayyads of Córdoba, the Abbadids of Sevill...
خوان الثاني ملك أراغون (بالإسبانية: Juan II el Grande)، و(بالكتالونية: Joan II el Sense Fe) معلومات شخصية الميلاد 29 يونيو 1398(1398-06-29)ميدينا ديل كامبو الوفاة 19 يناير 1479 (80 سنة)برشلونة مواطنة تاج قشتالة تاج أرغون مملكة نبرة الديانة مسيحية الزوجة بلانكا الأولى ملكة نافارا (1420–1441)خو�...
Pour les articles homonymes, voir Hara. Tamiki HaraTamiki HaraBiographieNaissance 15 novembre 1905HiroshimaDécès 13 mars 1951 (à 45 ans)Tokyo (d)Nom dans la langue maternelle 原民喜Nationalité japonaiseFormation Université KeiōUniversité de TokyoActivités Poète, écrivain, romancier, professeur d'universitéAutres informationsA travaillé pour Université Keiōmodifier - modifier le code - modifier Wikidata Tamiki Hara (原 民喜, Hara Tamiki?), né le 15 novembre 1905 à H...
الحروب العثمانية الهابسبورغية جزء من الحروب العثمانية في أوروبا معركة ليبانت البحرية (1571) في لوحة مجهولة تعود لأواخر القرن السادس عشر في المتحف البحري الوطني معلومات عامة التاريخ 1526 (معركة موهاج) إلى 1761 (معاهدة زيشتوف) (265 سنة) الموقع وسط وشرق أوروبا النتيجة نهاية التوسع ال�...
480 BC naval battle of the Greco-Persian Wars For other uses, see Battle of Salamis (disambiguation). Battle of SalamisPart of the Second Persian invasion of GreeceA map depicting the major areas of conflict during the Battle of SalamisDate26 or 27 September, 480 BC[1]LocationStraits of Salamis37°57′5″N 23°34′0″E / 37.95139°N 23.56667°E / 37.95139; 23.56667Result Greek victoryTerritorialchanges Persian army forced to withdraw from Attica, including ...
Frequency response boundary Magnitude transfer function of a bandpass filter with lower 3 dB cutoff frequency f1 and upper 3 dB cutoff frequency f2 Bode plot (a logarithmic frequency response plot) of any first-order low-pass filter with a normalized cutoff frequency at ω {\displaystyle \omega } =1 and a unity gain (0 dB) passband. In physics and electrical engineering, a cutoff frequency, corner frequency, or break frequency is a boundary in a system's frequency response at ...
Strage del Duomo di San MiniatoDuomo di San Miniato TipoEsplosione Data22 luglio 194410:15 LuogoSan Miniato Stato Italia Obiettivoduomo Responsabili337º battaglione di artiglieria campale statunitense ConseguenzeMorti55 Modifica dati su Wikidata · Manuale La strage del Duomo di San Miniato avvenne il 22 luglio 1944 durante la seconda guerra mondiale. Cinquantacinque persone, radunate nella cattedrale, perirono a causa di una granata sparata dal 337º Battaglione d'artiglieria camp...
Serbian rallying cry Only Unity Saves the Serbs (Serbian: Само слога Србина спашава, romanized: Samo sloga Srbina spašava) is a popular motto and slogan in Serbia and among Serbs, often used as a rallying call during times of national crisis and against foreign domination. The phrase is an interpretation of what is taken to be four Cyrillic letters for S (written С) on the Serbian cross. Popular mythology attributes the motto to Saint Sava, the founder of the Serb...
Germanic tribe in Silesia See also: Silesians (tribe) Depiction of Magna Germania in the early 2nd century, including the location of the Silingi The Silings or Silingi (Latin: Silingae; Ancient Greek: Σιλίγγαι – Silingai) were a Germanic tribe, part of the larger Vandal group. The Silingi at one point lived in Silesia, and the names Silesia and Silingi may be related.[1][2][3][4][5] History The Silingi are first mentioned by Claudius Ptolemae...
Modal logic relationship 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. (July 2020) (Learn how and when to remove this message) A simple Kripke model with only three possible worlds, viz. u, v, w. Since the accessibility relation relates w to v and P {\displaystyle P} is true at v, the formula ◊ P {\displaystyle \Diamond P} is true at w. Since u is not...