Read other articles:

Neuhaus Stadt Windischeschenbach Koordinaten: 49° 48′ N, 12° 10′ O49.80052222222212.165461111111Koordinaten: 49° 48′ 2″ N, 12° 9′ 56″ O Postleitzahl: 92670 Vorwahl: 09681 Ortszentrum von NeuhausOrtszentrum von Neuhaus Der ehemalige Markt Neuhaus ist seit 1972 ein Gemeindeteil der Stadt Windischeschenbach in der nördlichen Oberpfalz und liegt 15 Kilometer nördlich von Weiden in der Oberpfalz. Neuhaus zählt circa 1200 Einwohn...

2E06 Raya Bekasi Pulogebang Halte TransjakartaLetakKotaJakarta TimurDesa/kelurahanUjung Menteng, CakungKodepos13960AlamatJalan Bekasi RayaKoordinat6°11′15″S 106°57′36″E / 6.1874344°S 106.9599844°E / -6.1874344; 106.9599844Koordinat: 6°11′15″S 106°57′36″E / 6.1874344°S 106.9599844°E / -6.1874344; 106.9599844Desain HalteStruktur BRT, median jalan bebas 1 tengah Pintu masukJembatan penyeberangan di sudut Jalan Bekasi R...

Private label brand of the Loblaw Companies This article has multiple issues. Please help improve it or discuss these issues on the talk page. (Learn how and when to remove these template messages) This article contains content that is written like an advertisement. Please help improve it by removing promotional content and inappropriate external links, and by adding encyclopedic content written from a neutral point of view. (March 2014) (Learn how and when to remove this template message) Th...

67 ← 68 → 69素因数分解 22 × 17二進法 1000100三進法 2112四進法 1010五進法 233六進法 152七進法 125八進法 104十二進法 58十六進法 44二十進法 38二十四進法 2K三十六進法 1Wローマ数字 LXVIII漢数字 六十八大字 六拾八算木 68（六十八、ろくじゅうはち、むそじあまりやつ）は、自然数、また整数において、67の次で69の前の数である。 性質 68は合成数であり、正の約数は 1, 2, 4...

Stasiun Tōge峠駅Samping StasiunLokasiŌsawa Tōge, Yonezawa-shi, Yamagata-ken 992-1303JepangKoordinat37°48′43″N 140°14′09″E / 37.811894°N 140.235853°E / 37.811894; 140.235853Koordinat: 37°48′43″N 140°14′09″E / 37.811894°N 140.235853°E / 37.811894; 140.235853Operator JR EastJalur■ Jalur Utama ŌuLetak28.8 km dari FukushimaJumlah peron1 Peron pulauInformasi lainStatusTidak memiliki petugasSitus webSitus web resmiSejara...

Quello che segue è un elenco dei sovrani che hanno regnato sul marchesato di Savona. L'elenco include tutti i sovrani che si sono susseguite nel dominio di Savona, margraviato soverano degli Aleramici, concesso dall'imperatore Ottone I il Grande al conte franco Aleramo I, primo marchese di Savona e del Monferrato nel 967.[1] La sovranità su Savona venne perduta dagli Aleramici alla cessione della città e il territorio fatta dal marchese Ottone IV al libero comune di Savona nel 1191...

Situation of the Christian churches in Germany during the Nazi period For Bismarck's church campaigns, see Kulturkampf. You can help expand this article with text translated from the corresponding article in German. (June 2011) Click [show] for important translation instructions. View a machine-translated version of the German article. Machine translation, like DeepL or Google Translate, is a useful starting point for translations, but translators must revise errors as necessary and conf...

Федеральное агентство по делам Содружества Независимых Государств, соотечественников, проживающих за рубежом, и по международному гуманитарному сотрудничествусокращённо: Россотрудничество Общая информация Страна  Россия Юрисдикция Россия Дата создания 6 сентября...

Ukrainian footballer Serhiy Vakulenko Vakulenko with Pyunik in 2022Personal informationFull name Serhiy Mykolayovych VakulenkoDate of birth (1993-09-07) 7 September 1993 (age 30)Place of birth Kharkiv, UkraineHeight 1.83 m (6 ft 0 in)Position(s) MidfielderTeam informationCurrent team Pyunik YerevanNumber 79Youth career2006–2008 UFK Kharkiv2009–2010 Illichivets MariupolSenior career*Years Team Apps (Gls)2010–2019 Shakhtar Donetsk 0 (0)2010–2011 → Shakhtar-3 Donets...

National badminton team representing the Maldives MaldivesAssociationBadminton Association of Maldives (BaMDV)ConfederationBA (Asia)PresidentMoosa NashidBWF rankingCurrent ranking58 8 (2 January 2024)Highest ranking35 (4 October 2018)Asian Men's Team ChampionshipsAppearances2 (first in 2016)Best resultGroup stageAsian Men's Team ChampionshipsAppearances2 (first in 2016)Best resultGroup stage The Maldives national badminton team (Dhivehi: ދިވެހިރާއްޖެނަތިޮނަލ ބަދމިނތ...

سفارة اليابان في العراق اليابان العراق الإحداثيات 33°19′02″N 44°24′29″E / 33.317222222222°N 44.408027777778°E / 33.317222222222; 44.408027777778 البلد العراق  المكان بغداد السفير فوتوشي ماتسوموتو الاختصاص العراق  الموقع الالكتروني الموقع الرسمي تعديل مصدري - تعديل   سفارة اليابان في ال...

تحتاج هذه المقالة إلى الاستشهاد بمصادر إضافية لتحسين وثوقيتها. فضلاً ساهم في تطوير هذه المقالة بإضافة استشهادات من مصادر موثوق بها. من الممكن التشكيك بالمعلومات غير المنسوبة إلى مصدر وإزالتها. (أغسطس 2022) هواري بومدين الرئيس الثاني للجمهورية الجزائرية في المنصب10 ديسمبر 1976&...

Irish-American business executive Sarah FriarOBEFriar in 2018BornSarah Jane Friar (1972-12-24) 24 December 1972 (age 51)Sion Mills, County Tyrone, Northern IrelandNationalityAmerican, British, IrishAlma materSt Anne's College, OxfordStanford UniversityOccupationBusiness executiveKnown forCEO of Nextdoor Sarah Jane Friar (born 24 December 1972[1]) is a business executive from Northern Ireland. She was the chief executive officer of American technology company Nextdoor fr...

Overview of sectarian divisions within Islam Part of a series onIslam Beliefs Oneness of God Angels Revealed Books Prophets Day of Resurrection Predestination Practices Profession of Faith Prayer Almsgiving Fasting Pilgrimage TextsFoundations Quran Sunnah (Hadith, Sirah) Tafsir (exegesis) Aqidah (creed) Qisas al-Anbiya (Stories of the Prophets) Mathnawi (Poems) Fiqh (jurisprudence) Sharia (law) History Timeline Muhammad Ahl al-Bayt Sahabah Rashidun Caliphate Imamate Medieval Islamic science S...

0000 compilation album by David SylvianA Victim of Stars 1982–2012Compilation album by David SylvianReleased UK: 27 February 2012 US: 3 April 2012[1] Recorded1982–2012GenreArt popart rockambientalternative rockexperimental rockLength156:27LabelVirgin/EMIProducerDavid SylvianRyuichi SakamotoSteve NyeRain Tree CrowDavid BottrillSteve JansenBurnt FriedmanDavid Sylvian chronology Died in the Wool – Manafon Variations(2011) A Victim of Stars 1982–2012(2012) There's a Light...

The BabymakersPoster rilis teaterSutradaraJay ChandrasekharProduserJay ChandrasekharJason BlumBrian Kavanaugh-JonesDitulis olehPeter GaulkeGerry SwallowPemeranPaul SchneiderOlivia MunnKevin HeffernanNat FaxonAisha TylerConstance ZimmerPenata musikEdward ShearmurSinematograferFrank G. DeMarcoPenyuntingBrad KatzPerusahaanproduksiBlumhouse ProductionsDuck Attack FilmsAlliance FilmsAutomatik EntertainmentIM GlobalDistributorMillennium EntertainmentTanggal rilis 3 Agustus 2012 (2012-08-...

Subsurface layer in which groundwater seeps up from a water table by capillary action Cross-section of a hillslope depicting the vadose zone, capillary fringe, water table, and saturated zone The capillary fringe is the subsurface layer in which groundwater seeps up from a water table by capillary action to fill pores. Pores at the base of the capillary fringe are filled with water due to tension saturation. This saturated portion of the capillary fringe is less than the total capillary rise ...

Town in Oaxaca, MexicoMazunteTownMazunte and Punta CometaMazunteLocation in MexicoCoordinates: 15°40′03″N 96°33′13″W / 15.66750°N 96.55361°W / 15.66750; -96.55361Country MexicoStateOaxacaMunicipalitySanta María TonamecaElevation30 m (100 ft)Population (2020) • Total651Time zoneUTC-6 (CST)Area code958 Mazunte is a small beach town on the Pacific coast of Oaxaca, Mexico (15°39′53″N 96°33′14″W / 15.664...

Prunus salicina TumbuhanJenis buahbuah berbiji Status konservasiRisiko rendahIUCN50247990 TaksonomiSuperkerajaanEukaryotaKerajaanPlantaeDivisiTracheophytaOrdoRosalesFamiliRosaceaeTribusAmygdaleaeGenusPrunusSpesiesPrunus salicina Lindl. Tata namaSinonim takson Cerasus salicina (Lindl.) Loudon Cerasus triflora Wall. Prunus triflora Roxb. Prunus trifolia Roxb. Prunus thibetica Franch. Prunus armeniaca Blanco Prunus botan André Prunus ichangana C.K.Schneid. Prunus masu Koehne Prunus stamina...

Statistical distance measure The Mahalanobis distance is a measure of the distance between a point P {\displaystyle P} and a distribution D {\displaystyle D} , introduced by P. C. Mahalanobis in 1936.[1] The mathematical details of Mahalanobis distance has appeared in the Journal of The Asiatic Society of Bengal.[2] Mahalanobis's definition was prompted by the problem of identifying the similarities of skulls based on measurements (the earliest work related to similaritie...